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   "value": "<span class=\"f charStyle-15433314 ps3394\">Property, Plant and Equipment</span><span class=\"f charStyle-58d2db5a ps6615\">Company Information</span><div class=\"ps3320 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions</span><span class=\"f charStyle-15433314 ps6617\"> delivers integrated solutions, products and services to the global energy industry. We enable </span></div><div class=\"ps3321 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">low-carbon oil and gas production and develop renewable solutions to meet future energy needs. By </span></div><div class=\"ps3322 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">combining innovative digital solutions and predictable project execution we accelerate the transition to </span></div><div class=\"ps5171 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">sustainable energy production</span><span class=\"f charStyle-15433314 ps6618\">. The company had </span><span class=\"f charStyle-15433314 ps6619\">about</span><span class=\"f charStyle-15433314 ps6620\"> </span><span class=\"f charStyle-15433314 ps6621\">11,800</span><span class=\"f charStyle-15433314 ps6622\"> own employees and operations in </span><span class=\"f charStyle-15433314 ps6623\">13</span><span class=\"f charStyle-15433314 ps6624\"> </span></div><div class=\"ps6627 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">countries at the end of </span><span class=\"f charStyle-15433314 ps6625\">2025</span><span class=\"f charStyle-15433314 ps6626\">. </span></div><div class=\"ps3325 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The main office is in Fornebu, </span><span class=\"f charStyle-15433314 ps6628\">Norway</span><span class=\"f charStyle-15433314 ps6629\"> and the parent company </span><span class=\"f charStyle-15433314 ps6630\">Aker Solutions </span><span class=\"f charStyle-15433314 ps6631\">ASA<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6632\"> </span><span class=\"f charStyle-15433314 ps6633\">is listed on the Oslo <span class=\"f ps2\"> </span></span></div><div class=\"ps6634 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Stock Exchange under the ticker AKSO. The consolidated financial statements in this report include the </span></div><div class=\"ps3864 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">financial performance and position of the company and its subsidiaries collectively referred to as \u201cthe group\u201d </span></div><div class=\"ps3865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">or \u201cthe company\u201d and separately as group companies.</span></div><div class=\"ps241 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps236\">Note </span><span class=\"f charStyle-8b50b64d ps6613\">2</span><span class=\"f charStyle-58d2db5a ps6640\"> </span><span class=\"f charStyle-58d2db5a ps6641\">Basis of Preparation</span></div><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Statement of Compliance</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">The consolidated financial statements have been </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">prepared in accordance with IFRS\u00ae Accounting </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">Standards as adopted by the EU, their interpretations </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">adopted by the International Accounting Standards </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">Board (IASB) and the additional requirements of the </span></div><div class=\"ps5347 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">Norwegian Accounting Act as of </span><span class=\"f charStyle-58bfcdf3 ps6648\">December 31, </span><span class=\"f charStyle-58bfcdf3 ps6649\">2025</span><span class=\"f charStyle-58bfcdf3 ps6650\">.</span></div><div class=\"ps6651 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The consolidated financial statements were </span></div><div class=\"ps6652 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">approved by the Board of Directors and the chief </span></div><div class=\"ps6655 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">executive officer (CEO) on </span><span class=\"f charStyle-15433314 ps6653\">March 18, 2026</span><span class=\"f charStyle-15433314 ps6654\">. The </span></div><div class=\"ps6656 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">consolidated financial statements will be </span></div><div class=\"ps6658 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">authorized at the Annual General Meeting on </span><span class=\"f charStyle-15433314 ps6657\">April </span></div><div class=\"ps6660 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">16, 2026</span><span class=\"f charStyle-15433314 ps6659\">. Until this date the Board of Directors has </span></div><div class=\"ps6661 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the authority to amend the financial statements.</span></div><div class=\"ps6662 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Basis of Measurement</span></div><div class=\"ps6663 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The consolidated balance sheet has been </span></div><div class=\"ps6664 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">prepared on the historical cost basis except for </span></div><div class=\"ps6665 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">certain financial assets and liabilities as presented </span></div><div class=\"ps6669 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">in note </span><span class=\"f charStyle-15433314 ps6666\">24</span><span class=\"f charStyle-8e659db2 ps6667\"> </span><span class=\"f charStyle-15433314 ps6668\">measured at fair value on each </span></div><div class=\"ps1625 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reporting date. The consolidated financial </span></div><div class=\"ps1626 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">statements are presented in Norwegian Kroner </span></div><div class=\"ps1627 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">(NOK) and have been rounded to the nearest </span></div><div class=\"ps1628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">million (NOK million), therefore the subtotals and </span></div><div class=\"ps1629 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">totals in some tables may not equal the sum of the </span></div><div class=\"ps1630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">amounts shown.</span></div><div class=\"ps6670 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Consolidation</span></div><div class=\"ps6671 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The consolidated financial statements comprise </span></div><div class=\"ps6672 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the parent company Aker Solutions ASA and its </span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">subsidiaries. Intra-group balances and </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">transactions, and any unrealized gains and losses </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">or income and expenses arising from intra-group </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">transactions, are eliminated in the consolidated </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">financial statements. </span></div><div class=\"ps6674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps655\">Translation of Foreign Currency</span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Assets and liabilities of subsidiaries that have a </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">different functional currency are translated to NOK </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">using the exchange rate on the balance sheet </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">date. Income and expenses are translated using </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">the average exchange rate for the year, calculated </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">on the basis of 12 monthly rates. Foreign exchange </span></div><div class=\"ps6681 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">differences arising from these translations are </span></div><div class=\"ps6682 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">recognized in other comprehensive income, and </span></div><div class=\"ps6683 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">presented as a separate component in equity </span></div><div class=\"ps6684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">(translation reserve). The translation differences </span></div><div class=\"ps6685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">are reclassified to the income statement upon </span></div><div class=\"ps6686 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">disposal or liquidation of the related operations. </span></div><div class=\"ps6687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Exchange differences arising from non-current </span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">monetary receivable or payable by a foreign </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">operation where settlement is neither planned nor </span></div><div class=\"ps6690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">likely in the foreseeable future, forms part of the </span></div><div class=\"ps6691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">net investment in that entity and are also </span></div><div class=\"ps6692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">recognized in other comprehensive income.</span></div><div class=\"ps6693 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps655\">Judgments and Estimates</span></div><div class=\"ps6694 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">The preparation of consolidated financial </span></div><div class=\"ps6695 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">statements in conformity with IFRS requires </span></div><div class=\"ps6696 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">management to make judgments, estimates and </span></div><div class=\"ps6697 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">assumptions each reporting period that affect the </span></div><div class=\"ps6698 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">income statement and balance sheet. The </span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">accounting estimates will by definition seldom </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">precisely match actual results. The main areas </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">where judgments and estimates have been made </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">are described in each of the following notes:</span></div><div class=\"ps6703 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">9</span><span class=\"f charStyle-15433314 ps6701\"> </span><span class=\"f charStyle-15433314 ps6702\">Income Tax</span></div><div class=\"ps4825 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">10</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Property, Plant and Equipment</span></div><div class=\"ps4826 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">11</span><span class=\"f charStyle-15433314 ps6706\"> </span><span class=\"f charStyle-15433314 ps6707\">Intangible Assets and Goodwill</span></div><div class=\"ps6708 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">12</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Impairment of Assets</span></div><div class=\"ps6709 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">13</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Trade and Other Receivables</span></div><div class=\"ps6710 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">17</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Leases and Investment Property</span></div><div class=\"ps6711 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">18</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Pension Obligations</span></div><div class=\"ps6712 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">19</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Provisions and Contingent Liabilities</span></div><div class=\"ps6714 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">The main area where significant judgment has </span></div><div class=\"ps6715 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">been made is described in: </span></div><div class=\"ps6716 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">3</span><span class=\"f charStyle-15433314 ps6701\"> </span><span class=\"f charStyle-15433314 ps6702\">Revenue</span></div><div class=\"ps6718 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">Aker Solutions acknowledge that climate change </span></div><div class=\"ps6719 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">represents an element in the application of </span></div><div class=\"ps6720 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">methodologies and models used in estimates used </span></div><div class=\"ps6721 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">in valuations and measurement of certain </span></div><div class=\"ps6722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">accounting items. This is further described in note:</span></div><div class=\"ps6690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">12</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Impairment of Assets</span></div><div class=\"ps6723 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps665\">New or Changed Financial Reporting </span></div><div class=\"ps6724 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps665\">Principles</span></div><div class=\"ps6725 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">Some amendments to standards and </span></div><div class=\"ps6728 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">interpretations have become effective in </span><span class=\"f charStyle-b20f2d29 ps6726\">2025</span><span class=\"f charStyle-15433314 ps6727\">. </span></div><div class=\"ps6729 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">These changes did not have a material impact on </span></div><div class=\"ps6730 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">the consolidated financial statements. </span></div><div class=\"ps6732 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps6731\">IFRS 18 Presentation and Disclosure in </span></div><div class=\"ps6733 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps6731\">Financial Statements</span></div><div class=\"ps1264 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">IFRS 18 was issued in 2024, effective for annual </span></div><div class=\"ps1265 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">reporting period beginning on or after January 1, </span></div><div class=\"ps1266 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">2027. The standard introduces a standardized </span></div><div class=\"ps1267 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">structure for the statement of profit or loss, with </span></div><div class=\"ps6734 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">new required subtotals, and enhanced guidance </span></div><div class=\"ps6735 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">for aggregating and disaggregating information in </span></div><div class=\"ps6736 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">financial statements. In addition, IFRS 18 requires </span></div><div class=\"ps6737 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">disclosures of management-defined performance </span></div><div class=\"ps6738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">measures (MPMs). </span></div><div class=\"ps6739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Aker Solutions is currently assessing the impact of </span></div><div class=\"ps6740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">IFRS 18 on the financial statements, in particular </span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">the impact on the structure of the income </span></div><div class=\"ps2036 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">statement. </span><span class=\"f charStyle-15433314 ps6741\">The most significant change for Aker </span></div><div class=\"ps2037 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Solutions is that net profit from equity accounted </span></div><div class=\"ps2040 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">investees will be excluded from operating profit </span></div><div class=\"ps6742 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">and included in profit from investing activities. </span></div><div class=\"ps6743 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Additionally, the requirement of classifying foreign </span></div><div class=\"ps6744 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">exchange in the same category as the items that </span></div><div class=\"ps2058 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">give rise to the foreign exchange differences will </span></div><div class=\"ps6745 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">have limited impact, as foreign exchange related </span></div><div class=\"ps6746 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">to operations are already reported as part of the </span></div><div class=\"ps6747 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">operating result. </span></div><div class=\"ps6748 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Aker Solutions has decided not to early adopt IFRS </span></div><div class=\"ps6749 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">18, but will ensure full compliance by the effective </span></div><div class=\"ps6750 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">date.</span></div><span class=\"f charStyle-58d2db5a ps6753\">Revenue</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The revenue in Aker Solutions consists of large </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">engineering, procurement and construction (EPC) </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contracts within the renewables and oil and gas </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">energy sector. The company also has engineering </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contracts and frame agreements for maintenance </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of various energy installations. The compensation </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">format is both reimbursable and lump sum, and the </span></div><div class=\"ps5347 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contracts often include various incentive </span></div><div class=\"ps5348 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">mechanisms. Project execution is a key </span></div><div class=\"ps6754 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">component of all deliveries.</span></div><div class=\"ps6755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Customer contracts are assessed using the five-</span></div><div class=\"ps6681 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">step model. Only approved customer contracts </span></div><div class=\"ps6682 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">with a firm commitment are basis for revenue </span></div><div class=\"ps6683 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">recognition. Variation orders are included when </span></div><div class=\"ps6684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">they have been approved, either verbally, in </span></div><div class=\"ps6685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">writing or implied by customary business practice. </span></div><div class=\"ps6686 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The deliveries in the contracts are reviewed to </span></div><div class=\"ps6687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">identify distinct performance obligations. For the </span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">vast majority of the identified performance </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">obligations, control has been assessed to be </span></div><div class=\"ps6690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">transferred to the customer over time as the </span></div><div class=\"ps6691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">performance obligation is satisfied. Revenue is </span></div><div class=\"ps6692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">recognized over time using a cost based progress </span></div><div class=\"ps6756 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">method, or as time and materials are delivered to </span></div><div class=\"ps6757 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the customer. The cost progress method is </span></div><div class=\"ps6758 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">commonly used on reimbursable - and lump sum </span></div><div class=\"ps6759 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contracts when scope of work is firm. The time and </span></div><div class=\"ps6760 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">materials method is more commonly used for </span></div><div class=\"ps6761 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reimbursable contracts with less firm scope. These </span></div><div class=\"ps6762 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">methods are used to best reflect the pattern of </span></div><div class=\"ps6671 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">transfer of control of goods and services to the </span></div><div class=\"ps6672 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">customer.</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Variable considerations, such as incentive </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">payments, are included in revenue when they are </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">highly probable. Expected liquidated damages </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">(LDs) are recognized as a reduction of revenue </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">unless it is highly probable that LDs will not be </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">incurred. The transaction price of performance </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">obligations is adjusted for </span><span class=\"f charStyle-58bfcdf3 ps6763\">significant financing </span></div><div class=\"ps5347 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">components to reflect the time value of money. Profit </span></div><div class=\"ps5348 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">is not recognized until the outcome of the </span></div><div class=\"ps6754 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">performance obligations can be measured reliably, </span></div><div class=\"ps6764 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">usually at 20 percent progress. The full loss is </span></div><div class=\"ps6765 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">recognized immediately when identified on loss-<span class=\"f ps2\"> </span></span></div><div class=\"ps6766 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">making contracts. The loss is determined based on </span></div><div class=\"ps6767 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">revenue less direct cost (i.e. labor, subcontractor and </span></div><div class=\"ps6768 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">material cost) and an allocation of overhead that </span></div><div class=\"ps6769 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">relate directly to the contract or activities required to </span></div><div class=\"ps1617 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">fulfil the contract. Customer financed assets required </span></div><div class=\"ps1618 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">to execute the projects are presented gross in the </span></div><div class=\"ps1619 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">financial statements. </span></div><div class=\"ps6770 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps655\">Judgments and Estimates</span></div><div class=\"ps6771 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">It can be challenging to estimate the expected </span></div><div class=\"ps6772 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">revenue and cost in the company's customer </span></div><div class=\"ps6773 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">contracts, in particular if there are operational </span></div><div class=\"ps6774 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">challenges. The most significant judgments and </span></div><div class=\"ps6775 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">estimates in the customer contracts are described </span></div><div class=\"ps6776 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">below.</span></div><div class=\"ps6777 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps655\">Performance Obligations</span></div><div class=\"ps5362 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Significant management judgment is sometimes </span></div><div class=\"ps5363 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">required in order to identify distinct performance </span></div><div class=\"ps6778 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">obligations in customer contracts. This includes an </span></div><div class=\"ps6779 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">analysis of the customer contract to determine if </span></div><div class=\"ps6780 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">the goods or services are distinct deliveries or </span></div><div class=\"ps6781 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">input to an overall promise to deliver a combined </span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">system of products and services. As most of the </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">contracts represent a single, combined output for </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">the customers, contracts will normally contain one <span class=\"f ps2\"> </span></span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">performance obligation.</span></div><div class=\"ps6782 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps665\">Variable Consideration</span></div><div class=\"ps6783 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">Incentive payments are integral and significant </span></div><div class=\"ps6784 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">parts of contract revenue on certain reimbursable </span></div><div class=\"ps6785 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">contracts. They can also be present in lump sum </span></div><div class=\"ps6786 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">contracts. Incentive payments include key </span></div><div class=\"ps6787 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">performance indicators, bonuses, target sum </span></div><div class=\"ps5350 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">mechanisms and productivity measures and can </span></div><div class=\"ps5351 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">potentially both increase and decrease revenue. </span></div><div class=\"ps6788 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">Most incentives are estimated using the most likely </span></div><div class=\"ps6789 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">amount. Revenue from variable consideration is <span class=\"f ps2\"> </span></span></div><div class=\"ps6790 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">included only when it is highly probable that the </span></div><div class=\"ps6791 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">revenue will not be reversed. There is a risk that </span></div><div class=\"ps6792 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">the actual payment of incentives may differ from </span></div><div class=\"ps6793 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">the estimated amount.</span></div><div class=\"ps6794 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps665\">Liquidated Damages (LDs)</span></div><div class=\"ps6795 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">LDs are penalties for not achieving defined </span></div><div class=\"ps6796 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">milestones on time. LDs are common in </span></div><div class=\"ps5801 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">construction contracts, but can also be present in </span></div><div class=\"ps5802 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">service contracts. If a project does not meet the </span></div><div class=\"ps5803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">defined milestone in a contract, a provision </span></div><div class=\"ps6797 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">reducing the transaction price is made unless it is </span></div><div class=\"ps6798 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">highly probable that LD will not be imposed. A </span></div><div class=\"ps6799 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">provision for liquidated damages is treated as a </span></div><div class=\"ps4610 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">variable consideration. The estimated LD provision </span></div><div class=\"ps6800 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">is highly judgmental. The assessment of the LD </span></div><div class=\"ps6801 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">provision is based on experience from similar LD </span></div><div class=\"ps6802 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">situations in addition to client relationship, </span></div><div class=\"ps6803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">contractual position and status on negotiations.</span></div><div class=\"ps6804 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps6731\">Total Contract Cost</span></div><div class=\"ps6805 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">The estimates of total contract cost can be </span></div><div class=\"ps6806 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">judgmental and sensitive to changes. The cost </span></div><div class=\"ps6807 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">estimates can significantly impact revenue </span></div><div class=\"ps6808 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">recognition for contracts using cost progress, </span></div><div class=\"ps6809 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">particularly in lump sum construction contracts. The </span></div><div class=\"ps6810 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">forecasting of total project cost depends on the </span></div><div class=\"ps6811 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">ability to properly execute the engineering and </span></div><div class=\"ps6812 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">design phase, availability of skilled resources, </span></div><div class=\"ps6813 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">manufacturing capacity, productivity and quality </span></div><div class=\"ps6814 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">factors, performance of subcontractors and </span></div><div class=\"ps6815 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">sometimes also weather conditions. Experience, </span></div><div class=\"ps6816 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">systematic use of the project execution model and </span></div><div class=\"ps6817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">focus on core competencies reduce, but do not </span></div><div class=\"ps6818 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">eliminate, the risk that cost estimates may change </span></div><div class=\"ps5223 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">significantly.</span></div><div class=\"ps6819 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps6731\">Agency Relationship</span></div><div class=\"ps3864 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Certain customer contracts include sale of goods </span></div><div class=\"ps3865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">or services where Aker Solutions is acting as an </span></div><div class=\"ps6820 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">agent on behalf of the customer. For each </span></div><div class=\"ps6821 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">performance obligation, the distinction between </span></div><div class=\"ps6822 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">agent and principal is assessed. The assessment </span></div><div class=\"ps6823 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">affect whether revenue is presented gross (as </span></div><div class=\"ps6824 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">principal) or net (as agent). The core criterion is </span></div><div class=\"ps4600 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">whether the company controls the specified goods </span></div><div class=\"ps4608 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">or services before they are transferred to the </span></div><div class=\"ps4609 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">customer. </span></div><div class=\"ps4610 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Note </span><span class=\"f charStyle-15433314 ps6825\">3</span><span class=\"f charStyle-15433314 ps6826\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">3</span><span class=\"f charStyle-15433314 ps6828\"> Revenue cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Different Types of Customer Contracts</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The revenue in Aker Solutions arise from various contracts for the engineering, procurement, construction, </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">modification and maintenance within the oil and gas and renewables energy sector.</span></div><div class=\"ps6830 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Renewables and Field Development</span></div><div class=\"ps549 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Deliveries include facilities for carbon capture, offshore wind and traditional oil and gas installations, topside </span></div><div class=\"ps6831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">modules, substructures, floating production units (FPSOs), decommissioning, hook-up services and marine </span></div><div class=\"ps1877 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">operations. Most contracts last between three to five years. The contracts include a combination of FEED, </span></div><div class=\"ps1878 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">engineering, procurement, construction and installation (EPCI) of equipment. Each contract is usually </span></div><div class=\"ps1879 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">assessed as one performance obligation as the deliveries are combined in one output. The contracts may be </span></div><div class=\"ps1880 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reimbursable, lump sum, target cost or a combination. The contracts regularly include incentives for </span></div><div class=\"ps1881 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">achievement of key performance indicators (KPIs) or penalties for late delivery. Payment terms are normally </span></div><div class=\"ps850 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">30-45 days according to predefined milestones or monthly billing. </span></div><div class=\"ps1687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In 2025, significant custom duties incurred on an import to the US for one project. The process of custom </span></div><div class=\"ps852 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">clearance when importing goods into the US was assessed as a separate performance obligation, where Aker </span></div><div class=\"ps853 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Solutions was acting as an agent on behalf of the customer. The duties were paid on behalf of the customer </span></div><div class=\"ps854 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and the customer controlled the asset at the time of import. The reimbursement received from the customer </span></div><div class=\"ps855 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">was offset against the related payments, Aker Solutions did not earn any profit on this arrangement.</span></div><div class=\"ps1689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The legacy lump sum portfolio of projects have been both operationally and commercially challenging. </span></div><div class=\"ps1690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Discussions with clients and subcontractors to solve commercial challenges are ongoing. Until the </span></div><div class=\"ps1691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">discussions are concluded the level of uncertainty is higher than for other projects. It is expected that </span></div><div class=\"ps1692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">discussions with clients and subcontractors will be concluded during 2026. Management has followed the </span></div><div class=\"ps1693 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">policy for variable consideration above, when estimating the transaction price. Ongoing discussions with </span></div><div class=\"ps832 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">subcontractors are relevant for the estimated total contract cost. Estimated total consideration to the </span></div><div class=\"ps833 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">relevant subcontractors is included in the total contract cost using the most likely amount.</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The following table shows a selection of the largest projects in the segment:</span></div><div class=\"ps6884 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:182.25pt\"></td><td style=\"padding:0;width:110.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:24pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss685\"><div><div class=\"ps1013 ss684\"><span class=\"f charStyle-99bfcfa0 ps1\">Project<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps6832 ss686\"><div><div class=\"ps1013 ss324\"><span class=\"f charStyle-99bfcfa0 ps1\">Customer<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps6834 ss687\"><div><div class=\"ps1013 ss229\"><span class=\"f charStyle-99bfcfa0 ps6833\">Award year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps4954 ss687\"><div><div class=\"ps6836 ss229\"><span class=\"f charStyle-99bfcfa0 ps6835\">Estimated <span class=\"f ps2\"> </span></span></div><div class=\"ps6838 ss229\"><span class=\"f charStyle-99bfcfa0 ps6837\">delivery</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #929292;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;border-top:0.5pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;border-top:0.5pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #929292;border-top:0.5pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Hugin A Platform<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6839 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Aker BP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6841 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2022<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6842 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4630 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Hugin B Platform<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6843 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Aker BP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6844 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2022<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6845 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps567 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Valhall PWP Platform<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6846 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Aker BP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6847 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2022<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6848 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4634 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Fenris UI<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6849 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Aker BP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6850 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2022<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6851 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4636 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Rosebank FPSO<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6852 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Altera<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6853 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6854 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1473 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Jackdaw WHP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6855 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Shell<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6856 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2022<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6857 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1535 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Sunrise Wind HVDC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6858 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">\u00d8rsted &amp; Eversource<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6860 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6859\">2021<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6861 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1069 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">East Anglia 3 HVDC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6862 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">ScottishPower<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6863 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2022<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6864 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5479 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Northern Lights Phase 2, Carbon Storage<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6865 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Equinor<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6866 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6867 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2028<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6868 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Celsio Carbon Capture &amp; Storage<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6869 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Hafslund Celsio<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6870 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6871 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2029<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5500 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Norfolk Vanguard West HVDC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6872 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">RWE<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6873 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6874 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2027<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps55 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Norfolk Vanguard East HVDC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6875 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">RWE<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6876 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6877 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2028<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1446 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Balwin 1 HVDC Substructure<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6878 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Dragados<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6879 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6880 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2029<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6248 ss689\"><div><div class=\"ps474 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Balwin 2 HVDC Substructure<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6881 ss325\"><div><div class=\"ps474 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Dragados<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6882 ss511\"><div><div class=\"ps474 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6883 ss511\"><div><div class=\"ps474 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2030<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6887 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">3</span><span class=\"f charStyle-15433314 ps6886\"> continues on next page</span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">3</span><span class=\"f charStyle-15433314 ps6828\"> Revenue cont.</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Life Cycle</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Deliveries include electrification, maintenance, modification and hook-up contracts for oil and gas </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">installations. The contracts are mainly reimbursable, but can also include lump sum elements. The majority of </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the contracts have incentive mechanisms including bonuses, target sum mechanisms, key performance </span></div><div class=\"ps392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">indicators and productivity measures. Each contract or purchase order under a frame agreement (FA) is </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">usually assessed as a separate performance obligation. The contracts usually last from one to five years. </span></div><div class=\"ps401 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Payment terms are normally 30 days after time and materials are delivered. </span></div><div class=\"ps2701 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The following table shows a selection of the largest projects in the segment:</span></div><div class=\"ps6891 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:182.25pt\"></td><td style=\"padding:0;width:110.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:24pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss685\"><div><div class=\"ps1013 ss684\"><span class=\"f charStyle-99bfcfa0 ps1\">Project<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps6832 ss686\"><div><div class=\"ps1013 ss324\"><span class=\"f charStyle-99bfcfa0 ps1\">Customer<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps6834 ss687\"><div><div class=\"ps1013 ss229\"><span class=\"f charStyle-99bfcfa0 ps6833\">Award year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps4954 ss687\"><div><div class=\"ps6836 ss229\"><span class=\"f charStyle-99bfcfa0 ps6835\">Estimated <span class=\"f ps2\"> </span></span></div><div class=\"ps6838 ss229\"><span class=\"f charStyle-99bfcfa0 ps6837\">delivery</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #929292;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;border-top:0.5pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;border-top:0.5pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #929292;border-top:0.5pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Aker BP EMM / Modific. Alliance (FA)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6839 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Aker BP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6841 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6842 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4630 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Equinor H (FA)</span><span class=\"f charStyle-a61f3c46 ps6890\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6843 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Equinor<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6844 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6845 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2030<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps567 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">V\u00e5r Energi M&amp;M<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6846 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">V\u00e5r Energi<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6847 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6848 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2029<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4634 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Brunei (FA)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6849 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Brunei Shell Petr.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6850 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2020<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6851 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2027<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4636 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">ConocoPhillips M&amp;M (FA)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6852 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">ConocoPhillips<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6853 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6854 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2032<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1473 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Shell Modification Contract (FA)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6855 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Shell<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6856 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6859\">2017<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6857 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2028<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1535 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Draugen Electrification<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6858 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">OKEA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6860 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6861 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2028<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1069 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Troll West, electrification<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6862 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Equinor<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6863 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6859\">2021<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6864 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2027<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5479 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Hebron Brownfield EPCM<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6865 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Exxon<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6866 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6867 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2030<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6868 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Angola EPC Services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6869 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Azule Energy (BP/ENI)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6870 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6871 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5500 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Mongstad Waste-Water Upgrade<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6872 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Equinor<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6873 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6874 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps55 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Bestla tie-back to Brage<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6875 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">OKEA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6876 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6877 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2027<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1446 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Fram S\u00f8r tie-back to Troll C<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6878 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Equinor<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6879 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6880 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2030<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6892 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps236\">1) Awarded 1Q 2026.</span></div><div class=\"ps755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Revenue by segment</span></div><div class=\"ps630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The following table shows the revenue from customer contracts by segment. Revenue by country is shown in </span></div><div class=\"ps631 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">note </span><span class=\"f charStyle-15433314 ps3392\">4</span><span class=\"f charStyle-15433314 ps6896\"> Segments.</span></div><div class=\"ps3832 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:292.5pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps4 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps6834 ss513\"><div><div class=\"ps6897 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps4954 ss513\"><div><div class=\"ps6897 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6200 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Renewables and Field Development<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6899 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.87pt\"></span></span><span class=\"ps6898\">46,055</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6901 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.93pt\"></span></span><span class=\"ps6900\">38,011</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5878 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Life Cycle<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6903 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.4pt\"></span></span><span class=\"ps6902\">14,979</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6904 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.93pt\"></span></span><span class=\"ps6900\">13,188</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4849 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6906 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.05pt\"></span></span><span class=\"ps6905\">1,168</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6908 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,002</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1464 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-2dae0141 ps1\">Total revenue from customer contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6910 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.21pt\"></span></span><span class=\"ps6909\">62,202</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6911 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.21pt\"></span></span><span class=\"ps6909\">52,202</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6912 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Timing of Revenue</span></div><div class=\"ps6913 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The satisfaction of performance obligations in customer contracts vary from a few months to as long as five </span></div><div class=\"ps6920 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">years. The order backlog as of </span><span class=\"f charStyle-15433314 ps6914\">December\u00a031, 2025</span><span class=\"f charStyle-15433314 ps6915\"> was NOK </span><span class=\"f charStyle-15433314 ps6916\">64.8</span><span class=\"f charStyle-15433314 ps6917\"> billion, compared to NOK </span><span class=\"f charStyle-15433314 ps6918\">60.9</span><span class=\"f charStyle-15433314 ps6919\"> billion the </span></div><div class=\"ps6921 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">year before. The table below shows the expected timing of future revenue for ongoing and not yet started </span></div><div class=\"ps6922 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">performance obligations at year-end.</span></div><div class=\"ps6963 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:237.75pt\"></td><td style=\"padding:0;width:35.25pt\"></td><td style=\"padding:0;width:35.25pt\"></td><td style=\"padding:0;width:35.25pt\"></td><td style=\"padding:0;width:39.75pt\"></td><td style=\"padding:0;width:39.75pt\"></td></tr><tr style=\"height:36.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss693\"><div><div class=\"ps6923 ss692\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK billion<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6925 ss695\"><div><div class=\"ps6924 ss694\"><span class=\"f charStyle-99bfcfa0 ps5564\">2026<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6927 ss695\"><div><div class=\"ps6924 ss694\"><span class=\"f charStyle-99bfcfa0 ps6926\">2027<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6929 ss695\"><div><div class=\"ps6924 ss694\"><span class=\"f charStyle-99bfcfa0 ps6928\">2028<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6935 ss696\"><div><div class=\"ps6931 ss309\"><span class=\"f charStyle-99bfcfa0 ps6930\">2029 <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss309\"><span class=\"f charStyle-99bfcfa0 ps6932\">and </span></div><div class=\"ps6924 ss309\"><span class=\"f charStyle-99bfcfa0 ps6934\">later</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6937 ss696\"><div><div class=\"ps4620 ss309\"><span class=\"f charStyle-99bfcfa0 ps6936\">Total<span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss309\"><span class=\"f charStyle-99bfcfa0 ps5099\">backlog<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss697\"><div><div class=\"ps424 ss692\"><span class=\"f charStyle-cb0bd68b ps1\">Backlog phasing of ongoing performance obligations<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6939 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.78pt\"></span></span><span class=\"ps3683\">39.1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6940 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.78pt\"></span></span><span class=\"ps3683\">13.6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6942 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.37pt\"></span></span><span class=\"ps6941\">8.2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6944 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.4pt\"></span></span><span class=\"ps6943\">1.7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6946 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.26pt\"></span></span><span class=\"ps6945\">62.6</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6947 ss697\"><div><div class=\"ps424 ss692\"><span class=\"f charStyle-cb0bd68b ps1\">Backlog phasing of performance obligations not yet started<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6948 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.37pt\"></span></span><span class=\"ps6941\">0.3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6949 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.37pt\"></span></span><span class=\"ps6941\">0.9</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6950 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.43pt\"></span></span><span class=\"ps5126\">1.1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6952 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.87pt\"></span></span><span class=\"ps6951\">0.0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6954 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.54pt\"></span></span><span class=\"ps6953\">2.3</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6297 ss697\"><div><div class=\"ps424 ss692\"><span class=\"f charStyle-2dae0141 ps1\">Total backlog<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6955 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.76pt\"></span></span><span class=\"ps5090\">39.3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6957 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.38pt\"></span></span><span class=\"ps6956\">14.5</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6959 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.04pt\"></span></span><span class=\"ps6958\">9.3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6961 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.16pt\"></span></span><span class=\"ps6960\">1.7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6962 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.26pt\"></span></span><span class=\"ps6945\">64.8</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6964 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">There has not been recognized any material revenue for performance obligations satisfied in prior years. </span></div><div class=\"ps6965 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">3</span><span class=\"f charStyle-15433314 ps6886\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">3</span><span class=\"f charStyle-15433314 ps6828\"> Revenue cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Contract Balances</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The company has recognized the following assets and liabilities related to contracts with customers:</span></div><div class=\"ps6985 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:252pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss701\"><div><div class=\"ps6966 ss700\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6968 ss702\"><div><div class=\"ps1727 ss177\"><span class=\"f charStyle-99bfcfa0 ps6967\">Note<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6971 ss702\"><div><div class=\"ps1729 ss177\"><span class=\"f charStyle-99bfcfa0 ps6969\">December <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss177\"><span class=\"f charStyle-99bfcfa0 ps6970\">31, 2025</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps4336 ss702\"><div><div class=\"ps6318 ss177\"><span class=\"f charStyle-99bfcfa0 ps6969\">December <span class=\"f ps2\"> </span></span></div><div class=\"ps6319 ss177\"><span class=\"f charStyle-99bfcfa0 ps6972\">31, 2024</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2274 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Trade receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6974 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-83fc4ffa ps6973\">13<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6976 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.27pt\"></span></span><span class=\"ps6975\">7,719</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6978 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.74pt\"></span></span><span class=\"ps6977\">6,208</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3078 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Customer contract assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6979 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-83fc4ffa ps6973\">13<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6980 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.74pt\"></span></span><span class=\"ps6977\">4,743</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6981 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.27pt\"></span></span><span class=\"ps6975\">4,721</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps21 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Customer contract liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6983 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.7pt\"></span></span><span class=\"ps6982\">-5,943</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6984 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.7pt\"></span></span><span class=\"ps6982\">-4,428</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6986 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Customer contract assets relate to consideration for work completed, but not yet invoiced at the reporting </span></div><div class=\"ps6987 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">date. The contract assets are transferred to trade receivables when the right to payment become </span></div><div class=\"ps6988 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">unconditional and invoices are issued to the customers. Customer contract liabilities relate to advances from </span></div><div class=\"ps6989 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">customers for work not yet performed.</span></div><div class=\"ps6990 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The change in contract assets and liabilities relates to the natural progression of the project portfolio, as well </span></div><div class=\"ps6993 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">as the current project mix. Of the amount of NOK </span><span class=\"f charStyle-15433314 ps6991\">-4,428</span><span class=\"f charStyle-15433314 ps6992\"> million recognized in contract liabilities at the end </span></div><div class=\"ps6998 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of prior year, NOK </span><span class=\"f charStyle-15433314 ps6994\">4,289</span><span class=\"f charStyle-15433314 ps6995\"> million has been recognized as revenue in </span><span class=\"f charStyle-15433314 ps6996\">2025</span><span class=\"f charStyle-15433314 ps6997\">.</span></div><div class=\"ps7003 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The bad debt provision included in trade receivables at </span><span class=\"f charStyle-15433314 ps6999\">December\u00a031, 2025</span><span class=\"f charStyle-15433314 ps7000\"> was NOK </span><span class=\"f charStyle-15433314 ps7001\">17</span><span class=\"f charStyle-15433314 ps7002\"> million, compared to </span></div><div class=\"ps7004 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">NOK </span><span class=\"f charStyle-15433314 ps325\">161</span><span class=\"f charStyle-15433314 ps3610\"> million the year before. No impairment has been recognized on customer contract assets.</span></div><div class=\"ps755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Net Income Equity Accounted Investees</span></div><div class=\"ps630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company has recognized the share of net income from investments accounted as equity accounted </span></div><div class=\"ps631 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">investees. As the activities of the investees are closely related to Aker Solutions operating activities, the </span></div><div class=\"ps632 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">share of net income is reported as part of revenue and other income.</span></div><div class=\"ps7020 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:252pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss704\"><div><div class=\"ps8 ss700\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6968 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps6967\">Note<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6971 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps7006\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4336 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps7007\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Share of net income SLB OneSubsea<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7009 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.26pt\"></span></span><span class=\"ps7008\">749</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7010 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.26pt\"></span></span><span class=\"ps7008\">789</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Share of net income other equity accounted investees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7013 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.5pt\"></span></span><span class=\"ps7012\">7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7015 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.03pt\"></span></span><span class=\"ps7014\">1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1461 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-2dae0141 ps1\">Profit from equity accounted investees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7016 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-83fc4ffa ps6317\">26<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7018 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.78pt\"></span></span><span class=\"ps7017\">757</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7019 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.78pt\"></span></span><span class=\"ps7017\">790</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7021 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Other Income</span></div><div class=\"ps7022 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Other income includes revenue that is not derived from regular customer contracts such as leasing revenue.<span class=\"f ps2\"> </span></span></div><div class=\"ps7026 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:252pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss704\"><div><div class=\"ps8 ss700\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6968 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps6967\">Note<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6971 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps7006\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4336 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps7007\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Revenue from operating leases<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7023 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-83fc4ffa ps6973\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7009 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.79pt\"></span></span><span class=\"ps7024\">221</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7010 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.79pt\"></span></span><span class=\"ps7024\">172</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Other <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7013 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.38pt\"></span></span><span class=\"ps7025\">22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7015 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.38pt\"></span></span><span class=\"ps7025\">37</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1461 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-2dae0141 ps1\">Total other income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7018 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.78pt\"></span></span><span class=\"ps7017\">243</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7019 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.78pt\"></span></span><span class=\"ps7017\">209</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7029 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_373\" style=\"z-index:1\">See note 4</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about revenue per segment and per country</span></div><div class=\"ps7031 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_403\" style=\"z-index:1\">See note 13</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about trade and other receivables</span></div><div class=\"ps7032 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about leasing revenue</span></div><div class=\"ps7034 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_427\" style=\"z-index:1\">See note 20</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about trade and other payables</span></div><div class=\"ps7035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">See note 26</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about equity accounted investees</span></div><span class=\"f charStyle-58d2db5a ps7038\">Segments</span><div class=\"ps7039 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions is a global provider of equipment, systems and services to the renewable and oil and gas energy sector. Aker Solutions has two reporting segments. </span></div><div class=\"ps7040 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Renewables and Field Development</span></div><div class=\"ps7041 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The Renewables and Field Development segment designs and delivers integrated solutions for oil and gas </span></div><div class=\"ps7042 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">platforms, onshore facilities, offshore wind developments and carbon capture and storage facilities. The </span></div><div class=\"ps7043 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">objective of the segment is to add value by improving efficiency and reducing carbon footprint in oil and gas </span></div><div class=\"ps7044 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">deliveries. Furthermore accelerating the transition to renewables and become a key supplier to renewables </span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and carbon capture solutions by building execution and collaboration through a digital value chain.</span></div><div class=\"ps7045 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The Renewables and Field Development reporting segment includes two operating segments in Aker </span></div><div class=\"ps7046 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Solutions that are organized separately and provide individual management reporting to the CEO. The </span></div><div class=\"ps1273 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">following two operating segments are included: (1) New Build and (2) New Energies. The operating segments </span></div><div class=\"ps7047 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">have been aggregated in the external reporting as they share resources and production capacity, and </span></div><div class=\"ps7048 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">engineering is often an integrated scope of the customer contracts in both operating segments. The </span></div><div class=\"ps7049 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">operating segments have similar commercial risks, they operate in the same economic climate and markets, </span></div><div class=\"ps2056 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and have similar customers. They also have similar operational characteristics and use the same type of KPI's </span></div><div class=\"ps7050 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">to monitor the business.</span></div><div class=\"ps7040 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Life Cycle</span></div><div class=\"ps7041 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The Life Cycle segment provides optimized field life solutions driven by decarbonization and environmentally </span></div><div class=\"ps7052 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">sound offerings both for offshore and onshore facilities. The segment provides a full-range offering of </span></div><div class=\"ps7053 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">maintenance and modification services including electrification projects, digitally enabled asset integrity </span></div><div class=\"ps7054 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">services, hook-up and installation services as well as late-life and decommissioning activities. The segment </span></div><div class=\"ps7055 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">has a global presence across regions with main execution in Norway, UK, Canada, Brunei and Angola. <span class=\"f ps2\"> </span></span></div><div class=\"ps7056 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Other</span></div><div class=\"ps2073 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">The Other segment includes unallocated corporate costs, Aker Solutions Hydropower, Benestad businesses and </span></div><div class=\"ps2074 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">the group effect of hedges not qualifying for hedge accounting. The Other segment also includes impairments of </span></div><div class=\"ps2075 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">right-of-use lease assets for certain leases, as certain lease decisions are taken by the corporate center. The </span></div><div class=\"ps2076 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">number of employees in corporate functions and finance support functions are reported in the Other segment </span></div><div class=\"ps1822 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">while the related cost is allocated to the segments.</span></div><div class=\"ps1711 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">4</span><span class=\"f charStyle-15433314 ps6886\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">4</span><span class=\"f charStyle-15433314 ps6828\"> Segments cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Segment Performance </span><span class=\"f charStyle-7b781339 ps7058\">2025</span></div><div class=\"ps7295 ss13\"><div class=\"ss714 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273.75pt\"></td><td style=\"padding:0;width:54.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss706\"><div><div class=\"ps6966 ss354\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps3231 ss224\"><div><div class=\"ps1727 ss90\"><span class=\"f charStyle-99bfcfa0 ps5925\">Notes<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7062 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps7060\">Renewables and <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7061\">Field Development</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6 ss708\"><div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7063\">Life Cycle<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps5869 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps3505\">Total reporting <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7064\">segments</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7066 ss708\"><div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7065\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7069 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps7067\">Intra-group <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7068\">eliminations</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7071 ss708\"><div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7070\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Income statement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1033 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Revenue from customer contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7074 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7073\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">3</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7076 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">46,055</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7078 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">14,979</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7080 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">61,034</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7082 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:67.55pt\"></span></span><span class=\"ps7081\">1,168</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7084 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7086 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">62,202</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6361 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Net profit equity accounted investees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7088 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7087\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">26</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7089 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7090 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7092 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7094 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">756</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7095 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7097 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">757</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3087 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Other income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7099 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.21pt\"></span></span><span class=\"ps7098\">-3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7100 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7102 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.05pt\"></span></span><span class=\"ps7101\">-3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7103 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">246</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7104 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7105 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">243</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7106 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">External revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7107 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">46,052</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7108 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">14,979</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7109 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">61,032</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7111 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">2,170</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7112 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7113 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">63,202</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps569 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Inter-segment revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7115 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">53</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7116 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">28</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7118 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:76.81pt\"></span></span><span class=\"ps7117\">80</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7120 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:78.66pt\"></span></span><span class=\"ps7119\">12</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7122 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-92</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7123 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps1470 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Total revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7124 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">46,105</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7125 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">15,007</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7127 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.57pt\"></span></span><span class=\"ps7126\">61,112</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7129 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">2,182</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7131 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.77pt\"></span></span><span class=\"ps7130\">-92</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7132 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">63,202</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps2280 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-ac370e2b ps1\">Material, goods and services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7134 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.39pt\"></span></span><span class=\"ps7133\">-31,271</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7136 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.98pt\"></span></span><span class=\"ps7135\">-8,418</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7138 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.67pt\"></span></span><span class=\"ps7137\">-39,689</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7140 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-339</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7141 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">92</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7142 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.67pt\"></span></span><span class=\"ps7137\">-39,936</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6308 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Personnel and other operating expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7143 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.39pt\"></span></span><span class=\"ps7133\">-11,320</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7144 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.98pt\"></span></span><span class=\"ps7135\">-5,518</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7146 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.29pt\"></span></span><span class=\"ps7145\">-16,838</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7148 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.51pt\"></span></span><span class=\"ps7147\">-1,401</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7149 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7150 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.29pt\"></span></span><span class=\"ps7145\">-18,239</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps3809 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Operating income before depreciation, amortization and impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7151 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">3,514</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7153 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:67.23pt\"></span></span><span class=\"ps7152\">1,071</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7155 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">4,585</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7156 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">442</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7157 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7158 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">5,027</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5837 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation and amortization<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7163 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps3230\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span><span class=\"f charStyle-83fc4ffa ps7159\">, </span><span class=\"f charStyle-83fc4ffa ps7160\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span><span class=\"f charStyle-83fc4ffa ps7161\">, </span><span class=\"f charStyle-83fc4ffa ps7162\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7164 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.98pt\"></span></span><span class=\"ps7135\">-1,065</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7166 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:70.5pt\"></span></span><span class=\"ps7165\">-140</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7168 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.57pt\"></span></span><span class=\"ps7167\">-1,205</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7169 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-247</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7170 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7171 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.57pt\"></span></span><span class=\"ps7167\">-1,452</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2285 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7177 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7172\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span><span class=\"f charStyle-83fc4ffa ps5606\">, </span><span class=\"f charStyle-83fc4ffa ps7173\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span><span class=\"f charStyle-83fc4ffa ps7174\">, </span><span class=\"f charStyle-83fc4ffa ps6208\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">12</a></span><span class=\"f charStyle-83fc4ffa ps7175\">, </span><span class=\"f charStyle-83fc4ffa ps7176\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7178 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.21pt\"></span></span><span class=\"ps7098\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7179 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7180 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.05pt\"></span></span><span class=\"ps7101\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7181 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.21pt\"></span></span><span class=\"ps7098\">-8</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7182 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7184 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.39pt\"></span></span><span class=\"ps7183\">-10</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7185 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Operating income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7186 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">2,447</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7188 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.15pt\"></span></span><span class=\"ps7187\">931</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7189 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,378</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7190 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.15pt\"></span></span><span class=\"ps7187\">187</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7191 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7192 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,565</span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps276 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Assets and Liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1441 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7194 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7193\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7196 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,060</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7197 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">44</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7198 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">3,104</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7199 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">522</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7200 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7201 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,626</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6008 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Intangible assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7202 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7160\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7203 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,626</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7204 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,325</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7205 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">2,951</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7206 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">486</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7207 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7208 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,438</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2130 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Right-of-use assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7209 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7193\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7211 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.54pt\"></span></span><span class=\"ps7210\">491</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7212 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">47</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7213 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">538</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7214 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,503</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7215 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7216 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">2,041</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1556 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Current operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7217 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">10,960</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7218 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,322</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7220 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">14,281</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7221 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,486</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7223 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.62pt\"></span></span><span class=\"ps7222\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7224 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">15,754</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps4020 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7225 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">16,136</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7226 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">4,739</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7227 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">20,875</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7228 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,997</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7229 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.39pt\"></span></span><span class=\"ps7183\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7230 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">24,859</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps2969 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Current operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7231 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">10,960</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7232 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,322</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7233 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">14,281</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7234 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,486</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7235 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.62pt\"></span></span><span class=\"ps7222\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7236 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">15,754</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2266 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Current operating liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7237 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">16,003</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7238 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">3,142</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7239 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">19,145</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7240 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">3,125</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7241 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.62pt\"></span></span><span class=\"ps7222\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7242 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">22,257</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7243 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Net current operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7245 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-5,043</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7246 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.15pt\"></span></span><span class=\"ps7187\">180</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7247 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-4,864</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7248 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.57pt\"></span></span><span class=\"ps7167\">-1,639</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7249 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7250 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-6,503</span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #b6b6b6;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7251 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Cash flow<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6117 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Cash flow from operating activities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7252 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">2,284</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7253 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:67.55pt\"></span></span><span class=\"ps7081\">1,189</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7254 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,473</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7255 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-859</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7256 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7257 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">2,614</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3185 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7258 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7193\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7259 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-297</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7260 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-22</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7262 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:70.11pt\"></span></span><span class=\"ps7261\">-319</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7264 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.03pt\"></span></span><span class=\"ps7263\">-114</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7265 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7267 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.49pt\"></span></span><span class=\"ps7266\">-433</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5466 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Capitalized development<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7268 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7160\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7269 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7270 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-26</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7271 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.77pt\"></span></span><span class=\"ps7130\">-47</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7272 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.62pt\"></span></span><span class=\"ps7222\">-17</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7273 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7274 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.77pt\"></span></span><span class=\"ps7130\">-65</span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps5862 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Other key figures<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6276 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Order intake <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7275 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">48,966</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7276 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">15,756</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7277 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">64,722</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7278 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,752</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7279 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-39</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7280 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">66,435</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1518 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Order backlog <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7281 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">40,146</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7282 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">23,009</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7283 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">63,154</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7284 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,755</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7285 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-95</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7286 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">64,815</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7287 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Own employees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7288 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">6,472</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7290 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:69.08pt\"></span></span><span class=\"ps7289\">4,111</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7291 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">10,583</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7292 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,235</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7293 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7294 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.57pt\"></span></span><span class=\"ps7126\">11,818</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7296 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">4</span><span class=\"f charStyle-15433314 ps6828\"> continues on next page</span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">4</span><span class=\"f charStyle-15433314 ps6828\"> Segments cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Segment Performance </span><span class=\"f charStyle-7b781339 ps7058\">2024</span></div><div class=\"ps7295 ss13\"><div class=\"ss714 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273.75pt\"></td><td style=\"padding:0;width:54.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss706\"><div><div class=\"ps6966 ss354\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps3231 ss224\"><div><div class=\"ps1727 ss90\"><span class=\"f charStyle-99bfcfa0 ps5925\">Notes<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7062 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps7060\">Renewables and <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7061\">Field Development</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6 ss708\"><div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7063\">Life Cycle<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps5869 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps3505\">Total reporting <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7064\">segments</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7066 ss708\"><div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7065\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7069 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps7067\">Intra-group <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7068\">eliminations</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7071 ss708\"><div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7070\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Income statement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5978 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Revenue from customer contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7297 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7073\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">3</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7299 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.43pt\"></span></span><span class=\"ps7298\">38,011</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7300 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.43pt\"></span></span><span class=\"ps7298\">13,188</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7301 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">51,199</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7302 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,002</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7303 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7304 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">52,202</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3034 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Net profit equity accounted investees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7305 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7087\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">26</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7306 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7307 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7308 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7309 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">790</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7310 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7311 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">790</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps21 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Other income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7312 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:78.66pt\"></span></span><span class=\"ps7119\">21</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps23 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7313 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:76.81pt\"></span></span><span class=\"ps7117\">29</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7314 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.54pt\"></span></span><span class=\"ps7210\">180</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7315 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7316 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">209</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps444 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">External revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7317 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">38,032</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7318 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.43pt\"></span></span><span class=\"ps7298\">13,196</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7319 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">51,228</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7320 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,972</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7321 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7322 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">53,201</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7323 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Inter-segment revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7324 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">58</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7325 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">52</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7327 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.77pt\"></span></span><span class=\"ps7326\">110</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7328 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7329 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.03pt\"></span></span><span class=\"ps7263\">-113</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7330 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5761 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Total revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7331 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">38,090</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7332 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">13,249</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7333 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">51,339</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7334 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">1,975</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7336 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.73pt\"></span></span><span class=\"ps7335\">-113</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7337 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">53,201</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1473 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-ac370e2b ps1\">Material, goods and services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7339 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.86pt\"></span></span><span class=\"ps7338\">-25,841</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7341 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.45pt\"></span></span><span class=\"ps7340\">-6,660</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7342 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.29pt\"></span></span><span class=\"ps7145\">-32,501</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7343 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.62pt\"></span></span><span class=\"ps7222\">-71</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7345 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.07pt\"></span></span><span class=\"ps7344\">113</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7346 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.67pt\"></span></span><span class=\"ps7137\">-32,459</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6065 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Personnel and other operating expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7347 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.98pt\"></span></span><span class=\"ps7135\">-9,152</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7348 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.45pt\"></span></span><span class=\"ps7340\">-5,669</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7349 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.29pt\"></span></span><span class=\"ps7145\">-14,822</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7350 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.98pt\"></span></span><span class=\"ps7135\">-1,352</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7351 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7353 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.91pt\"></span></span><span class=\"ps7352\">-16,173</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps2210 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Operating income before depreciation, amortization and impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7354 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,097</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7355 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">920</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7356 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">4,016</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7357 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">552</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7358 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7359 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">4,568</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5520 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation and amortization<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7360 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps3230\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span><span class=\"f charStyle-83fc4ffa ps7159\">, </span><span class=\"f charStyle-83fc4ffa ps7160\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span><span class=\"f charStyle-83fc4ffa ps7161\">, </span><span class=\"f charStyle-83fc4ffa ps7162\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7361 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-782</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7362 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:70.5pt\"></span></span><span class=\"ps7165\">-137</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7363 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.49pt\"></span></span><span class=\"ps7266\">-920</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7364 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-239</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7365 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7366 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.19pt\"></span></span><span class=\"ps3844\">-1,158</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7367 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7368 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7172\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span><span class=\"f charStyle-83fc4ffa ps5606\">, </span><span class=\"f charStyle-83fc4ffa ps7173\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span><span class=\"f charStyle-83fc4ffa ps7174\">, </span><span class=\"f charStyle-83fc4ffa ps6208\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">12</a></span><span class=\"f charStyle-83fc4ffa ps7175\">, </span><span class=\"f charStyle-83fc4ffa ps7176\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7369 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.21pt\"></span></span><span class=\"ps7098\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7370 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7371 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.05pt\"></span></span><span class=\"ps7101\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7372 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-20</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7373 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7374 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.77pt\"></span></span><span class=\"ps7130\">-22</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1435 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Operating income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7375 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">2,312</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7376 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">782</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7377 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,095</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7378 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">293</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7379 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7380 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,388</span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7381 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Assets and Liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5936 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7382 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7193\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7383 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">3,515</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7384 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">46</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7385 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">3,561</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7386 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">492</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7387 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7388 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">4,053</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1443 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Intangible assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7389 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7160\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7390 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,623</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7391 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,304</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7392 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">2,927</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7393 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">560</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7394 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7395 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,487</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3151 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Right-of-use assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7396 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7193\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7397 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">465</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7398 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">58</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7399 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">523</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7400 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,284</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7401 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7402 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">1,807</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7403 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Current operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7404 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">7,794</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7405 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,496</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7406 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">11,289</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7407 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:67.55pt\"></span></span><span class=\"ps7081\">1,318</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7408 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7409 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">12,572</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1559 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7410 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">13,396</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7411 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">4,904</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7412 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">18,301</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7413 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,654</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7414 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.77pt\"></span></span><span class=\"ps7130\">-36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7415 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">21,919</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps4025 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Current operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7416 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">7,794</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7417 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,496</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7418 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">11,289</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7419 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:67.55pt\"></span></span><span class=\"ps7081\">1,318</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7420 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7421 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">12,572</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7422 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Current operating liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7423 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">13,829</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7424 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,054</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7425 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">16,883</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7426 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,574</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7427 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7428 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">20,421</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps4814 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Net current operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7429 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-6,035</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7430 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">442</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7431 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-5,593</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7432 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-2,255</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7433 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7434 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-7,848</span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #b6b6b6;padding:0\"></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps75 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Cash flow<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7435 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Cash flow from operating activities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7436 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,052</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7437 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">739</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7438 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">3,791</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7439 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-684</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7440 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7441 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">3,107</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7442 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7443 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7193\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7444 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.98pt\"></span></span><span class=\"ps7135\">-1,287</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7445 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-22</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7446 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.57pt\"></span></span><span class=\"ps7167\">-1,309</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7447 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-87</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7448 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7449 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.57pt\"></span></span><span class=\"ps7167\">-1,396</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2231 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Capitalized development<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7450 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7160\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7451 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7452 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7453 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.77pt\"></span></span><span class=\"ps7130\">-22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7454 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-29</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7455 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7456 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.39pt\"></span></span><span class=\"ps7183\">-51</span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7457 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Other key figures<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7458 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Order intake <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7459 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.43pt\"></span></span><span class=\"ps7298\">24,011</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7460 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.43pt\"></span></span><span class=\"ps7298\">14,951</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7461 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">38,962</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7462 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,288</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7463 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:70.5pt\"></span></span><span class=\"ps7165\">-165</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7464 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">40,085</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7465 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Order backlog <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7466 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">37,508</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7467 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">22,454</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7468 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">59,961</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7469 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">988</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7470 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-65</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7471 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">60,885</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7472 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Own employees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7473 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">6,449</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7474 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">4,134</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7475 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">10,583</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7476 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:67.55pt\"></span></span><span class=\"ps7081\">1,194</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7477 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7478 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">11,777</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7479 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">4</span><span class=\"f charStyle-15433314 ps6828\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">4</span><span class=\"f charStyle-15433314 ps6828\"> Segments cont.</span></div><div class=\"ps7480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Reconciliation of Information on Reporting Segments to IFRS Measures</span></div><div class=\"ps7542 ss13\"><div class=\"ss721 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:192.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss716\"><div><div class=\"ps474 ss715\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7483 ss718\"><div><div class=\"ps419 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7485 ss718\"><div><div class=\"ps419 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Total operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7487 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.62pt\"></span></span><span class=\"ps7486\">24,859</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7489 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">21,919</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1461 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Deferred tax assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7491 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">174</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7493 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">225</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1417 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Lease receivables <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7494 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">206</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7495 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">445</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps569 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Equity accounted investees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7497 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">7,007</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7498 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">7,870</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7499 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Investments in companies<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7501 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">12</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7502 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">16</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7503 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Derivative financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7505 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">33</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7506 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">105</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7507 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Current interest-bearing receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7508 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">73</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7509 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">142</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7510 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Financial investments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7512 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,953</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7513 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">2,197</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1435 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current interest-bearing receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7514 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">200</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7515 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">193</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7516 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Other non-current assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7517 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">122</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7518 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">187</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5936 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Cash and cash equivalents<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7519 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">3,715</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7520 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">2,860</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7521 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Total assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7523 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.58pt\"></span></span><span class=\"ps7522\">38,351</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7524 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.58pt\"></span></span><span class=\"ps7522\">36,157</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7525 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7526 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Total operating liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7527 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.62pt\"></span></span><span class=\"ps7486\">22,257</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7529 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.15pt\"></span></span><span class=\"ps7528\">20,421</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2349 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7530 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">2,520</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7531 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">2,637</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps285 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Pension obligations<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7532 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">842</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7533 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">945</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1506 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Deferred tax liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7534 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">815</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7535 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">304</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1572 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Current lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7536 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">615</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7537 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">708</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6272 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Derivative financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7538 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">56</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7539 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">17</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6187 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Total liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7540 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.58pt\"></span></span><span class=\"ps7522\">27,105</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7541 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.58pt\"></span></span><span class=\"ps7522\">25,031</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7545 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Major Customer</span></div><div class=\"ps7546 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The reporting segments delivered to two major customers; one large Norwegian oil company which </span></div><div class=\"ps1233 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">represented </span><span class=\"f charStyle-15433314 ps7547\">56</span><span class=\"f charStyle-15433314 ps7548\"> percent of total revenue in </span><span class=\"f charStyle-15433314 ps7549\">2025</span><span class=\"f charStyle-15433314 ps7550\"> (</span><span class=\"f charStyle-15433314 ps7551\">2024</span><span class=\"f charStyle-15433314 ps7552\">: </span><span class=\"f charStyle-15433314 ps7553\">43.8</span><span class=\"f charStyle-15433314 ps7554\"> percent) and one large international oil </span></div><div class=\"ps1234 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">company which represented </span><span class=\"f charStyle-15433314 ps7555\">11.2</span><span class=\"f charStyle-15433314 ps7556\"> percent of total revenue in </span><span class=\"f charStyle-15433314 ps7557\">2025</span><span class=\"f charStyle-15433314 ps7558\"> (</span><span class=\"f charStyle-15433314 ps7559\">2024</span><span class=\"f charStyle-15433314 ps7560\">: </span><span class=\"f charStyle-15433314 ps7561\">23</span><span class=\"f charStyle-15433314 ps7562\"> percent). Aker Solutions has </span></div><div class=\"ps1235 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">long-term contracts with these customers.</span></div><div class=\"ps7563 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Geographical Information</span></div><div class=\"ps7564 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">External revenue is presented on the basis of geographical location of the selling company. Non-current </span></div><div class=\"ps5790 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assets and capital expenditures are based on the geographical location of the company owning the assets.</span></div><div class=\"ps7651 ss13\"><div class=\"ss725 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:121.5pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps5014 ss722\"><div><div class=\"ps6318 ss128\"><span class=\"f charStyle-99bfcfa0 ps7566\">Revenue from <span class=\"f ps2\"> </span></span></div><div class=\"ps6319 ss128\"><span class=\"f charStyle-99bfcfa0 ps7567\">customer contracts</span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7569 ss722\"><div><div class=\"ps6318 ss128\"><span class=\"f charStyle-99bfcfa0 ps7568\">Non-current <span class=\"f ps2\"> </span></span></div><div class=\"ps6319 ss128\"><span class=\"f charStyle-99bfcfa0 ps6930\">operating assets</span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7572 ss722\"><div><div class=\"ps6318 ss128\"><span class=\"f charStyle-99bfcfa0 ps7570\">Capital expenditure <span class=\"f ps2\"> </span></span></div><div class=\"ps6319 ss128\"><span class=\"f charStyle-99bfcfa0 ps7571\">PPE</span></div></div></div></td><td style=\"border-right:1pt solid #000000;padding:0\"></td><td style=\"border-left:1pt solid #000000;padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps1732 ss723\"><div><div class=\"ps474 ss572\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7573 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5041\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7574 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5191\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7575 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5041\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7576 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5191\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7577 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5041\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7578 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5191\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7581 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.4pt\"></span></span><span class=\"ps7580\">57,167</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7583 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.87pt\"></span></span><span class=\"ps7582\">47,830</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7584 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.99pt\"></span></span><span class=\"ps6367\">8,258</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7585 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.99pt\"></span></span><span class=\"ps6367\">8,429</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7586 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">415</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7588 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.05pt\"></span></span><span class=\"ps7587\">1,381</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2202 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7589 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.05pt\"></span></span><span class=\"ps7587\">1,561</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7591 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.52pt\"></span></span><span class=\"ps7590\">1,326</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7592 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">53</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7593 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">59</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7594 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7595 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">5</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps25 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7596 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.52pt\"></span></span><span class=\"ps7590\">1,533</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7597 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.52pt\"></span></span><span class=\"ps7590\">1,088</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7598 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4691 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.69pt\"></span></span><span class=\"ps7599\">11</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7600 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7601 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7602 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">Brunei<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7604 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">759</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7605 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">858</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7606 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7607 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7609 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.28pt\"></span></span><span class=\"ps7608\">1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7610 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">2</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6226 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7611 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">769</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7612 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">624</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7613 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">600</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7614 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">590</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7615 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">6</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7616 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3809 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7617 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">79</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7619 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.57pt\"></span></span><span class=\"ps7618\">118</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7620 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">10</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7621 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7622 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7623 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7624 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">Angola<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7625 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">96</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7626 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">169</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7627 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.28pt\"></span></span><span class=\"ps7608\">1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7628 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.28pt\"></span></span><span class=\"ps7608\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7629 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7630 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.28pt\"></span></span><span class=\"ps7608\">1</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1075 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">India<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7631 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">150</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7632 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">108</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7633 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">167</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7634 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">202</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7635 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7636 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">5</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps506 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">Other countries<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7637 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">89</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7638 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">82</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7639 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.69pt\"></span></span><span class=\"ps7599\">11</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7640 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">10</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7641 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7642 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">3</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps512 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7644 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.21pt\"></span></span><span class=\"ps7643\">62,202</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7645 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.21pt\"></span></span><span class=\"ps7643\">52,202</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7647 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.11pt\"></span></span><span class=\"ps7646\">9,105</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7648 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">9,347</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7649 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">433</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7650 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.11pt\"></span></span><span class=\"ps7646\">1,396</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr></tbody></table></div></div></div><div class=\"ps7653 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">See note 3</a></span><span class=\"f charStyle-15433314 ps7028\"> for more information about revenue</span></div><span class=\"f charStyle-58d2db5a ps7656\">Personnel Expenses</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Personnel Expenses</span></div><div class=\"ps7666 ss13\"><div class=\"ss721 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:192.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss716\"><div><div class=\"ps8 ss715\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7483 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7485 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Salaries and wages including holiday allowance<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7657 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.15pt\"></span></span><span class=\"ps7528\">10,254</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7658 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">9,616</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Social security contribution<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7487 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,374</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7489 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.8pt\"></span></span><span class=\"ps7659\">1,351</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1461 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Pension cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7491 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">916</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7493 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">867</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1417 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Other employee benefits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7494 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">558</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7495 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">269</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps569 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Personnel expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7497 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.2pt\"></span></span><span class=\"ps7660\">13,102</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7498 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.2pt\"></span></span><span class=\"ps7660\">12,103</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4785 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Total number of employees as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7662 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.21pt\"></span></span><span class=\"ps7661\">11,818</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #949598;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7663 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">11,777</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5605 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-ac370e2b ps1\">Average number of employees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7664 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">11,879</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #929292;border-top:0.25pt dotted #949598;padding:0\"><div class=\"ps7665 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">11,553</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7667 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Employee Share Purchase Program</span></div><div class=\"ps7670 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In </span><span class=\"f charStyle-15433314 ps7668\">2025</span><span class=\"f charStyle-15433314 ps4326\">, </span><span class=\"f charStyle-15433314 ps2896\">2,450</span><span class=\"f charStyle-15433314 ps7669\"> employees participated in the share purchase programs in Aker Solutions. Employees </span></div><div class=\"ps7671 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">received a 25 percent reduction of cost price limited to a total of NOK 7,500. Employees could sign up for </span></div><div class=\"ps7672 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">shares up to a maximum amount of NOK 60,000 and management an additional amount of maximum 20 </span></div><div class=\"ps7673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">percent of annual salary. Employees participating in one of the share purchase programs may, given certain </span></div><div class=\"ps7674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">criteria, be awarded bonus shares. Due to the large extraordinary dividend of NOK 10 billion paid in </span></div><div class=\"ps7675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">December 2024 employees received one bonus share, instead of the original 0.5, for every share purchased </span></div><div class=\"ps7676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">in the programs for 2021 until the extraordinary dividend payment in 2024. Costs related to the bonus shares </span></div><div class=\"ps7679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">are expensed over the vesting period. Aker Solutions expensed a total of NOK </span><span class=\"f charStyle-15433314 ps7677\">17</span><span class=\"f charStyle-15433314 ps7678\"> million excluding social <span class=\"f ps2\"> </span></span></div><div class=\"ps7687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">security contribution in </span><span class=\"f charStyle-15433314 ps7680\">2025</span><span class=\"f charStyle-15433314 ps7681\"> related to share purchase programs (NOK </span><span class=\"f charStyle-15433314 ps7682\">11</span><span class=\"f charStyle-15433314 ps7683\"> million in </span><span class=\"f charStyle-15433314 ps7684\">2024</span><span class=\"f charStyle-15433314 ps7685\">). There were</span><span class=\"f charStyle-15433314 ps7686\"> no </span></div><div class=\"ps7691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">loans to employees or members of the Board of Directors </span><span class=\"f charStyle-15433314 ps7688\">as of December 31, </span><span class=\"f charStyle-15433314 ps7689\">2025</span><span class=\"f charStyle-15433314 ps7690\">, same as in the previous </span></div><div class=\"ps7692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">year.</span></div><div class=\"ps7694 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_421\" style=\"z-index:1\">See note 18</a></span><span class=\"f charStyle-15433314 ps7693\"> for more information about the pension cost and obligations</span></div><div class=\"ps7696 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_460\" style=\"z-index:1\">See note 27</a></span><span class=\"f charStyle-15433314 ps7695\"> for more information about compensation to key management</span></div><span class=\"f charStyle-58d2db5a ps7702\">Other Operating Expenses</span><div class=\"ps7716 ss13\"><div class=\"ss721 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:192.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss716\"><div><div class=\"ps8 ss715\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7483 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7485 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Rental of equipment, IT systems and support<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7657 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,807</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7658 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,556</span></span></div></div></div></td></tr><tr style=\"height:23.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss726\"><div><div class=\"ps3027 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Operating and maintenance expenses for <span class=\"f ps2\"> </span></span></div><div class=\"ps3028 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">property</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7487 ss727\"><div><div class=\"ps3026 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,092</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7489 ss727\"><div><div class=\"ps3026 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,039</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3087 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">External consultants including audit fees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7703 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">662</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7704 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">549</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7705 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Travel expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7706 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">773</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7707 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">530</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps491 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Insurance<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7708 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">201</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7709 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">186</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps496 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Other expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7710 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">601</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7711 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">210</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps501 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Other operating expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7713 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">5,136</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7715 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">4,070</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7718 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about leasing costs</span></div><div class=\"ps7719 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_463\" style=\"z-index:1\">See note 28</a></span><span class=\"f charStyle-15433314 ps7033\"> for more information about audit fees<span class=\"f ps2\"> </span></span></div><span class=\"f charStyle-58d2db5a ps7721\">Financial Income and Expenses</span><div class=\"ps7722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps3913 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Interest income and expenses include effects from using the effective interest rate method where fees, </span></div><div class=\"ps3914 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">interest paid, transaction costs and other premiums are deferred and amortized over the life of the </span></div><div class=\"ps7723 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">instrument.</span></div><div class=\"ps3916 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Foreign exchange gains and losses arise upon settlement of monetary assets and liabilities that are not </span></div><div class=\"ps3917 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">hedged. Translation of monetary assets and liabilities denominated in foreign currencies related to operating </span></div><div class=\"ps3918 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">activities such as trade receivables and payables are included in operating expenses before depreciation, </span></div><div class=\"ps7724 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">amortization and impairment. However, the currency gains and losses are offset by the effects from hedging </span></div><div class=\"ps7725 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">derivatives. Translation of operational monetary assets and liabilities in countries with hyperinflationary or </span></div><div class=\"ps7726 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">non-convertible currencies are presented as financial items. Translation of assets and liabilities related to </span></div><div class=\"ps7727 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">general financing of the entity are included as financial income and expenses. Foreign exchange gains and </span></div><div class=\"ps7728 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">losses also include effects from translating monetary assets and liabilities denominated in foreign currencies </span></div><div class=\"ps1976 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">at the balance sheet date. The profit or loss on foreign exchange forward contracts include effects from </span></div><div class=\"ps1977 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">derivatives that do not qualify for hedge accounting, embedded derivatives and the ineffective portion of </span></div><div class=\"ps7729 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">qualifying hedges.</span></div><div class=\"ps7722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Financial Income and Expenses</span></div><div class=\"ps7771 ss13\"><div class=\"ss734 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:276.75pt\"></td><td style=\"padding:0;width:41.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss729\"><div><div class=\"ps474 ss728\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7733 ss731\"><div><div class=\"ps2498 ss730\"><span class=\"f charStyle-99bfcfa0 ps7732\">Notes</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7734 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5041\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #818b91;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps3742 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5191\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest income from lease receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7736 ss733\"><div><div class=\"ps424 ss730\"><span class=\"f charStyle-83fc4ffa ps7735\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7737 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7738 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">26</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Other interest income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7739 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">153</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7740 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">371</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1461 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Interest income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7742 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.65pt\"></span></span><span class=\"ps7741\">168</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7743 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">397</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense on lease liability<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7744 ss733\"><div><div class=\"ps424 ss730\"><span class=\"f charStyle-83fc4ffa ps7735\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7746 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-157</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7747 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-156</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4636 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense on financial liabilities measured at amortized cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7748 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7749 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-59</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1473 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense on financial liabilities measured at fair value <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7750 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-39</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7751 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-37</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1535 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Interest expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7752 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-252</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7753 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-252</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7754 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Net foreign exchange gain (loss)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7755 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-87</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7756 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-40</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1482 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Profit (loss) on foreign currency forward contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7757 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7758 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1548 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Loss on marketable shares</span><span class=\"f charStyle-a61f3c46 ps7759\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7760 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-245</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7761 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-487</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7762 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Other financial income <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7763 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">90</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7764 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">355</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2130 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Other financial expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7765 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-45</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7766 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-12</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5435 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Net other financial items<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7767 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-279</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7768 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.61pt\"></span></span><span class=\"ps6410\">-184</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6021 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Net finance cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7769 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-363</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7770 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-39</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7772 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span><span class=\"ps1965\">Unrealized loss on shares in SLB.</span></span></div><div class=\"ps7773 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_406\" style=\"z-index:1\">See note 14</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about financial investments</span></div><div class=\"ps7774 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about lease receivables and liabilities</span></div><div class=\"ps2624 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_421\" style=\"z-index:1\">See note 18</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about pension obligations</span></div><div class=\"ps7775 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_439\" style=\"z-index:1\">See note 23</a><span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps7033\"> for more information about foreign exchange and hedging </span></div><div class=\"ps3729 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_442\" style=\"z-index:1\">See note 24</a></span><span class=\"f charStyle-15433314 ps7033\"> for more information about financial assets and liabilities</span></div><div class=\"ps7776 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">See note 26</a></span><span class=\"f charStyle-15433314 ps7033\"> for more information about investments in companies</span></div><span class=\"f charStyle-58d2db5a ps7779\">Earnings per Share and Dividends</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Earnings per Share (EPS)</span></div><div class=\"ps7794 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:303pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7780 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3973\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7781 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3971\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss736\"><div><div class=\"ps424 ss735\"><span class=\"f charStyle-cb0bd68b ps1\">Income attributable to ordinary shares (NOK million)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7782 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">2,547</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7783 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">2,656</span></span></div></div></div></td></tr><tr style=\"height:18.75pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss737\" style=\"overflow:hidden\"><div><div class=\"ps7784 ss735\"><span class=\"f charStyle-cb0bd68b ps1\">Weighted average number of issued ordinary shares for the year adjusted for <span class=\"f ps2\"> </span></span></div><div class=\"ps7785 ss735\"><span class=\"f charStyle-cb0bd68b ps1\">treasury shares</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7788 ss738\"><div><div class=\"ps7787 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:7.27pt\"></span></span><span class=\"ps7786\">482,225,016</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7790 ss738\"><div><div class=\"ps7787 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:8.8pt\"></span></span><span class=\"ps7789\">481,905,159</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7791 ss736\"><div><div class=\"ps424 ss735\"><span class=\"f charStyle-cb0bd68b ps1\">Basic and diluted earnings per share (NOK)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7792 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39pt\"></span></span><span class=\"ps1124\">5.28</span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7793 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.53pt\"></span></span><span class=\"ps5973\">5.51</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7795 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Employees participating in one of Aker Solutions\u2019 employee share purchase programs may, given certain </span></div><div class=\"ps7796 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">criteria, be awarded bonus shares. Due to the large extraordinary dividend of NOK 10 billion paid in </span></div><div class=\"ps7797 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">December 2024 employees received one bonus share, instead of the original 0.5, for every share purchased </span></div><div class=\"ps7798 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">in the programs for 2021 until the extraordinary dividend payment in 2024. As of December 31, 2025 the </span></div><div class=\"ps7802 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">total amount of future potential bonus shares for all historical programs are </span><span class=\"f charStyle-15433314 ps7799\">6,136,917</span><span class=\"f charStyle-15433314 ps7800\"> shares. </span><span class=\"f charStyle-15433314 ps7801\">The bonus </span></div><div class=\"ps7803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">shares do not represent a material dilutive effect and diluted earnings per share has not been adjusted.</span></div><div class=\"ps7804 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Dividends</span></div><div class=\"ps7805 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions targets to pay annual dividends of 40-60 percent of adjusted net profit over time. Given the </span></div><div class=\"ps7807 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">company\u2019s solid financial position and positive outlook, </span><span class=\"f charStyle-15433314 ps7806\">the Board has proposed a dividend per share of NOK </span></div><div class=\"ps7814 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">3.60</span><span class=\"f charStyle-15433314 ps7808\"> for </span><span class=\"f charStyle-15433314 ps7809\">2025</span><span class=\"f charStyle-15433314 ps7810\"> to be paid in 2026. The proposed dividend amounts to NOK </span><span class=\"f charStyle-15433314 ps7811\">1,743</span><span class=\"f charStyle-15433314 ps7812\"> million</span><span class=\"f charStyle-15433314 ps7813\"> based on </span></div><div class=\"ps7816 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">outstanding shares as of December 31, </span><span class=\"f charStyle-15433314 ps7815\">2025</span><span class=\"f charStyle-15433314 ps6649\">. In addition, the board has proposed an extraordinary dividend </span></div><div class=\"ps7817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of NOK 5.0 per share related to the settlement of SLB shares finalized in February 2026 (see Note 29 for </span></div><div class=\"ps7818 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">further details).</span></div><div class=\"ps7828 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions had a liquidity buffer of</span><span class=\"f charStyle-15433314 ps7820\"> NOK </span><span class=\"f charStyle-15433314 ps7821\">8.7</span><span class=\"f charStyle-15433314 ps7822\"> billion</span><span class=\"f charStyle-15433314 ps7823\"> as of December 31, </span><span class=\"f charStyle-15433314 ps7824\">2025</span><span class=\"f charStyle-15433314 ps7825\"> compared to NOK </span><span class=\"f charStyle-15433314 ps7826\">5.9</span><span class=\"f charStyle-15433314 ps7827\"> billion </span></div><div class=\"ps7831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">as of December 31, </span><span class=\"f charStyle-15433314 ps7829\">2024</span><span class=\"f charStyle-15433314 ps7830\">.</span></div><div class=\"ps7834 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In 2025, Aker Solutions distributed ordinary dividend to its shareholders of NOK </span><span class=\"f charStyle-15433314 ps7832\">3.30</span><span class=\"f charStyle-15433314 ps7833\"> per share amounting to </span></div><div class=\"ps7837 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">a total of NOK </span><span class=\"f charStyle-15433314 ps7835\">1,591</span><span class=\"f charStyle-15433314 ps7836\"> million.</span></div><div class=\"ps7839 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_376\" style=\"z-index:1\">See note 5</a></span><span class=\"f charStyle-15433314 ps7838\"> for more information about the employee share purchase program</span></div><div class=\"ps7841 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_415\" style=\"z-index:1\">See note 16</a></span><span class=\"f charStyle-15433314 ps7840\"> for more information about share capital and treasury shares</span></div><span class=\"f charStyle-58d2db5a ps7702\">Income Tax</span><div class=\"ps7844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps5181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The group is subject to income taxes in numerous jurisdictions, and judgment may be involved when </span></div><div class=\"ps7845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">determining the taxable amounts. Tax authorities in different jurisdictions may challenge calculation of taxes </span></div><div class=\"ps7846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">payable from prior periods.</span></div><div class=\"ps6736 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Management judgment is required when assessing valuation of unused losses, tax credits and other deferred </span></div><div class=\"ps6737 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">tax assets. The recoverability is assessed by estimating taxable profits in future years taking into </span></div><div class=\"ps6738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">consideration also expected changes in temporary differences. The profits are compared to book value of </span></div><div class=\"ps7847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the tax assets. The estimate of future taxable profits is sensitive to future market development for the </span></div><div class=\"ps7848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">projects and services of Aker Solutions. Forecasts are based on firm orders in the backlog and identified </span></div><div class=\"ps7849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">prospects in addition to expected service revenue. Changes in the assumptions related to the expected </span></div><div class=\"ps7850 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">prospects and services can have a significant impact on the forecasted cash flows. Economic conditions may </span></div><div class=\"ps7851 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">change and lead to a different conclusion regarding recoverability, and such changes may affect future </span></div><div class=\"ps7852 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">reporting periods.</span></div><div class=\"ps6742 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The Pillar Two legislation, also known as \u201cGlobal minimum tax\u201d or GloBE has been enacted in Norway and in </span></div><div class=\"ps6743 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">many of the jurisdictions where Aker Solutions operates. The legislation was effective from January 1, 2024 </span></div><div class=\"ps6744 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and Aker Solutions is required to comply.</span></div><div class=\"ps7853 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions has conducted an assessment in accordance with Country-by-Country Reporting </span></div><div class=\"ps2059 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">requirements and the transitional safe harbor rules, which compromises of three different tests. This </span></div><div class=\"ps2060 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assessment shows that several jurisdictions with limited activity will meet the \"de minimis test\u201d, which is the </span></div><div class=\"ps2061 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">first test excluding jurisdictions with low revenue and profits. Some jurisdictions that do not meet the \"de </span></div><div class=\"ps6748 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">minimis test\u201d are excluded through the second test as they report an effective tax rate exceeding the </span></div><div class=\"ps6749 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">transitional rate of 16 percent for the year 2025. One jurisdiction failed the first two tests, but passed the </span></div><div class=\"ps6750 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">third test (routine profits test). In 3 countries, a full calculation of top-up tax per the model rules will be </span></div><div class=\"ps7855 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">required. No top-up tax has been included in the tax expense for </span><span class=\"f charStyle-15433314 ps7854\">2025.</span></div><div class=\"ps7856 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">IFRS has introduced a requirement in IAS 12 that entities within scope of the Pillar Two legislation shall not </span></div><div class=\"ps7857 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">recognize or disclose information about deferred tax assets and deferred tax liabilities related to the Pillar </span></div><div class=\"ps7858 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Two legislation, which Aker Solutions applies.</span></div><div class=\"ps7859 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6885\">9</span><span class=\"f charStyle-15433314 ps6886\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> Income Tax cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Deferred tax assets</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The deferred tax assets are recognized only to the extent it is considered probable that future taxable profits </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">will be available to utilize the tax losses and credits. The forecasted future taxable profits are based on firm </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">orders in the backlog and identified prospects in addition to expected service revenue. The forecasted </span></div><div class=\"ps844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">taxable profits reflect organic growth only. Other parameters in the assessment are the predicted long-term </span></div><div class=\"ps845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">investment level by companies in the renewable and oil and gas energy sector, mix of projects and services </span></div><div class=\"ps1352 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and level of operating expenses.</span></div><div class=\"ps7860 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Income Tax Expense</span></div><div class=\"ps7884 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss740\"><div><div class=\"ps8 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-ac370e2b ps1\">Current income tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Current year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7861 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">122</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7862 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">184</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1461 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Prior year adjustment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7863 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">15</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7864 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">22</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1417 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Total current income tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7866 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.4pt\"></span></span><span class=\"ps7865\">137</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7868 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">206</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-ac370e2b ps1\">Deferred income tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1473 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Origination and reversal of temporary differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7869 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">479</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7870 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">468</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1535 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Non-recognition of tax losses and temporary differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7871 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">73</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7872 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">18</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1069 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Change in tax rates<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7874 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-12</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7875 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">17</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5479 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Adjustment for prior periods<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7877 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7879 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-24</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6868 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Total deferred income tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7880 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">533</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7881 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">479</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5500 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Total income tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7882 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">670</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7883 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">684</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Taxes in OCI and Equity</span></div><div class=\"ps5738 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6927 ss720\"><div><div class=\"ps6897 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps5291 ss720\"><div><div class=\"ps6897 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6.75pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:12.75pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss742\"><div><div class=\"ps3051 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Cash flow hedges, deferred tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7887 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7889 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7890 ss742\"><div><div class=\"ps3051 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Remeasurement of defined benefit pension plans <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7891 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7892 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-6</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps4630 ss744\"><div><div class=\"ps7893 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Income taxes included in OCI<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7895 ss745\"><div><div class=\"ps7893 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.26pt\"></span></span><span class=\"ps7894\">-11</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7897 ss745\"><div><div class=\"ps7893 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.3pt\"></span></span><span class=\"ps7896\">-6</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7904 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss740\"><div><div class=\"ps474 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps419 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps419 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6.75pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:12.75pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6200 ss742\"><div><div class=\"ps3051 ss739\"><span class=\"f charStyle-ac370e2b ps1\">Internal dividends<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7898 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-19</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7899 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-28</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5813 ss742\"><div><div class=\"ps3051 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Income taxes included in equity<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7901 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.64pt\"></span></span><span class=\"ps7900\">-19</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7903 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-28</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7905 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Effective Tax Rate</span></div><div class=\"ps7906 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The table below reconciles the tax expense as if the Norwegian tax rate of 22 percent was applied.</span></div><div class=\"ps7972 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:243pt\"></td><td style=\"padding:0;width:45pt\"></td><td style=\"padding:0;width:45pt\"></td><td style=\"padding:0;width:45pt\"></td><td style=\"padding:0;width:45pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss747\"><div><div class=\"ps474 ss746\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7908 ss748\"><div><div class=\"ps419 ss380\"><span class=\"f charStyle-99bfcfa0 ps7907\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7910 ss748\"><div><div class=\"ps419 ss380\"><span class=\"f charStyle-99bfcfa0 ps7909\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7911 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Income before tax from continuing operations<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7912 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.74pt\"></span></span><span class=\"ps6203\">3,202</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7913 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.74pt\"></span></span><span class=\"ps6203\">3,349</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7890 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Income tax when applying Norwegian tax rate of 22 percent<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7914 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.26pt\"></span></span><span class=\"ps6208\">704</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7917 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7915\"></span><span class=\"ps7915\">22.0</span><span class=\"ps7916\">%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7918 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.26pt\"></span></span><span class=\"ps6208\">737</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7919 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7915\"></span><span class=\"ps7915\">22.0%</span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4849 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-ac370e2b ps1\">Tax effects of:<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps21 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Effect of different tax rates in other jurisdictions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7920 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.5pt\"></span></span><span class=\"ps6265\">2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7922 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7921\"></span><span class=\"ps7921\">0.1%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7923 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.38pt\"></span></span><span class=\"ps6213\">22</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7924 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.7%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4634 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Non-taxable income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7925 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.75pt\"></span></span><span class=\"ps6238\">-182</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7927 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7926\"></span><span class=\"ps7926\">-5.7%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7928 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.75pt\"></span></span><span class=\"ps6238\">-172</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7930 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7929\"></span><span class=\"ps7929\">-5.1%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps448 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Non-deductible expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7931 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.79pt\"></span></span><span class=\"ps6245\">106</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7932 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">3.3%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5705 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.38pt\"></span></span><span class=\"ps6213\">27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7933 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.8%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2182 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Effect of withholding tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7934 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.38pt\"></span></span><span class=\"ps6213\">33</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7935 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7921\"></span><span class=\"ps7921\">1.0%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7936 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.38pt\"></span></span><span class=\"ps6213\">50</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7937 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7921\"></span><span class=\"ps7921\">1.5%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7938 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Current tax adjustments related to prior years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7939 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.91pt\"></span></span><span class=\"ps6273\">15</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7940 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.5%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7941 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.38pt\"></span></span><span class=\"ps6213\">22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7942 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.7%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2210 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Deferred tax adjustments related to prior years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7943 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.46pt\"></span></span><span class=\"ps6302\">-7</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7944 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7926\"></span><span class=\"ps7926\">-0.2%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7945 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.34pt\"></span></span><span class=\"ps6258\">-24</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7946 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7926\"></span><span class=\"ps7926\">-0.7%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7947 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Previously unrecognized tax losses used to reduce payable tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7948 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.34pt\"></span></span><span class=\"ps6258\">-58</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7949 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7929\"></span><span class=\"ps7929\">-1.8%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7951 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.4pt\"></span></span><span class=\"ps7950\">-11</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7952 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7926\"></span><span class=\"ps7926\">-0.3%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4079 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Non-recognition of deferred tax assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7953 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.38pt\"></span></span><span class=\"ps6213\">73</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7954 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">2.3%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7955 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.91pt\"></span></span><span class=\"ps6273\">18</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7956 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.5%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7957 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Impact of change in tax rate<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7958 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.87pt\"></span></span><span class=\"ps6260\">-12</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7959 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7926\"></span><span class=\"ps7926\">-0.4%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7960 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.91pt\"></span></span><span class=\"ps6273\">17</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7961 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.5%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6241 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7962 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.46pt\"></span></span><span class=\"ps6302\">-5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7963 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7926\"></span><span class=\"ps7926\">-0.2%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7965 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.99pt\"></span></span><span class=\"ps7964\">-1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7966 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.0%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7762 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-2dae0141 ps1\">Income tax and effective tax rate<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7967 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.78pt\"></span></span><span class=\"ps6286\">670</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7969 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-2dae0141\"><span class=\"ps7968\"></span><span class=\"ps7968\">20.9%<span style=\"display:inline-block;height:7pt;width:0.37pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7970 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.78pt\"></span></span><span class=\"ps6286\">684</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7971 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-2dae0141\"><span class=\"ps7968\"></span><span class=\"ps7968\">20.4%<span style=\"display:inline-block;height:7pt;width:0.37pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7973 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">9</span><span class=\"f charStyle-15433314 ps6886\"> continues on next page</span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> Income Tax cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Deferred Tax Assets and Liabilities</span></div><div class=\"ps8060 ss13\"><div class=\"ss755 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:257.25pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7976 ss751\"><div><div class=\"ps2498 ss592\"><span class=\"f charStyle-99bfcfa0 ps7975\">Assets<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7978 ss751\"><div><div class=\"ps2498 ss592\"><span class=\"f charStyle-99bfcfa0 ps7977\">Liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7980 ss751\"><div><div class=\"ps2498 ss592\"><span class=\"f charStyle-99bfcfa0 ps7979\">Net<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss753\"><div><div class=\"ps8 ss752\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7981 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4578 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7982 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7983 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7984 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7985 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps1411 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7987 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.32pt\"></span></span><span class=\"ps7986\">118</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7988 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">24</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7989 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-38</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7990 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-62</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7991 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">81</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7992 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-39</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1413 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Pensions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7993 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">180</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4589 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">190</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7994 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7995 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7996 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">180</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7997 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">190</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4068 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Projects under construction<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7998 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7999 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">33</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8001 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.7pt\"></span></span><span class=\"ps8000\">-2,866</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8003 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.76pt\"></span></span><span class=\"ps8002\">-1,167</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8004 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.7pt\"></span></span><span class=\"ps8000\">-2,866</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8005 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.76pt\"></span></span><span class=\"ps8002\">-1,134</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7323 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Tax loss carry-forwards<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8006 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,280</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8007 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">209</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8009 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8010 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8011 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,279</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8012 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">208</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4986 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Intangible assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8013 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8014 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8015 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-14</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8016 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8017 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-10</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8018 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-9</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7938 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8019 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">399</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8020 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">435</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8021 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8022 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8023 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">398</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8024 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">435</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4789 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Derivatives<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8025 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">5</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8026 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8027 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-44</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8028 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8029 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-39</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8030 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1432 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Tax credits and other <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8031 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">500</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8032 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">488</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8034 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.75pt\"></span></span><span class=\"ps8033\">-165</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8035 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.75pt\"></span></span><span class=\"ps8033\">-214</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8036 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">334</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8037 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">273</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5775 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-2dae0141 ps1\">Total before offsetting<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8038 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">2,487</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8039 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">1,384</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8041 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.82pt\"></span></span><span class=\"ps8040\">-3,128</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8042 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.82pt\"></span></span><span class=\"ps8040\">-1,462</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8044 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-642</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8045 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-79</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps276 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Offsetting <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8047 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.23pt\"></span></span><span class=\"ps8046\">-2,313</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8048 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.76pt\"></span></span><span class=\"ps8002\">-1,159</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8049 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">2,313</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8050 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.8pt\"></span></span><span class=\"ps7659\">1,159</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8051 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8052 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2293 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8053 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.4pt\"></span></span><span class=\"ps7865\">174</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8054 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">225</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8056 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.36pt\"></span></span><span class=\"ps8055\">-815</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8057 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-304</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8058 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-642</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8059 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-79</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8062 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> continues on next page</span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> Income Tax cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Change in Net Recognized Deferred Tax Assets and Liabilities</span></div><div class=\"ps8088 ss13\"><div class=\"ss549 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:330.75pt\"></td><td style=\"padding:0;width:86.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss757\"><div><div class=\"ps8 ss756\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8064 ss758\"><div><div class=\"ps2498 ss400\"><span class=\"f charStyle-99bfcfa0 ps8063\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7911 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of January 1, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8066 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:69.04pt\"></span></span><span class=\"ps8065\">351</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3074 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Business acquisition<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8068 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.16pt\"></span></span><span class=\"ps8067\">15</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Recognized in profit and loss<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8070 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.47pt\"></span></span><span class=\"ps8069\">-479</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Recognized in other comprehensive income (OCI)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8071 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.75pt\"></span></span><span class=\"ps7038\">8</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Prepaid withholding tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8072 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.16pt\"></span></span><span class=\"ps8067\">17</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8073 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.75pt\"></span></span><span class=\"ps7038\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6226 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8074 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.16pt\"></span></span><span class=\"ps8067\">10</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps3809 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8076 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:69.27pt\"></span></span><span class=\"ps8075\">-79</span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2285 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Business acquisition<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8078 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:76.24pt\"></span></span><span class=\"ps8077\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2606 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-ac370e2b ps1\">Recognized in profit and loss<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8079 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.47pt\"></span></span><span class=\"ps8069\">-532</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7381 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Prior year-adjustments booked in equity<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8081 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:69.59pt\"></span></span><span class=\"ps8080\">-34</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8082 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Recognized in other comprehensive income (OCI)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8084 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.69pt\"></span></span><span class=\"ps8083\">11</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4803 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8086 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.71pt\"></span></span><span class=\"ps8085\">-7</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps3157 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8087 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">-642</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4376 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> continues on next page</span></div><div class=\"ps234 ss13\"><div class=\"ps538\"><div class=\"ps4\"><img alt=\"NOTE9.jpg\" id=\"i-51\" 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\" style=\"height:426.61pt;width:422.25pt\"/></div></div></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> Income Tax cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Tax Loss Carry-Forwards and Unrecognized Deferred Tax Assets (gross amount)</span></div><div class=\"ps8088 ss13\"><div class=\"ss765 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:189.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:88.5pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss760\"><div><div class=\"ps8 ss471\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"6\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4480 ss761\"><div><div class=\"ps2498 ss413\"><span class=\"f charStyle-99bfcfa0 ps8094\">Tax losses carry-forwards<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8096 ss762\"><div><div class=\"ps2498 ss368\"><span class=\"f charStyle-99bfcfa0 ps8095\">Other tax assets<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8099 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8097\">Expiry within 5 <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8098\">years</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8101 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8100\">Expiry 5-20 <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8098\">years</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8104 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8102\">Indefinite <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8103\">expiration</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8106 ss763\"><div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8105\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8108 ss763\" style=\"overflow:hidden\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8107\">Of which is <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps4220\">unrecognized\u00a0 </span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8110 ss763\" style=\"overflow:hidden\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8107\">Of which is <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8109\">recognized\u00a0 </span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8112 ss764\"><div><div class=\"ps1727 ss368\"><span class=\"f charStyle-99bfcfa0 ps8111\">Unrecognized<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8114 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8115 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8117 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.46pt\"></span></span><span class=\"ps8116\">5,150<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8119 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.05pt\"></span></span><span class=\"ps8118\">5,150<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8120 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8121 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.46pt\"></span></span><span class=\"ps8116\">5,150<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8123 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.95pt\"></span></span><span class=\"ps8122\">735<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">Europe excluding Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8125 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.22pt\"></span></span><span class=\"ps8124\">1<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8126 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8128 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.98pt\"></span></span><span class=\"ps8127\">341<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8130 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.97pt\"></span></span><span class=\"ps8129\">342<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8132 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">342<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8133 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8135 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:70.01pt\"></span></span><span class=\"ps8134\">113<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">North America<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8136 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8137 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">795<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8138 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">642<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8139 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.05pt\"></span></span><span class=\"ps8118\">1,437<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8140 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">739<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8141 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">698<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8143 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.19pt\"></span></span><span class=\"ps8142\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">South America<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8144 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8145 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8146 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">802<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8147 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.97pt\"></span></span><span class=\"ps8129\">802<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8148 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">802<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8149 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8151 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.48pt\"></span></span><span class=\"ps8150\">123<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6226 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">Asia Pacific<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8152 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.98pt\"></span></span><span class=\"ps8127\">712<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8153 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.98pt\"></span></span><span class=\"ps8127\">138<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8154 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8155 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.97pt\"></span></span><span class=\"ps8129\">850<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8156 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">850<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8157 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8158 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.95pt\"></span></span><span class=\"ps8122\">269<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps3809 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8160 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.59pt\"></span></span><span class=\"ps8159\">713<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8161 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.97pt\"></span></span><span class=\"ps8129\">933<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8163 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.43pt\"></span></span><span class=\"ps8162\">6,935<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8164 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.05pt\"></span></span><span class=\"ps8118\">8,581<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8165 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.43pt\"></span></span><span class=\"ps8162\">2,733<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8166 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.43pt\"></span></span><span class=\"ps8162\">5,848<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8168 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.55pt\"></span></span><span class=\"ps8167\">1,240<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8172 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_424\" style=\"z-index:1\">See note 19</a></span><span class=\"f charStyle-15433314 ps7693\"> for more information about tax </span><span class=\"f charStyle-15433314 ps8171\">provisions</span></div><span class=\"f charStyle-58d2db5a ps8174\">Property, Plant and Equipment</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Property, plant and equipment mainly relates to the yards within the Renewables and Field Development </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">segment. Property, plant and equipment also include furniture and fittings in office buildings.</span></div><div class=\"ps8175 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps8177 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Assets are normally depreciated on a straight-line basis over their expected economic lives as follows:</span><span class=\"f charStyle-8e659db2 ps8176\"> </span></div><div class=\"ps8178 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Machinery and equipment: 3-15 years</span></div><div class=\"ps2735 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Buildings: 4-30 years</span></div><div class=\"ps8179 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Land: No depreciation</span></div><div class=\"ps6766 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Impairment triggers are assessed quarterly and impairment testing is performed when triggers have been </span></div><div class=\"ps6767 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">identified. </span></div><div class=\"ps8180 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Judgment and Estimates</span></div><div class=\"ps6684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Judgment is involved when determining the depreciation period and when assessing impairment or reversal </span></div><div class=\"ps6685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of impairment. Impairment is assessed for individual assets and for cash generating units. The impairment </span></div><div class=\"ps6686 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">testing involves judgmental assumptions about future market development, cash flows, determination of </span></div><div class=\"ps6687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">weighted average cost of capital (WACC), growth rate, and other assumptions that may change over time.</span></div><div class=\"ps8181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Commitments</span></div><div class=\"ps8182 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has entered into contractual commitments for the acquisition of property, plant and </span></div><div class=\"ps8189 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">equipment amounting to</span><span class=\"f charStyle-15433314 ps8183\"> NOK </span><span class=\"f charStyle-15433314 ps8184\">12</span><span class=\"f charStyle-15433314 ps8185\"> million</span><span class=\"f charStyle-15433314 ps8186\"> as of December 31, </span><span class=\"f charStyle-15433314 ps8187\">2025</span><span class=\"f charStyle-15433314 ps8188\">, all of which is expected to be paid during </span></div><div class=\"ps8194 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">2026. Contractual commitments were NOK </span><span class=\"f charStyle-15433314 ps8190\">133<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps8191\"> million per December 31, </span><span class=\"f charStyle-15433314 ps8192\">2024</span><span class=\"f charStyle-15433314 ps8193\">.</span></div><div class=\"ps7855 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">10</span><span class=\"f charStyle-15433314 ps8195\"> continues on next page</span></div><div class=\"ps234 ss13\"><div class=\"ps538\"><div class=\"ps4\"><img alt=\"NOTE10.jpg\" id=\"i-52\" 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q3wnkkrSttk7yKpqAPiQa7goGtTTr7iWFwy4t2zx/I9ocOwha8ZX8ZikLXYaSQeYxon7BRxlop1AKQQn3HsCa1ASr0/rToiMqhirRtDSkrSrX1SoezdBQKINACk/69YazCrIhH4JVtOgrr6aAmida7hrTrOympAOHzVme2qiVa7VUB1OtTUEmgNFV/wBetA8K0DpC/qWvQkqQEkkn5hQ9xT3ND+WvW+NJ1FOlegqLjg20ApUFVSDrTdr+B16zrWkCLxruSVLSpspICQRqE1oBUKSqgGv4e3WVlQq8QlqSraFVG4K2mvx+oTSnprX163gi8aR8uQ7vplQ1cmwl/adxYFW3EEf8pTv2o1rp6+gHr186/wDuO+XTuP2rtd7a1XWl0xTyC8eQx7V5Cu//AGLvTFuk9icC5urpQs8rWr7nFYzq2wft3XAVUCqEo7qSCaE/JFPcga9fNP8Axb3KTYfvPtM7vlkJZmjSSRmc+YHxSu+ec7dt15buozkGr7OIq3MHitzsESpQB7tsQtNfkNW21LRqKUFfXTTr9Hdu9stux4+VzG+8CvBs8Wi8JcO817viasLF4ztkn4xPR9rGt/3R7rjAq6soeQENg0rXcv5CtB05EdMhA4cOlTLkMfbtLgc1FNP4tzdeOXSx3y2uITMtktMqG4sJLbaVMrYktOtiinY8qK6ttzVJ2q0IND01eRturd9vKToc1MO1R6wUIodbPfbztmYMWOBafUhCciMDRj595Kw8gwu42e2QjAlXeI9brhKRKLim4khrtyhCCW0raW+hSkEq3FCFEip1FVsdgfb3jZpXAsYQRhxGS9lWO+31txZOha0tLwhK8OKccfhQD3qYmQ4st7WyAAG9qQ2uidqCgp99o19iR1bqq7mNc4FCmfT2VBJQ3KJIJKqg6aqoPTUflJ62uFJdECe7mVrErjEk7kkUBAAB9dvxAr61H+nWLWmxIO8hdWKeihOqtoBprX8igRQj3+KSfw16xfbWjByyPu9dYWU2kJcpt99An6flKvSg6zrTrGBjQ0cKrbJYTim1EKoCgg190UIOuulTSnrQ9IJ91OBcDzoQ8wjqjXdalAAblII1TRahoCQRqD9OvkL/ANyon+47On/1Pb3CTXqf7Gj/AO5U7cu9WMtsZU2S22lOu9op+gG//DX/AJhqfXqlf9ucGT7ibkP/AMSzsTS6i33jVvlhvV61f1ktC0NsldEqpu9agEg0FfRK6kmnoB19qmhoJHGvI5Htq17Jbqbd1D7qGh0IAINNNqq/XTpa1o8qlf2IQaD1qFKpUpIptqfeqesUpSHBThXCwnVJSCVaV2muhpUA+4HqOltKVpErGzmU7CKkUr9dprodB70/49K+NYAVwzqJXhtoNJQRUkHbtI9ACaFQ1BSBpTrM6UI1CnAVWd1DaG3KbikpKQFVqFGh3UPoDTX106w5LTgAaCmfp76FJtbcrk6c8EVTDRISKGqEqZZbQPpt2qUfXSvp0rKL/mqO4I5ByrN3p5lAUhSCQVfEH8yiQVCqqnaQPYGnTT3YJUiMOkAaMEFBn5By1uxbLbGh/wDUTm0gUKapQvdvCa0GxRrXTrxB/mnu30nlPbttVGSzOcQuYYCcu0V3P7QWuu7uZ83BgHtKVk4DCI8GEz6JZispUFAV3bASSU0OqjU+nXxwuZHSXEj+Lnn416cDdIHICs7AaL7vZV/mFpBAoSFj0JrUGgPp9OvVf+F+xf3j70206Ky2gc88UUgIOpC+pa559zrz6PynN/U8hv8AGm5cLXm7SuGrpbLfbpUl5q13COytCVONuIbtoYQpNBrRSfTUn06+2l21z9wa9TkMOWCV41aGNge1AuXtrweKnB2Ff7bzPk/k+yN3li932TbI+5K3k2VCJBjPtSGQsOx1yHKbnAaNn8NeqB50ubiMx20bnsYx2pxaUxRAvT3UR2b6Q2zppm6mtGkKckOaDrz4VBfKvg3FOIeRsKu2JMtiy5dCckfb7kOfZz2wH2S2ofJSQyrbU1oNfXXqV5Lu55nPgmfrMTmlp4o5VB541K3OJsRLWYRuYHDoRy6GsdAccVRalUAQj4ppoooHp61B9j/w66QlV8R441IktIfi3Fl9bbbT0CUhxUlao8dLXYVRTr6a9kbtAr03lIVQVPTbxhzp2A/usdx1UMPFBzHJMcw7jS3F+ZYMDvnIWRXX7mImNKYlvybo621c0x9zDMysobggduigoa16W8tZbvH63MaO1HAj2UNvIWR7hDdD9Buuwaog0n1jDtpEd/8ANflrx2wflDijELHiiWc3Yu0GXlc9h5V8tyXnpUffHq08hwNJeOiiCoJTQinQ8zmMODmg6XFCvXiOONTLaSeO1HgOawSMaD3VcAQMjww6cTS3/Gq45W3yBFdfvlyuESTJL0lmTIekM725KXFKjocUtLAcdJJQmgUTr1HZcOE4jXF2JFJexAmQQ+4YVuO/+ndfalfybc1S26Vf8Ms0UramiSpPM/AKTQ1OooKjXXqL5nAG2tA//eB/6H0a8rqL6VeMa+9lbuXVCq9VzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWV+ZLN534axu/zsbzHOrfZsggKS9ItMx1luQtslxtp2ji0qSkLBSND+PXsG68wbTt7zb3ErWTBqofj2V5kttp3C4YJIWtMS88siiVlR5R8FNtNMw8ut7jYoltEdxoISKU2IUhKkoCq+p0UKEa16Cv8ANeyBxLp2lx7V9dSR5e3WQEuGPPP1+qsW55VcR29yXKfly3YjKFOuyUtunaEp3BLdU6AIFdwNKjpl/nTaMWgPLQM0w+GVON8sXqNBJDz0Ce1fjVcyv5D/ABrZdLzGRuKQ3VAbajuuvLcqCpQFNBVNNfT116gyeetoDe417vVUgeV7oAF0jQOfD1Y1MWfN/BrljkvLbHa7hcbHAYS6tYZS2tVN3bUhKlHelYFARRVSKdQXee4GjUyF2nrU6PyjI8AF4Ljy4p21TUv+Ufj51TYhcfZTJeQsIUkW99K0qSo71VUgGoUPT39Oov8A+kDTjHbqO2nm+TQc5Sp7fyouvHjm+6eQyLheYuPrseNRY6ChUhX/AHZmKBpG7IG4LaVXepVdDQCvRDbvMt1uhcZI2sgaMEKknh6eqhW47HDtwABcZMMfXj+dU3fvKfNrd5sY145WC2QXcbk20P3ye+pSpiVqeDbbLCCFNhmilFalncT6DTpqbzDdf3mLboAPALAXHquOH8acZsNt9Abtz3awPlAzOkuJU5JyANd3nPzxmHj8xhIwkxI8jIMh+wmlxLri1REyHEbWSyoKSFNo+XqQB1K8w7vdbVaxTWpGt70KhT6daY2PbYr2QiVMGk9iH3Z0HOW+UnmPNmsnE7LbJMCXGaeRKWypG1LtF7QncolCUq9CASeqrdeYPMErv2XI1OGFWmHy9ZMIIi1BOI9PVXpw/lTzNvN2jjNZ8G22Fe1chcBbTL/ZBFW1VJcKVJ0CRr7dDjuO+yH9+V6dtE49jtGuDhCzR1OPsrsz+9eUU+7yZON81R7Hjb7SEhqa6lLoU0CPkVFLoDaSB2yCB6j3HUe4ud2XUychnb+HSpUe2WkZRkbByRqp7ah9lvHJWNznL1yPzgMos8dpx2Ta4jkjuLcbRuApG2IeSsD/ADNBofXqGLm6XVcyucPXUwbex/ciYCvNgGfX31Rt/wDLLj24THoTdzyUyVXBbccMuT5L61qWG0MtMIUgqUo0266dRjukL+6C/WvBSeys/tLoi572MEYzKADDitNA8V+EbXnVni8pZvb763bH1g2eyX5ooTdFM7HStTbxL0llpYG9dAg/lBPXR/K2z6427jdtJa4d1ruKH5k5dufCuf8AmXdo4WmytmjxSeGQBCK5OPJvrNGllOb4Jht2x3H73MTFuuUykW20wI6UFwL+KWozbCQaq1G1AAomo9ur/Lfw27mRTvDZJMGD+rhwqkQ2dxcAysQsBxJ9qnkOvOqE8wefWvFviyTnUKyuXycmeiBFgIWGgp9xxtojeUrSyEqc1O1R9hr0M3rfP7LYuvnMMjmjJUXEBKMbPtf93uW27XBoJAxyx4noEq6eEcilc08XYDmsuwKg3HK7eJc21p2hTbbrKV7G0KG3coLpu9CoaDrZvzc2TbmQaA5oKclqJNaNtrp0ESu7oI9f5cOlKg/kty7PsKzK14hb5t4tGGyIe9yZb/uWESpKW2yiCqQ2P0tySqvoVEU653v085n0Au8BSuaLwHZxq4bNBZutw+UM8ZMNRzPH1ivv+Juz8pXbmCfPivX/AP8ALtiPGkXNu4vTHYK3e6vf2BLWrth9B2mv510I16b2eO7EjvCDvCAK8lTL10nd32YZoZpDgBlkccE5kZdtPB5r4jzzjrzPxrysw2JM/wDL2DxV+3Zr23nExmnGpTM37tyMD2XSylpe5agpSVU6TJBHcN8eR37yoRkSMwV9x6U/tz5Ir0Frf2RF/wCYcE6jFTke2hv814LGOZVwf5+cbOfbM29yBGzN+ACGl2SbJZXIdlqbNSqBIIWkKqCgq9B0JuGeEwvkQsaodxwPKrcFdonhwOnAfHUfcedQ3zj4l8TuR7ZjXlHlVkutyh51Zm0TpljjNSY0W4PBsyw+6lSENn7lYWhX+AV606iOdDBGHTD9sIFRVHZ7lqd4cd1MGlgMjwgKkKUQDryrv/j05HwBq1X7gyFcnpNqfS8rH2brJZU6i2SkvfatA73Euu9urZp70+nRy3u4rlgbADqYBmEw4DsFD7mxuLYmZw0x6cgcRghw/LLCqp8r+H417x/MuHWLS6zkUu5rvOM3NTzMaE2pSE1VRQL++KtKXEhJ+SFkHqZevtY7V9qyEPmmiwJPykkaiOOppCjhpJFQrFs+tkpfpia5uYza0qDyCgouYNVn4o8XcS+OOWZA9yJli7hyFyVisDD7dZ7etQlOTZbzgYENlhL6kFualAWXEpC29UmvUjyVukPl+a6llclzKxoajdSluoof9IXGnfMUDb0wvKlrGv6adRDS7qSMAvXCvDiHAqvE+4qzm/4q3f8AHP32OZrl3ZKnBDvd4acQ5FYkFDy2Y7z6kpeIO3TcKV6qk9sLfanhpImccxmC4k4dF45pUr6pzX6Wd6JpARUJaAAh5dmRzpp2PW/hK7eZvCnPWJTLLYrBiHFmUP3hM9cRLolXK0sicqeH+0mhTHIRvAG5ACAQOoflXbr+W6c+VTKw44YJzU5f6ielD/MO429mImzFrYnAo5U+YIG/6s8AOdMX8BuTx5Z2zylaVf2J1uxvlGeMTlQ1obYcht2aUzDXGCSEFLW9BXt0Kur1vV9E2+tLmzLXRMb4biFcCdQ1BePbVK2Hbrh1le21+veIkYoQhNRGGCBEI6U3DGcLfufCWK31ElCLljUKKme6lWkxq1fetykqVXepMhtZIr7jqLu9xp3iSIAiJ7lHRR+FGtjj8XZorjDU3WD1BcaGpC0uJQ6lJ1SDQpAICjUp9P8AEEf360qYcKINBwJ4eh/hXYWmwDoBQH1Fa/iVDUJJ/DrSmlIEQ5VhblFJ+ZGgJr6gVAJpX19Ppr0ppwSmZGlVzFVzfISXUrYdQC2+ytpxB+Sil1JQ6CR7FKta1JHTgaVU0hrtLw/kaEbiqA7iue5fhkoBKXn3ZsFKgSFuRTXY1u0SlcJyp/EdEp2+JCy4yciGkR6Y5HRnEatQT0xz91XdmcFu4WJ1pQSU9tSVDQlJAPbVpr8Sfb1r1wf/ACH8ixfcT7Rbv5cka18ht3uYHBRqDSh6J0x5EZ10D7d7w7aPNNvO46WSuDTwzOAProQtikLUjUEKUhSTShIqn00qrQ6f69fl3u7eSzuZLS4CTxPcxw4hzSQ4eoiveDHlNbcjQSeY2OrFux/MYyaP2mWw6+tNd57TqWypSk6pBbNSfQgdd6+w+9vtdxm21ri17grDycO8E7CKE71EJLcSuC6VB5ocfZnRBcB5Ei9Yta323SpX2zRWdE1KfgSUmpPyoKD26/QX9nvMg8z+RNv3IkmUwNa9f6mhDXi/zpYGw3u4t9OlhcSOSHGjRxiWdiUkgbSDSuqk+5KjQUKdaDrrXDpVLBWrltUtKtgqkgBIAC6/mSU0J/xAI16w44cKwkopyqwIO5QTU6AAK+nvUCnqD7n+3WcK0xyipYxrGQVU3pBoDUgj/mJpUkD29q9JJCoK24hclrtS18UgDbroRpXUEoKfoa9bFJYFJPD04V2FkhsKAUDX0IPxJqNPQEgDTrfvpDgRkumsnGiNus71Eg7a+oJSVinuD7jpBchSlBoQYVHLtAXsWEqFADT1qdqgdfqAPQ+uvS8xWjGeGVD9yJbQ5bZSgmpCVVAqUpRWu1QNKpFK/XrzF/l/sB8wfYzdYWNWWKMvHYApPYAK6b9pr36TzVEMEkGmhazSGqVh05J+QZLLhrQ6KKkLASfRSkq/qevhV9truTaPPW0bg39N5GF6khF6c69c7mzx7C4hGJdC7D1Y1KeIXG5uCRwFFKm4zrBTopCltBTW0hVCDUag6adfpU8s3Qvdgs7oFQ+Bh9aIcq8F7xEYN2mjIyky7cUqQXSc5Gx+M+44wliFKUVPI9UNhsKW2htKRt3LRqQrXTo/GB4qYYim3lbfHIH8aKriDkO3ZFb3TDuDLq4zaA8A4n9MFCCEFW6g+PpTp2dmhw5EegoXGpkcwLgePX8KuxV9QhkuPzWWm94SFuupS2VEH0VUVJGv9OmUJyxp5rXE8UqPzspsESbHt028wWpkwb4rK32gpdaFKgSvQL/D+vWBrtJIBwzp3wHkKwGvC9leOJnrtq71b03BsEqjqlNJUCAFKG7fTeAa69YWu060OjnSRDKmotOmox/5l4I+9LjNZXZy9D3l9P30ZJQEEpcUg9wlSUkUr6E9b0PCYHGsdBICAnFM/Rah1+5f41tENU+4ZlYmY3cDYdFyjH5qUSACXKE0FfWvWaHqhBB64fGtMhe6TwwmpOfDnzqAzefeH0SIMVWfWJb1y7K4aWbgwtbofO1lPbS4pbncVUUTU6+nWtLnAnBBmv4VJ+nfoLkAa3PolZe9XGFOhNy4MluQw5823mnEk+tPy1qEpJpT36bORB5UywHUG5UIeeyQu71S4CruuhYBqSaUFRQ0WaGtK/26+Qf/AHKNJ3PZwMw4+pGGvUn2PAO23IyOr4msVZppjS2zXQuMippvSVEgbSDVSq6/gOqf/wBuEAeftzk5Qs+D6K/eXDy6xf6yKJiy3BtTbG5aFABG46j5UANaGqak+h/v19owcVHOvJUzSHLwT31bdjktKSo7kj8hNSAoAV2qNfYjQH06eUOwFMpUiEiN6KeSlXpXeKlAAUokitf/ALj0sLmK0GnOv4p637SVzGx7KIUgrSkU27qkqp/9/raFcqxwXCsRMmW0ghMttdKEEEKQDUCoFdTr+I62CelJDXA6gmVQi+Tom1QD6akFVBRKKIGpSQan8P8ATpXBBnSj3WIPmqp8huMZmK+tKgdCuhpWo/NQf0NdSB1vpWMDtOPqFCVjl4YGSZFcHE1StLiAQApG4yjQq11JQn19x/p0pyBorehz1DR3qxGTZi2twNpSCAVJUU+tAAEqqkeiaev49MuLQ1eNPxxaUfhlx4H09VCbyLdF37MLBA0LbTqXHBTdtBKQkKUT9fX306+Zf+cm+6t3tNraVbBbOf2OIATtKn3V6V+z9mG2L7kjvySIewemdWmUjuBKB8UoANCPUUABPpRQFAf7dfLsE6VdmTXeSEwGVfTMxcKbHQlBWFKQDp9ASQk+oJGnX0Z/7fWwNuPMG7eY5B/sxtY0pmpx7E1ZjHhXEvvTdiPaILIFTJJ7Ex9fSnKeKHJMC28VRIr8FLkqNGKHtyAC8l55/wCdNAC2n6gbqenX1Wvb+GCSJrgr9KH215ghtJO+W/1E49RnQVRuWeQLLm+f4tik6abFlF1m3OXiwbdkxGkyiSqRFZaC1RgNVLp+nvNeqhvFvZ7o0zXndiBPEIhPyngQuXHlT9uBAwNaUfxT9RGOXT31HM6yrkzJLxiicim3G4psTZYgRLm0tvsw3RTuodKe7IdWG0t7yKbRQUrXpOyMsrVRaEIXtXFThkOYqVI/xonGUldKdQOQHAURFtQ6qLHdUpKiplitB8AvYkqUDpQoqRT6dX8jFBQgpqIHCpExvKnWe5sC23Wi4AJASlxCmyoMK+Eg67QgiiyQOkP+U1jO6WrwI9Fqr/FXPLFxHxZz85kMFSGLdmd6jQHx/wDaHZF7juKRGjT/APqTlF9dXknRh13ZoE9LZa/URiRdLGNJPXjh8DQq+uvDuPDTUZJkB6vw/wDCM6RdmOAYbk1zzKBkeOw5/bu92Sl9bhakRmnn3XmglaUlCksIeoAv4lYr0MLtR1HiTU1pfE1sBQtaNPswwOfZ0qhsd4PwbjCdKu9gjynlzFgsuy6FtkKBR8FpSltb7e4lJFADr00y3If4hJLhlgB/Omy+HWI2BHBc3EpzQcB21sEf+nHlpm/yT8wP/ZmIr/8AIwzpvbuK2yhHNXj8B2lUGih8lVqdyj7U6GeYXE7YASpFwP8A0Pqw+W0F84D/AOh7e82t4bqk1d651lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK/Ly8sfCPFub7hC5ItkFu3ZrZ/1LouLHCVXFDdAZGxrX7d5NBITQhJAcTTUdd/3/bYtzibOwD62PI82ngTnhXCNj3MWspt7g/8ATPAROYKhccSFw48KFyzeMWB2ZLbcx6YJkRaVyo6lunY8kjuMKO5KFshSjtB02mvv1Tv7a2NxD3HWDj28qvyROjGgl0bgoK4J0qXzsBxKBHVFMZMxqQksPR3kIcakMn/At67UJT6610HSxEAUKmkst2Zoqc6gy+MOLoCluR8ExxLijp3YiVkkf56nancBp6Vp0jwIBiGhaf0ghCAnYPZUFzq23Wz4085iLUSy29hxanLbCgMpakbz8kvNLC9zS9BQiiSND1qe2d4RfGBpGY4+nSnImQ6tEgTvD+Q5filDpBzvJkP0P2TA3FJDdsiIIUk67lONrO4EU6Fl+kLU18LAEBd7act/G7dLhebBmd0u7zrzceZHjtIUG2m0dxxAqlDKEI3ACoPqerVsXiSWr3ji4fjVC8zhjZ2xnFP5/wA689q8bc6Y87b9z7OgoOHItzrUGesin3CSshIUalan1L+ATqNa6DQxabTOd0buDv8AbA+H50Cn3SOOxdbM+YqPaEw5clqgv5IUm85rw1bPmot3H7xST+QFHccDlEn5DcvWvqQK9L82s1ttouIcSnqqT5Ua9rXSEcv/AFVEYl5nobbZQs0bYbbSUp1KEISCrSvomn4dV5sba6KNOK4lazcddwdCVh18hZIPvUhFAQT+VKCfj9SanrCmVZqacBnVfZ5cJO1uAhRU4585CwAAEkhJIrq2pwf0r1DunIA0egrYIUE5enuoc+S3n7ZiN4klavhGUkCu/eAlQTRNfm5U6a16G3hSBxOVTwWkKPl9lWt/HZ4HXLk+5t8z8p21UHEbbKD1ot76VNu3aXuDiYjAcTq6tIq85qGm9B8j1YfKPlmNrm7vurDod/tsPEdRwHv4CqP5r8zBjX7dbkOeABhiFOZd0bwHGnicwckYpwdhT97uxhwTAhNs2OyRdqW2W2ElEFiCwn5ubiQEN+qlan69dLuLyC0tnXUpSFgy58gB7udcxtrZ17cCE4l7scczxxQ/klKT8ds6zHnry3tea5U4sMWlM9+020q3tWqM+8KL2fkTPcaALjhGh+I9Oqftu5T7lvYuZ2oAEaBkz28Txq2bjt8e37WkKGT9R5qEAwzA4c+NW1/Kw6yvjHBbMtQfRfM9t+9BO4uoNwjBaVJAFaUoa/26KebTq21jBmZGj/zCoHlb9udwdyHwo5uNbhdcU474r/2oExVtQIEBxltFGUwnWEdxICwVOJTT4q1UFga+3RScabURkAgMHwofKWO3B5OD9fuJRKurk3A+OMut9uk8l2KxXGGl8qR++KbadS8opWpO1VFIqsq09xrp01aR29yNErGOwBGpPXUZ0lxEXeG4+EpCZhTxTJffV0caYdhePQ7OxhFlx+xWCYuMG0WJlLbMtzQsKkPNVdkLCx8SSaV9B1Omjt7a0dFbtDISC7Dmcz1Kc+VQ3Sy3Fy2SQq4IOQwyQfwzzqRWDmi+8v4n5C8b5nY2rEvC7i5isEJWpP7pb5bJQ1PCFUKUrUtFW6EAJJPr1z1zInXLImtLQXJmvPHt41erNsofLI9wKIhHJw9iheHCgO8ZrlZcmd5a8HuXIypsAxZ9wxFmbt7smIttSTGjqdoFKKVlspAOoT1GuYNL3RPGAJ9bTkR25GrbaoWaWEOicFxOIIwKdvTI1kuH5XCvINv5G8DpOK3q0XXj+BPdszGRNMxpVySiM4u2ptoWpf3ZdjpVRSaapoSPToRcttmkxo4sagI6HkevpjROBz3fsMBa4MGkriqqo4gjn/Kkmw+VsM8bvINiB+xZTaL/AIhlCrPMirajsJetL0tITKU0uQC02nYFg+g2n69TLa+2izm0OimK5oQhGYKEqg9tM3H11/ZHU9ZGrxxDhgRlyrYG5tnYTyBwYnkaxYlMl5ddLPEdhXhLsdhiC8pgl5MuQla5XYShwlKmaqNAAerfaX23R2Uoki8QujcWkoGh6YOVNQ6gZmqjNa3YuhplLGNc1c1LFxGnI9vDM0l7ivhvLInkvh2XNZOvIbsi6WK5Q3ZJMZibKhTEPtwwHS+64FBlSC4obkqAPVHtzdRXrZIxrcBnlghyHPtq23ZtLjb3tmcWqihFyIRSE4oKL7my8NeRnKjPGefZ1HtXImJQ1SHOPbfKSiTOtNodQu0zbhFhmshu7R5adjgIQO2D+brq3lnZ9q3iP6C7a0zvjD3M1DWMUa7DFo/pPNc6pe739xayidkhLvGQHRgO4rhii6RicyhyoYMJ8Wrj5CXq993lpvHLk9lk7GbPhibyqGp+DBuUm09x9hiR9689Z50JSJDcpKEfqIKPzagXeWLO8u7uSCbRZCZ4YxjiFYw6TrHzEhwx1BCcaFXXmP6dtq64a2S4e0AKwEtJKtcFw0uBCEYinF+AeL5d4f2a7Yo9cDIRJu12iXJ+3h2PHlx5LMd2GZ8U1dhzYq466pWU6KqKhXUzbbCzt422Dm62gqCRiCv8UPtofvNzLcx/VQHTMJgHAFAQQhxHTED1U/DBuW5yLbKwdt51MK7wzNYWupbbTNtS33G2h+XepYpT01rTqFvVjGJPqAO8wlp9qe6i2xT6bdtswnwns1VjUsFCUADaABrpWlKp/wDu9ugQqzJwFfZoNtVUr8qgElR9FEClaa9Z2VuvBJ2rb2nQp1rU0SDqNopSoP19etg8eFIeFRvoKg9yZqFfEgp2nQCtaUr66BQ9OnNZBWmPDJwK0HvMBcxHO8YzeInYl9bDE1SSobzGUI7wKh7qiO66A6fTonbP8SB0Lu2mZgYpGTAYp6ArVkXS4PSoCy1VbchsONqBGztrSFpNU0JKwfT8eh91aw3NtJaTYxSMcxw5tcEPuNS7a4lhuGStJ1NcCO0FRQ33aKpmc+otkh4d1CQAkkGu5Q9Emnv7jr8yf+WHkC4+3X3u3fapG6LS4mNxEU7ul5IIB4o5pJ5KAca+gHkvdWb15ctryMqdAaeajn6Y1SvM+Lt5Tx5f7ctouKbjOSGKo3K+DagqtdFAg6fj1x/yLu7to8zW100oC8NPrIqyXEQngdG7EoU7aGXxIyN5uK9j8x2jtslOxSFk1Sllzs7NdfnUae3X3o/xH80/X7JdeX3P1CJ/isHJr0IToSSOiV5b+6m0lk8O5Mb3XtLSebuvspnOMy9ridE0WCdpX7pP5gPSigNR17TbkK4aFb3TnVuQJ7bSkgr0BSVNkoAAWakfmqQFE9KNbSrRsd4ZdQlO8fmHypoSdK09gQKV9OtHLpSQEyXSam7UppaaJc219QPQE/U1BBUfWmvTZDszjWgpOqvezNQ19F0BFaE7SRXUK9VV9Ka9YAVThSXYVmI81p4UWmidFetNooAD60BBFaevSiCMRnTjWlowONd4k7SW0NqJqqgH+u4/SvrT16xFxNbRc8qwt4ee7dUsqUNoIqgkpIAqkH0Nf/DrYCVpytb3capvKGpcqK/VvaKLHz0CdDtP1Xu9CD1Qvuhtb948g7pYMALnWciLz0mrH5RuG2nmG1lcSG6xQ1Xa3qfst5i9s7lRJCUJUkGhbIcJSqtFEpTp/wAp6/OO61O2bppILX212h6aZOnZjXt4SCQAjEPb8RUE4SmS0wbtbW0JW9GuMpspSQUobUvuoJAITVYNKD+vX6IvsxuUe8fbXa9wjKsdA0dchz6r8a8V+d7QWvmCfXg4vx9RI9eCVXvIFr5tzG5SsIxE2aDFvC3EMz5DrTTjakpdTsDZ1UXG9DTWo66kVBGlF5lfcKCW6OjQOKZDnXo8bPA3zDuOOchW8cqQ8SnqnxkY/dC6/LQ5ALSXlzVQkgF9ylWgKpoddekyXotox4jy5xOCBdPauZrIbNzrh3dCBox/S4cEOJCUdOQfx/co5RxNjeKS/IC/WzkGDMZk3vIrcZS/uWmtXGGrco7EImAhKtfgDodOmX7q3AtafDXMAB35J09lOxbc2K7fNr1OcB3CDpHYmK9apzmv+P1tHkV41TZPLGVtwGYsa236BGl3YMXSWwyhtUia39wlqRueTpQHaTXrTb03DXTuB1xAoBgCvMcU60ctrSJtjNBi5rzmQrmnPungOyi4xf8AjIwOyc1ZHyhec7y67Q71DfjxLE/JecskJbjSG2pDEFciiJDYSdyymh6HP3eQt1RhJeOOCdmVDnbfA+EW0mMDUw44FcTmR669XH38XvB3Hw5QWbnk95unJQmq/dLhPQ+9aXJanDvsaFOKbtzDaXKJQBQEVPTZ3SdwBZ3EzQ59CaW6ygfoEo1hrlbgBpw6Z11q/i38erpwnJ4cyJvILo0/eHLou7S70hN5U2VFaWGrk2EutJQdaJppp0qTcpZX94LAnyKSPXxPaq1kVlbxHVE0NnATUMxivHOq2zz+NDgO23LAMjxyzXT914xxpi1wHIMiEuQ03CNBJbgvEM3S4zUEpUtypTqQa9PRT+KVc0B2TSpwHJvIVKibZsc5srWo8lQciozdy9VBnb0ScfyHL2o9/P2kbIp8WNYnQr7y3JRTazLdU6Wi4FElaW0gJUSBTok4SISSoOXT10AuXsa1rY2EOBOOYOPDlhhzNRG4zX5lyc7yt4S4sbQSpJoiiqHQkA+/r18hP+5SAN02cjBVP/ld+WNelPscdW13BKYu/I1iL1IeipiqacW3V1j50AFN5OuoJTu9Ka9U/wD7cBTz9uf/AOQHuDvfRb70KfLjDx8Ufxqz7BeLiptopmaJCfQUqkj5a+pJGnoSOvtIQK8kvEjn6CqcOVXRY7hMcbCVTyEqFNhIJFKUBqdwpXUHp+MBO2mZGuadJHCpu3FC2ULXPeV+Yq/UNTQ0qQNSKaaH06fppyu6Aj4V1pYt6z8nHl6pA+TmnrRANa0UethpOVaBIr2pgW5xKu33CqpFVBW0H8vv+UV9ae/SUSpDSCOoqr7++hqWtgNyFBBoBsdVTcdNKgggJJBp/r0pEPWmGFHev3VSXIuSosFmdmPQpcgBtxYCUrB2J0qVKACBWm4H+3WIuCp6eiVIUBpeVLRggzx+AHGgstXIqI4u77WP3OQZTu1v4OJoUlS6qrr2zv8Aiagk/h0px1IiAUqORzCUBK9KhN65LupkVYxSWobFlYWFpWk0+IUKEVTQCnUSUBcDjUqNh05OPXrVe4lfXcvz3vuwlRFQkIq2tJ0IClKTSm47aD1Br69fHr/NLd3Xfny6YS3w42NYEI5BV6rh8a9Xfau2FvsMeGJU48lNEalO4qUk0HuaaVH+Va1I9j+PXg8lAhrrGfbWUtNkXcriyoz4MdKFEqRIeShQCtAo1JBoka/Q9fYL/ATY/o/txd7wQQbm7PAqdKjsIwUEV5m+9V74m7W9nirGErmqpl1GRWmQeN2A3G545d3ol9ivstOss9qO4l5KVsIWl1KlAhSXVleulCNevb282kkxikYQM+fOuH29wGPfG8EOwz65H3VaHjva+MLVkfL0G7vWpvlCxtxVot10W2hdzs8ZPfjv2p00dkNF2veS3uIWAFCnVG85Wtz4bLeEFzG5tCnvHIlMsDnlU3ZnBr5p5CBI4I1ck4gLlimWNYvy3yzijKcd40vuHSraMmVPMO6sW9KGnV0bKJqpSGgFJSy4nbqAAo0HUHyrbXFveua5rmxlgVctQIRPfU2/lhuGsdGheGu1AcBw9+XOqvtBZcgQlidETuiNr1kspG6m1QUN+qke/r12LVh6qrumQnFrl7DWagiGiTGW5dIPxcQgoMxtIJWCkN7gT21rKviv/BRCvbpp8gyrYiuHZRvx6Gg55YYdxfivkx9dxcRdc45kx62WzGokZxgzIaJaIkaQy0tC2Zqm4/ffmTWFtt7x8kqVTpyO50QljSVLHDLPp7Ki7nZhrm3ICn6qLhw6dT8KUF5DX7H8fyXO8dvOQXHFpEjJXzDejtLdS92+2oNPAJBDTh3EpJH9D1C29rrpBx0gnovplWrs6GF6Eq4oE4qcOic67od9k5hxVGu7iIkSyY2pFrgzpC20XG7OpSAp6QlC0qc3E7kkhJ+VK6aXD+xxN2992XHUW6j/AEqMg3l161zm58zTW/mKHbGMBDjp5FrSqk8CcPUMaen/AOnKLL3n3n0lKm/uFeGGfokBtCUhw/8AnN49lK3Kf/NSBQn0UNeubeZWtbZDTxmb7mvrrnlNzjev1FUhPvc2t2nqkVf651lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK/PtwLJ7ByTjduzDHbi27EucSO461GUF/ZSH0dygooqVGeFSnQaVSrr0mx7HRiSFwdG4KCPx5HmK843ED7eQwOyC9qLy4Ecao7mzhlamxl2NoWmh33GC0CSFVO8FA/NUaoI0Hp9Oge4WQLnXEeZOI+NWfYd18KL6a5J0NyPIE/hxoLpNnfdWp1x6hC07Uk0KU1UPkT6UUkin109eg2hehq4+OwBG8KxCrMl+QlsulQUoIBAKk6VUreoUJKDqPXX8OlBlNm4ICu4Cuu8WuEltUZTBcb2bVoUjuBSSCFJcSRqFn/AIa+vT4iAzypEcziNQQLQPZ7abZZclltQ4a+0sl1TQSs0J9qnTX1r/p1XLyNjJ3NaMF9DRKGZWK4hBj6eunDfxz2t1viW8TGGO2Lhd17lUopamQ46j0BIGxJ0Pr1efL0Mbdp1ni/0+Ncv82TPfuuhpyGPLhRG4Pytcs4zLK8XYYhLtmOOrZdfbW27JadAqnvNoolpx1RISPzU9erIwRoPCcCgxH9Pb20DmhY0B7whJz5+qgH83rla08jsyn7e1LfxTGnJUNtQSEd0IAO5QqlSQr8PrXoNvTW+GZ5AHGKNxHt+NHNhe9rxHHg0uAPvOGXt5Usxvm3L3nApiNEZUsAJqSrRf5kmiaBKRT8OudDdJ+QSupiBqaTn6c6sXHOQeQLovcZEdqM02tTvbQtWwJFCoAkbV0rQeh/p0628uJM9I9VRigJbyPp668ch/LLzNelLffX31FaT2yQGR8Aqp0IJpX8emXSzSPJccawgNwZRb+OHiBeOZLkzf8AkJ6XDwa1yWX30Lb2mesUWIzDa/8ArSZAFECm0JJUadWPYdhffzia6X6RpxHPiPb1qq+YPMDrG3MVo4eM/AO44fMg5DIu48Kbjl2XYRwLhKJTjcSzY9j8FEK0WVnb2WWmEBKEJQKKclPuAKUojc4pXr1f7wwWtsZ5O7bswwRejWj051zm1gmvZw0Akl2JxJx9EFIz5YzLlzylzR+fYMbvV1gpmiPZrfb2Hn4tviqeDDs5dE7HZqkHcANG01/E9c/vd4duDh9QQ2IEhjeQHE8yeJ9lXy3tYrQJG1X6cgMh/SvE88ceymQ+PPglfuC5Nn5ev2Qtj7iyIRKxqSgGZ35CgXG5KUhKkrFSVEEhAoB69Gdi/t4u2RQyapS1UaMFT9Tjy9poZvklx9HIZAEyHBFy9lDR/JFbY9+b4ltCW3VFGUwrgUhRcUVGWNm9Z+Sqtp0J10p6jo5vts2YRREEjVq9YxHvoRsj3sY95PeaCns4fjTM+FrZElxMCguobfbj4/BUtDqUrTuU23uGw7Umm3WgOmnqK9FL6Mx2wkyUNHuxoPqc66e9e9ieq8/VSXf5DuZuR77zZf8ABjdbrjmI46ss2y2wnJFsRPfU4srluONrSp1OxIogKH1Neuc7vdTtufAaS2BrQB1PHHj1q07Xb27ow57dUjMFJPEYuIVFOWXZR6/xLcr8i8mruWBXd9crHcP2m33N4vO1W0EVQtx3cWih5VCUlQ3ajops95cS2Ezp1MbSAD+HWo+6wxi5hYxAjThy4qevXswo3eLvHHl/mDyc8jePoGaz8OavqbbeLJe3GKxbu8mK7brhEZQsBhctDSGXkNEp7yUqod3UC+uYbadtzIvhBMBmpzH8aJbAw3L5rVjm+KcRqVAmQHDvDjwC1XHlvwRyV488n4HyrktvjQeRMAbgqvd1sIeXZ8vx5pYiu3uAp3bKZTNbY3OxXR3o8hCgdwoorupbO9tGXlsdUbVa5BiOKEZg8eXKjbXXFrN9LKzTPH3tOBUHk7iOAOfPEVSnmPFexjN+C/PnitYYjtuW2FyEqAkfrWiS4w4+qR2abv259XcNafBSgfp0DuI2uUkYonaOB9WdGnSPaY7mNA3jxKHgD25VWnnF4hcRc63KyeTsPMLfh1tziyIkvXOJKixm27t2UKeS5LeWEJMeae8n4nuNKKadRIYYHqJv91oQOVMOB64VKmkM8hMb9McgGKYA56sOPDtSrn/j/wAst+Q4FkHAuTZlbssk2ZD1ts13S7vTNjJSTGkMVCdiFtJ9k0SUmnVmaxjLZrGuD0JBI5kKFoBNHc+I6aQO8Mr3jmOBXtzqnsuwfOMH5exyxcdoiLzOzZgLnZW5iUMtqYaRLktsfcOpDaUrotCT+VKlCmuvSIGiGTU1CS05jALmP40zMJJ4BbuI1CWM45EDEeohKFzjbIJON+ZvlHybzNdbJFzqw4HY7PE+yfQtiLS2ouEWIuYkAO3CO1FQ28pHw7qgkenV78kvisNw3PdLx0bXx20ekA4aGNdIBjicUx6pQbe9dxHBbxtc4tMvBGl7tLcB2AJzQmprxzcLFj/Dtq8hB9ynkXkeYbM8Y8YJcD15uM1L++QwUKdLZaC0r+JSoVOtOkWt7abd5Zi8yzx69zutIAA/VKXKD/pCKVqn3ezPu9zO2ByW8GoHHBI0xXNTiE608bwJ/wBrwuHLnjucpcuWQZE/c8hal3JxU64yHLiWo5L8uUtx59SXmkpO5RKKgdDrmO9l3G3urY91obqXI4qR7MqIWb7G0s5bW5YD4iloRQ0gIPZhjTX8HnWSfhVulphoj3e2pUwFChdSmOx9ugFQFVDsuUqPWnUDfDIy+e1SYnYj07aL+XmNdaRnTiFBPv8AVyrIfefEUBqCKnbSu7QeoJTtPv716B1Z68rkpRJSEGuoqkehUdKE6D19OsrS14HHnFCgoDUiu7SorU7ak6Gn9Ot4LWs8Kwc4napSjUUG47gQoqpoSSBoT6+gPWccK38KFrnmILtiFzZZU05LtqhcmkD2DRKJCkKHyJLB9fpp6HohbERTNJVDh+VMzt8WN0ceJGJ6J+KVW/HuVz75hsDuEOS4Tara8g+tYwDbKvj8Ny2dpr9fT06VMwNkIbxrcBDowciMO3ka65cKS/3HpaSNrqiHAk/lc/IBu0B3CnXx5/7mX2za87Z9xLaLTp/ZkcP1ajip4BrgHIf6iQVKV6p+xu9tfYz7M5yuY7UByHD1cF6VGZ1v+4ZkRFoOySw4wsODVSXkEVP0ABqSfXr4+hzracSNXUxwcOiY16DBCYZUr+xsPce853qzK3ss3CUqS3QdtKSpakFSNQCFLFSBX26+tX+HHnjwfM+3Eu/6e8i8F+ORaNTSfaetce+5m0G62OdoxfCdYPQ5jtNMzxe+MuRY7zzyTVtJ+LmiqbakKGgoRQn8ffr7ARnU2vJV0x0cnewrPzORrXDuMKAt1CXHlpaShSyCrUClaEkgj2NPbp0ArwpA8FrVxJTP86IbGr2wtLJSNe2kggEa0H1pT6U9OsThxpoAcat2DcmHECjZ1HrtIUKKBUAR8aHpKIaQA9mXGpAiYyvakMhPyqABoATU1qSaBX19utAJjWntcq8KzMeSlps7I4UpQOpSTWo+VSabk09vfrKcaNLcc6yVruClvhBZTVX0HuK1rUVP0p69aegC8aw4V7bwt1TSj21UCSUgaeg1AIHxBJ9f/Z0liVoFKpjIEyVtKAbc2qC0kbdFaEmu4aj/AO/0zfxC4sJ4SFD4XhO1pqTZSeHexyE4tkb6saH9+ItUq4MqCE7w+hQUNoKVpWEt0FTVQVofXr85n3P2h+1ef962/AaL2Q4YfMdWXDOvcu0XAm262mHGNvu/lQ+8WJlw81yi3tpS0gONSKU2ihUtpathICirb69fZj/ELezu/wBn7IkqGMAOKoWqCM8gE7K8yfde08DzI94GJU5cDjwrK5G9JgZlE2uJacbuEItTS6205CUZzSi6kghS1BCyAAaV9ae/qQnBaoVtE51udClFyBz4Dtp23D0eMMMs85u+Ol5+KhTr29iK+4oEhQcFG1ltFPX0Pr0HvHkyaHDAVJiaWsRwIqyJTtlddS6bu2zcNoR3G5KVLc3aklSVCpI1rU9Mxh+lA1WdlKdiVxDuyhZ59ssBPJHCN4kZBG7jV/aaQhc/RQVJaPdShLhKVoJoD/zHqXauGmUEJ3fQUWsTI23LWgu75Htbxov5S7YsFmVdozqgCQFPuF8A0UkLDStEivv0MDHEq1pToKHDxiwjS7NF+NYKbKs8dv5XlhsJNUo+6VWtAfckehpp08yMkoB7a0GSorWuX05Vjl36yoShX7wlxxxQ2qDyV7in47tPQAaVqAetmJ2QBTpWNjnd87T21HM1OPuY1dZ1wusGGyuBMBeuMlyA25/2jmxP3rZIj1UNHPQV/DrLeV8UoaM19XVVqRDa3MkoOg6R+rA4fjWpNm3NsHDfJPJcednzJmIyb0XYs1syJkJ1SmQ7NYiTkNo+8biOKFXvVZPUifcWMkdESSzDHhhmlSTsd5MjWtQNJUHB2IwwPoKJDCc7sWayZ0ixuvLZiuvELdbdQVJSEoBo6jUrBH4fTr5Gf9yS8iud72aONSPCz4Ijvzr0D9nLCaw2mdsvzGT8MfZXbyhmdtwq3QptxgSZ6XHmDsjR3pCyC4UpbKGgST/oP+PVO/7ckwZ9w9yadSC1UJlgHKvLoan/AHbtX3Xl+NrCAfFA5Z14LD5F2Xa2GcKyB6oSKC0Stuuo1oAFK9ddK6Vp19oW3sbhgHLXmb/4/cj/ANxufHH4VZ9t8k5iR/2vGeRO6JGtp2k0V9VrB109x0+28awLpd7RTT/LkzyrpYl7TlU2R5J5w432oHEF/f2gAKW1EaSFKTWqCp07Cr39fr6jqQL1rsmOXtFMf/HC096RvvrsHMPPU0brfw1K2uJCtz8iKhVN1AE7ApFKfh6/16W25JxLMO2lDy5GD+7KfUPzryucmeVLpSInFEZkFVE92YuqkmoUClEdYCgfx9qfj1o3E692NR20+3YbFmL5+7yKfwqAX+6+Y03vyWMEtkJ4qJZ7n3ThSB8SSUtUPxFRX0Pp0h894R+3ENXp1pcez+X2uSaZQTiS78qqvJbP5e3C0LcvNpsjUNLbj0xpcZ5S1tCu4UcFEKUSPXSnSGy7i4gPY0KfRacltPLUcbg2caRwDjjVYwOJfJ66W92TbbjYYsGQpSSpUZhRW+EgqbQtShoyNEjTXrJv7kCjNPqT8TTEUvl7SrnnT/zcOwe/jUBv3BPki8tbj2b26MpCV1LYitEAD5/Ir0WsD1/49Drhu5tBe54aGgkphgAqdMqnwT+WyA1g1PJQfMcaxnE9hutqvN4bvslqbdoqnEyZLKUAOEI2IG5JO5w0JJGlevhX/kfvM+6eeb+W4dqmN04OxUKCqDmAECoFSvV3lC1it9qhbEEj8MJ2Jx9+FXw0iiwoH5VAoQaUFFgqBoCKfT1685uKtTh6CrcvE8Kr8eM12zjI5F8/8yLvaYzurcaK7IbCXFHuGgQk0/ME01OnX3l/xh8rXG0fZraIJZAyZ8fiENBGDwCGuXHU0d12GfSvKn3B8xWf/wAmn1RvcGAMGXBcR2nGmTeJ+DP8IWa6WAZpcr2xcnXpxkzVvrfYeektJCgt/wD6qVUKaEUA67vuks1nAyJjnFofnniQtczuby23OTWyLw3NRclKdlUNyLeFjlbILg64mQlUpx5uS0v7d1GyQW19hxlaHWwpKfltUnQe/QSWaaaQzSFXn1UzBE0x6G4N1HPHOvi5XC3T4wbbK20vtoU46NyHO06RscTNU2NocBO1wkpJ+vr0u31B+v09DT8IMTiSmC8uHAj8KvTG+FbVc7DbpbuUX9KJTS/hHRGSlAQv4FpRUolCUpAJ9VetOrYIw1obqdlWN8wTMOlkUat6nGpZA4IsEd5kIv8AlLj3faUhTa4ndWQSQ22kpWD3Ukg1BFDU9JMDR3lctbf5iuJMoo8e01ablnw+dZHbTlzMNqyYzcYtyQueyiI+zKiNiKy921qcaWEB0NoWClO9SlAGvWrNj5bjwowTIcEGC+nGgW+TA2YnlOmMHWXA5EHAr+H41r2eTnFXH2fc25W9eVTJOOv5E5ckqs7gXJdjSa1UkkgLLQQQFA7T+I61HLPbzvMZTUUIRcjwqIAx0DWDURg4FeeP4qnHjVF5FxDZIslNkxO+XdeCw5UeY1GlrcivPuNpSUomMuLUlLrZH5QpST6jTo+/eJZLFtu4HU1VQo139JLeY4iqk7y5BNusl+55A1NRQNYT5hqHB3StgT/06caJF88+Q2gntT0eH3ILTzKk7VhhvmXgBLSjQbSKU1rX29uqJv8AI99oAchK3/0vrpvlqNrbxzmABpid7A5lbq/VRq7VzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWV+UV4e8/NcWrFuvV0bZxe4rEZ2M8sKREekOJCyzuBbTDedopYUU7F6jQnrte0XUjYWxl4EAcO6fYU61yLfNvidquGN/cOZ7OKdmZGdOysdxtF6tjU9ot3CzXphJjn4lK2Sj9RhY17chrdUgVpUKFR1bZItQDmIWnjwIVFFUkzGCUgEtlaePxx5++lyeTuF/wDlfcG8ojMyHsVuq1uOFptX/av7wXFuBAK0FBIDoFKaKGhPVV3GEWb1KkFT7T+HH1Vd9k3Ft3H9OGpI3DNV4+r/AE8OAqicYyrGZ366ApNAsoJSoqUSdFIHoKk6etR0NF1CcVPsotMx5CY4Zr6ZCsxOkR3UF5ERTndWFqWoFIG2qgtRUaEqAAHsffpbrhpyWlNLhg5Onqod8lxW33+7yZrkR9qp7aWdhVShUd5Umlaen96dDbjTK9XcqliTS3BqhKcP4gY5b8R4aix2P+3LiZk8lw7akR1qUvaadxoGn0AV9OrxssJG0x5oSTXN99kH9yc0ZKD15+nGqk8VLTbRlvMuRxmtjlxym5JkKdWkoe2SGGkNsJTolKlAqKlH83p0Q22HQZXBVc/L10NvpNLI0UEjPkUpf3mjlTj/ADRm9nQ1uQ7aGYjhV8SwNQUV2+wAJOla9BN+uHtZLbH5XRnHop/KrDsEJdI2RQglC8zhh8aXnGilqQhoAbQoIPoagUqAfSh/4dc9a3IHtrowkEbVGJI9/M1feEn7WS0j8jEgJS8kpSCW6ilFkmoAHp79SGO05ZrUcfKWjNfWtMh4A4Ad5Fvce5vtR4mL2/tSZ7jjClhbYXq2ipCXFPH8iAKVP9erLs20O3GYPkA+nbicwuOWHOqrv++NtGG2YT4pz+KfmeFMly+84fxRiCO2yxbLPaITqYjAU2wQEJPcde21UVlWritSBoKaddMi+msYPEkAZZx5AZnkBzJ9tc2PjXMwTGV5QcuzoKSbz3ylfuX7hMnOOSZFht63XrZb2yttgpbcAFymJr+RLZ/SQddvy9T1Sd8vH3rfFmRjAQGtyAA+LkzPqq4bLt5tp/1PeVXBABy6dpx4URvjByrceALfYcgx561PJlMLeuEB+2R5E2THUruNstyZRWlhvuJIJCQTXU9c6uJzI5zS3uL04ZJ06Vf47NngMMb9KY44jHMEZryOYFHpjXlNf/IaXdbXdLDDs0S2IMhaoa2yqVuQ4UpUtptK2mwVBRQnQ0p1bfJLRJuD5QNJY0/hjy9dU7zizwLRkerUXHPhngKXb5oy2ZfKnFeKhbffkTIbiioClEkunYa1QkevpoT+J66Pubw0wJ8zlHYn51V9oYTHK7hppjHGdwRbMgxuFFbSulnjQ22lAISCy2xRIIBoCVH50pvNT1N3xgG3ANy1MHtCUCtnF944Oydr/h8Kinkl4O8ceSWX4/kGVXOTjdztzajLTbY/bTcVkbFKlOtrQHnu0dqqinuD1VnbTbXwb4691y4fj6sKlMupreV01u5we5mk9QMRhwIomeE+GeP/ABlxmVZuO4CYES1QpN4uFxfSj9wui4bPdKF7UlLbJCSEgFRrqa06nTWcFtY/TxjTC1SnbiT7sOVNx3U0tw1xPeLkC4jHDHiakuH+Wox7C7dzvaceelQXsies96hIQg3NdsivbDc2Q0e4+/AeQXO2FFTjdfcDrnHmGSN1m15DgC4EJiW8F5EcxV+8tRXBviI9JcGkIQgcf6eOk8nY9RTDeYsXwvzJ4FXlmMTId7uEiz/exJrchEt9t/7faG1vBSy4y2tJacQdADSgUOhGy7g3b73wZitlN3XdnAjlz9xq17pZvmtvqoAt1G0kcTyc0pyC4ZHCtfThT7C+y+XfBnlBJYZucW4ycMTOBC4iH1PNvRWwsApLTlWzTUVSRp1aJ4Y2u0N7zQoHVvD2ULs5mStNsp0ObqaQMioOWdVzBtnB2O8FZ74ech8qQrhk2I/ezbO5dXg9IhxWGXnIbKlupS5FcixwGVE/9RSBrUU6iOtomgRyPbgEKZgcCn40ThB8PwgVeCSqFAQeHAocUXjS8uDe5wdmOIcx2fNX5eGQb6iwXidFlPvIet6pSWmJzbYaUpyMxIolVQFUJ6N2Z25zdD5RpcFBTDtX3Gmbo3U8IIYp1KQnLNQPbT2fJTHMKncdW3yLxW+uMZCzaG51q+ybedfeeksdmU00y212g6ptwLo6pKR61HRK2trIeIZ9RdGwkIp1ED5QBmuYOAqvS3Fw2drYS0AFFHbgSuQGVavua2nMLly9d7nmD6U3bLHWpEpbLwcEgDay2iQ4lRbcX2QN1CRX06oz5JLmRJ3HxXFD+XYmAFWRY4I3NYMV1Y4g6szj19lOk4Y43w3JuBcCxL7tqZJxORDvlwDTgKWHUPznEk7SSvat0JUE1KT7V67Pa7Zabl5ZtbJ7u5C1jlHNq5p24iuDXnmG+sN7mkezW1734HAnUcAe3gDiRyo/eNbdkcZnjzILCw8cet0qTBubqW1NlUJNyZbaccr7OLTSiqKFNehzdDdy+mVFLU7E/Ci7Y5ZdtF29pKOcSeRXH1U1riy3ZBOy25SGlbsdVB7rDKCS131MNBXqClVVagD19egm/PY2MB3+5rPsq2eX4ZCQ9oPhGNSVwJOXrq6pECcyopDOw6AEoJr7/jUJr/XquBzc1wqzOYmeHaaxUiLcC2rttKAIA1SSkaA/EGuhHv1jXxrjSAi86wbse5VNUhGpV8iNoNfkQSQf7dLMkZ7tKIwUjCsLOiS1oIW+0gH4nc+0mhI+Om8Amv8AoettlaDljSBqLtQVOgNLF595ekYfzTbMCTOhum+xZLSIy323Eqb7aUSXFJSqikttugjSuoPt079W0PbEUBP4eiVLg226dE+dkbnMAGKFcc+1fwqrMByLkvH8pvuKxURCzJedkw3V9sJdRHVo923QO06qOoE6dT3SRvaHP+VMUHotRY7O/a90AjGslRqRD2erGr5tMrO3Lp/9uzIP2DySgtpeZUvuBQ2laQS5sUkGh68xf5Z+Q7P7h/ZXcttEZfc248VuYKBpUNAUqoaUyQYmuofau83LZvNcbrgsbbTN0EDHvKEX3+6p3JjpWKBIVUBY0NSj0QdPzJURQa+tD1+ancrF0RIc0tkB0uBCFpaUKjmoQivZ8bw4Jm38fTGld+aWPXGx5HYsxsqjEfefaafkJJCmkPDY6sH0UUuJBJ1oevS/+Nvmb6C8bDLI5klrM2RpbmNDgfbpUJQPzLbumttLAFkaWHqoIx/Grp4Zz2zxcPtsa/PSJtxbbb76kOthuihVJS4v5KLpNSPQdfoP8teYLLd9nt9xt3hwlgY5R1Cr6wh9deNNz8tXsV0+DUAY3uB1Kpx/DIdKqXyU5CvttzDj28YJYrrcoCLnb2bu1FBlbYpJLq+20CoqV7H0B6MT3743tdEA4KFpVn5eLo9NxIA8KiNUf8y8KZbgfK7D9hsj68bfbkSITCnmFl95xtwoG5LwaQrc4En/AMB1MbdNeMipqDNsIicQJVAywH50QFqzy6vMh2JiEghSUqSTEuDm1NASo0Y010HToeoyK00NogOJlQ/8v51JGsuzZ2v2WFSjUBPytcwkK1rVS2x7en/v6zUeRrf9ssG/7k7f/EPhUgtt95QkIBGHSmhUaKt6WxQpp8d7oO4Gmnr1jivD3026z2pmc4X/AIvyrKRHeW13BlTVj7CHNKPG3sKSANa1kVSTXT1IPSCSneAStGLZmjvSAkf8RWpncsT5cnNhaPtIlUhVDcYRSlC0/KobCtyvb6V60HsAwIFbY3agFLF9Rqmcj445WfUtDl9trKlhSVFVyUU012irMc0WU6VHoelYvwUaT20kXO0tcrWYj/T786rRVmn2WX9nc3kSpaQlxTjSlOoCSQk0W4lJcXoa6CvXwo/yi8uO2H707pE9rGtuiJmhmSOUdi4YgYLXrjyZfsvvLVtPGukM0454emFCNJw65zOapghX8WhqRFfQElmS8tzsvIdonsOttJohz1UNPTr2x/gfun1fky420uIMUjgnDB3uJz61zj7tvZbXcdy+PW5zAOA4ZryFXbaeGpsm5Xxt3J3n1qt8haQLO7IHzj70qaDsor3pcRUg611HXvySIhoV2K9K47bb4zWQ23xa3+oY+wVfnjxi2VQuP7rjj/It9ceTcVNR5rtthPS0N7i4gLelKXIaaKVbdqQRQdJMDmpqkc5OgUUm58wQySao7ZoT/WUXsHotEIMKukm3MQ5eb35+UysL+8EaCEkJ/wAA2hCClo+/163pLcdTj7KgneiT/ssDf+J2FY2+cQ2nJp+P3TIMiyW5T8bc79rf3wYyGHFbSVNsRo6WymqRRKgv06b7vVe2nI9/uIVEccYDuZJ9FrPzMXdemKlPZXl0gKABjG5x2W1EJ27lLYhtlYAHoRUfXrbGMA0tXSOtMSbxPID4kcJdzQ/BaiU7C4S5Bku5BmDq9VJaVf3C1uWCD8QwNABQUA6X4bXZqnbSP7zcNagZCP8Al/jWGudijy2ftXbtlHaGz4/7hlJHxppRptCFoArVJ0PShBGMcV7TTY3u+DlSI9rB+dYSTj0N+1vWV6fkcmzvoLMm2ysiuEiDJbKVfpPxXSpgjUnbtpQ9JdbwuOpzQTz41sb7uTTqjcxvYwUPmYeO/D9xmMXmVhUF2XDA7XcUShBOg2gBBaKqCoRtB9+m5LW2cCXxtJ9f51KHmTedKeKF56QtUBkuKWLGbp27Jambal1xQWGd9DtQKpO9SqJ3akDr5Ef9ye2hi3LZpmNDXnU0n/SGYAdmNek/sne3F3tt064dqJcDkBjiuVct9mtN6fjtXe2RLq2h9jtMywSEkqIJ0IUACPQ9Vb/twW8UnnTdnvaCfAaPaHL2jnU/7yXE0GxReE4tOv09dEZYcGwxtpsN4tZUfppqVQwoKNKFO1xa9oqmlPfr7JhrRkAleWpb+/coE0g7D6Kaumx45jbDSUtWCyJUkgkC2RxsVSgI3NlRoBQ06lMQhUGFQX3d2755ZD66syzWi2p27bdbGwkmgbt8JB+pSkhncNPXSvTmo00ZpjgXvI7TU3VsaaTtbZboAkhuO22AT6bUhIIAA0/HpTSdSD40hznO+Zx9pqPSO44/q6Qmvp+UlX0BToSB0skgE0ggIpSojkqFFKquHdQj5KVopIqFkk+gBp1tuIrRa0Y4JQxcqKSnGrn8qF1ptpJUfzh51Onuaqp71FOlt+YVmGk8kqDYtZAjD7e5QBTvfcUR7qW6dQfRQAGtR1tziHHnW40OluS1TecLRDj3F00KWo7hSa0ISlKgUVH5NdKnUDX06Db5cC12m6ujlHbvPLgaL7TE6S8ihTvGYD38qB7j1Cn5WSXM/MyZ7iW6HaCFOqOp1/MkAetK9fnq+7l/9d5rupFUPupnLnhrcnsFe6NihMO3xtREY0ewVaDTdVtj8yVLFSf8TupqkAK+oqf/AA65zttu693K3s2YSSzxsHa5wH4rRWZwZC95yDHH2AmiNwWAOwhR20J31SnT2FaE7jWoBI+nX6PvIG3t2ryXt1m0Bui0jy5loJ/nXgvzLdm63m4kK96Q/FKLfjO1Wh1b6rjQFLa0JWDtJaUEvjQEIS4DoSDqDUdHdyhjnhHikqHLgU4JQSAzMkJjxBblw6mv5wh4acfc++RGTRc/ySVZ8Kx+0NXV3Hoc/wCwlZVOflOuNQZrqVIfax+GlsuSkghbu4N1Skqqu12aIM+slY6a3DRpZzcSiuIx0t/p4khSgQwZtxnkuf7bBI23CkukKFwaAulgOGonN36WqgXGsR5NXzALzzJyFw1hEbDY9nw3C58e0XG2zULffmBuKX+zEip+0cs1qeaRFhxwovMP71klJoLgzYIn7eG6dNxIinPSoww6YLwC0BZu8zb2RzNJtmABpbk/SUUni5ykHiUzNY/ii4RpGIWqCZLRuEEPsyo4cK3ELQ4kKo56u1pqTSnQa7tZbZ4Y8EBEHXr2HnVgtJ47iBr2EE8RyPZVv2tCzcYbbM0wJC3giK+tLSkJfUD2kqEikfsu7SFBwhspqCQSOofqWpCpjQ/eXNylY/xLylkd+Y+zm2e2RGmXYIdZhzGJM6E63JLKxujsBw7u2B8EkAVBr1m3Svg3Fs2ChSPYgpG7xx3GwTaCSUBPP5gtI65ZyCDgzNovdyTv+6xC0y0x07O5IcfDziG6gq12FI9zU061E36q4MceLnOPu41He8W8f7pw8Nh9rcqHmzczjIH34k21vW55SN8NuhW0W6Albu39RlwAeivb0NdOrF/8duXxrE5paGqQcCOxc/d2UAn322tZGtkadbnIExC9eSVsc/8ApxYbE7y/5HyRS3HZzXjFn9lW4Sko+2c5c4RltUNErqv7b6H8pqa9c68xRujia0qmsL2o6uieV5Y5Zi5v/wBIp2EtX3pW5/1Uqutc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlfi3QskdU8iCpISwkFKwKFCkq/xWDVJSoV0Pv10aO4cBoGVUp9uxySPCk5Y8elNa8K/KRVgkQ+J89nOqs84gY7dH3VOuNOJB7cVxbh+MyG3ogg1fYG06p6uGxb8wNFhekqPkcuCHMHs9/bVI33ZNbvHt0Uu6908j/pccj+k4ZGmoZPY7Fmdgl41fkRbhabowHW5CNshkKeaP286MSCktbV/NPqU/EmvVkurWO4jLHgFvDp2fjzqq2ksttKHsJbI1yFpwPYevL8qTDzBgOScFZk7Z5LChjs55S7NMDay1tUorbjFxSSO3s1aP0+PqOudX9nLZS94fsOJ0ns4fl0rpu2XUO4QhXfvEKU4jn0IycPXlWEtuXypQSlchQSsUAUd4+oKiAa+4Gmg6iCUkIvqogYAArcQKy7VycfUd60KBUlC1BFK1O0kEe2or7jrRxrbwA1McvTKm+4REj2ngNqa6oB6HidymFKFKCtpjkIaK0AOLbWRqn1PqOukbbqZt0TDloX8a5LujnSby/Ff5UMXgXJuF8wTNcjntLiN3HLrkuEiTULfbTLfcDi60aejpMY7B+YnU6jV3ZZnywPkeCviH2HH+XSkbsrXsZm5G4jIjSi0trylW3O5V5DvDi1qfauTURKq0SUipIrU13V1HoD0D82hjA+TJ/cb7atflprlbHjiSfYAKECIyXpbRqnRRVT/AJvlQaHRISf/AH9c/GLsOFXuXUEDuXoTR0+LnAGRczZNF2Rn4uNW1QfuV1cSpqK2yypKy4XVDb2yQUgeq1Gg6O7PtEm5zADCEYk8PTkOPZVd3rdotuiRSpwKcCcvWlPLbYxPizEExoDibbZrXFd7ZqhtUqQ01tXLkqNSkukVoTtQn+566lZ28dnDoASBjVJ7M+01y2aeW7n8R4Je45DH1Ul7yY8iHc4lXF653JNpwa0vLU0A4ppM8MkpEh1SlDdFSU7gKkKoCfp1Ud53zxZkmdo22NCwZ4/1E8zw5dtW3Ztqe5gfoW5dwX5enbVPcT8p49kmO3y022D95EmtLUxeVIJ743pIcbJSD23EgtlKyE0II6pF1u8N9I4MDskC9OXJeI7KvcG1PsWNLnBHEOITDHMHsqeRpUeQqG0kPJ+zjtpS0v8ATYBO5f5K67UgEe1D0PxIAFT3M0guKYk9MPxo5/D12KzGze4yo63a/oIbSk1UtRbbOwDatZFRUA1r1evJTdDpnDA8+nKuf+clkdFEoVAnbj6Ch38oVJyPys4zDbCmxDZQe0ohRbWG0pSSRX5E6UrQe/Vw3GRjpoGZkL7yKA7Y10Vu8P4qBTT+GbNFuWQS5MhClKtVuZcbLR+ba22d1PQhVSkVT7+/Rbf3g2rGtP8A7nqwGHvqtWxDJnOd1T1nP2UOfK3PU1GfXfHpWSLsdl+xkw4M9p5v7mPMjj9Fx9JUQsrkV3JArQeo9OosJtYLICVyXRJzIT05UFmur263JzoWubYsKIAcUwU9vMVd3hVneXcrcd5dCyWY3k7lmM+1269PLIVJgPl9DKnqEtqSnZoa6a06Ci5lltdUh1KSF55/GrMY2MkbobpcHA5qcefZwqP8Hx5l1wHlnA3bY7HtOG5Dcp9vXJ/SC2HnJzodAeCatJcC9pH+CQdRXqgeaIHERNgIQxkJy04+9Urpfk5viPuA8FWOa4LxXD8Fqy/DHmDJ+H8wbhY3dxc8fyqa8/c8PW6pUMJkISt+VCY/LE+6BCjsASpdeqYJg6ExzNUKE4ZcVq3zs0u8WMlpxUcD0Tp/Oq1/lGwK9WXL8Y8ueD7e4zmuFyWrnkdujNFpdwispT94w+loBYeei6KToFKbB16vG030lzZOBV00Pyg/qYiFvqzBqs3duyLcI5wSzU7NO6OYPQ8OFJC5nayryW5FxfyzyfBLjhXFguNvs+ZzoYciOz2lyGe+JCmSO5DZlKU7tc12FQGg0g3cbriSO7c0iBrUPM44eoL+NWSBrC1zVwc9dK5nonuo1PJ7xvu0XHcNufBOVW608H32wR5z9hcjx3467klCS/JemdxLiJDjqzohVEtqAFSK9LmZekNZbPDIxgQgIP5dop+ydbNkMcsesu+XvEBp44cfX2UYHhNyjA5x4by7x7yZ63nI8WgS7RGS0+08l52Ig/ZrYHcWX0vMCiVVrWtRUdXFpM0THhySJpeBhinA8k9fOqfudtGy6kUhsROCclHwROlI48g7JeME5Fu+NzmVyr9jNydREZCUF96CXViKGy2S4VBPxPtVHVWvLZ1vPoB7xxamacMOmVEIZG3Nt4hRAEd0IOS8jmD1onfBaTk9rn5RcbzMkJi5A72vslla1spcUCtoFxxTMTvEgUSARQ9Wnyqb638UF7hG/gV/kNXFKpfmeDbJkaIo/HjDSCPWipi4g9qU/wB4tylqzQ7RxkX47TWRw2p7NVILiS6p3clpABqtt9A19DUdWmK1D9zZfk9+Mke74VU57qRlh/b4x+07PnzWmOcGzb5c2blZsclNSJliBjS1uSGmS2+2EIWt5a9yCgoWChKanQ+nQDzK1rJ2vcMHkkflz7avvlGa2NoWz/pa0ZE5heGCJke2rJvWL8nyism626MBWv8A34VXWgI2Mmm4ev8ATqtBw4JVy17UzNjiew/nUSVgefyFBL+UW9sU9O7OXqNafBpIIp9Ka9KLxwpIvdrB7sTnf8oH4153+JMlkhSn8vYBO0qU2zPX7a7QVoB/Cnv69a19tafuVqzBsJT1VHpnDEkn/uMyl1p6NQSapSNf+tKPv/x6SSpVSKwbzG3FsA9v5Cht5B8FuMM7zC051kF3u8m+WQ9yJIDTTC2lkjcpKW3CHCojVKzQ/h0jwIpHiR66gcPjUpvme4ijcxkTEcExccvcPyqB8ocJYziua4rkX3uQORJJjw5j4lMRdrccpYlNOFphQAWxt+QBUEggfXotbxxzRvjBcH5gL6eug1xvUzbmK5cyIM+UqCU654lOH5VdrXDmEMOsyIzFzcKh3mHHbu84hQUjek7UtpGxSVf3HQTctutt22+far1pNtcROjeASCjgiKCo6pU228wXtrcMuY/DDo3BwRvI9T76h9/tKbdOcitI2stbeyNQQ2SAhNSa6kEfgNevzc/5CeQx5F+6+87AW6bP6t0kIJJ/be5W97nqVCeFe2/K+7DdNlt78lTJGNRATFKDPyrw9OQ8e3FaWQuTawqQ0Nu4pQolaVbUjUFaKEV9D1yz7cbm7Y/OTIXnTFMUPBfQGrFfMbLZkopw9RFQrxck2C7YlD3WOyKmsJ7UhxdviuOLdbJQtSi8hSq6EAe3t1+gr/Gbf4t6+3FvHh49qTE7InuqAewgBOWVeSfuRa3NpvrpGvkEUrA75ihXEjDlTAcettjkx2kSLLZnS0QtlSrdFSWyDtqFNtoNQD9dPb6dekmkIoySuTmWYOIc96/8R/OrysJabDYShpsJAG1ppttNEDQJSlCBUgae/WK4BAtNHvYuUn11cdqu7gYSgrWCpIP51JB260AroDX+gPSeONYU4is8XFqaDndXQ+p3q+QPolWoqr6dYOtbRor3QVpUodw7kg6+5UR7kaVUAf8A39aOIQYVgThXskKDEmOpI2JCgd1SdRuIAAqa69IaFaQa3hVpQVKkQmXTRRLKNo+gIoQT+FP7HpkoDhlU9jgWN/qIqucwiUb7qWzTcdwAH+nrQDX16cjcAccqjTsA7wyNCHnMRLF0adOm5C0LNCNQdw0FakD/APPXr5K/517ALP7h2O9MB03Ns5hPBWkEDtQ16g+0l99V5bNufmjd8V/KhZyBsW3lvHpoGxqe4WTWgCxKjih/xp8m/b69Wr/AbdxFu+5bK44udqAX+pv5p7Kg/eS18TaYLpnzAEH1HD8aLC0TWbZfEOnt7ZcJtAL3d7KlqQtlW9TBCwkJUAKj06+osoJZjXnS0dokyxPp7q8HGWc2vH52RRbgsMI+/bBcUSGypTjjYKdygoIpShOp6dIUDmlDnu8N7tWQJot7dLYmx2JUde5l5KFtLG1SSCPzFQJIB/49NkJwrYe1zQ5uRrIqW0PzKFfceo9Kj1oQP6enTRaTi0VgcudYuY41Q0UKitKqqBr8RQEaj/U9bjaeOVZqDm4VEpxqFlP4gJNASQPUU9Caf69PAcDTTgoqKvE0O70IrQg7qq9VE+tK6U/DrZzpETtTeK+nGscs0CvWqgVEGhB1NBrqVAe+lfTpJpw1CMkUDGcBFSUj0qR/kddQASBr9D0l57tbVG9aD3kUpNxbomhLp9KqKqoFSDWlAo/8OvkT/wBysf8AW7GURS//ANJr1T9iyu1XAKYOHvrE2FwNzGV7apW42ncn3KASrUGoSCK1B6rH/bYYf/lu7vP/ANIf+kpRL70//wADiP8Ar/GiItNyIQ0O2aqQE1H5TUAgn3CgD/p19jGsJyNeVHu048KtW1T1qZSVBQSB8SAQSoigTr9Af6dSGt05Uw9wcVFTu03QtKpoSCCvUUFaUNf+Xb7/AI9LCDPKkdlTxmYl9O4EUUCKV+W0UrWum4AfWnSw4CtdONeV9IBUtNKHQEVUQK1Ap7q62HA4GtOGFVtk8twq2itFAg1NQk1qfWldK9OBPVSTig4UJvMkhbdkUhD2xC5bA21oUlG9dSDoUkimpr05FjIhpMrtMZSsVFMiNitraRL/AP7Y2pYTVJKlHeVAHULSFUH116ScXHDBacC4EZpQvcnXNcez31SnEmsd5CVINKqcQaJ27gU1pqT/AH65191NxG2eQt1uHOQ/SvA7SMvQpVt8mQG6322hAUiUE8qHjjmIWcdS6UlKpUpbh96pp8gkeupV6k+v4dfnl823RuN4e4lSAvrJXGvcNoA2BoGVWVCZrKaCknRRooetEiqqE1GgFPQjqyfZvaP799zdm2/NhvWPcOjDqy6kCh/mK6FnslzPx8JwHrFErhbaEx2SdP00kLQBuO2lBQ/ElaTr7U6/RXbRiG1jhaEayNoTsAFeCbqQy3D3ni4+80QmGOvm82S3sx+8zcJ7bL6vyhsL2b1Ob1fpppU66DoZvjjHt0twMHRxlw9RWlWp7+niSB7aEXztg8vY9yIiz8aSZsOTJtqH/uIa3lPfar3JfSW2FUkEBQq49uSQPy06LeVtyuN02OC8hBxLg5ODgcexeVCr6wt27jKy6DMNJV3ZwzyyoPeCuEudcpya5XCyy4v7/aWnLlLluuuR3Q8sLJiOto7am1SgFk6dtIG6ler1tolt2m6mKMaQq4oq5jrjULcWxFggag1ggAYZcVTso6PGrCcuZyW75Xkz0ll5ZVBl2/uPqipfb39t9YUftKqTr8BVYO49M79uVtcWghYQZM1A4LlUPbNsmt70TvcdOgggFQvbzo6Ld2kXa1CahgRJUksuyZay3DgNEVcnOLAISmIkEp0UAuleqW890pnVnDVBOWFQvy3wK2QbfN445XyeIm38tMtRMckKdj95fYdgyHYhWwpKLjJJksB2Q13auOJSaEU6ZgEolDtOKHBUJHTr2Uu6ZCNtkt3ABjmpzDscxyTllSOPOzhWBGyeFg1llKSm24vbY1ukF3uNuO24Jb7LjiapQGjQH03Hp+zk+nlE6KNTlHMFMvwNDJW/VNLMnhjU9WAX8aBjFcFv1niyW7ramxczSOmYvYfgn4qU36kVA1I+vV/HmfaY9u8LU511pIQtIQ8F54YVz7cfLm73e5MkiaWWYcp7wx6AduPZWyR/6bjfA8tuV7Mt1BU3445nLU0BRWvKPDKQuh+XxLpB9qnrkXmSQy27ZOBk/B1dg8oROincx2Yid/6mVuhdU2r9XOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZX4pVuQoXJxQoEkJSKn/L0PxNAaex6vbT3lFVSQaIQ0YkEVb1oaK1x6Fxp5Dzbsd5o9t5h1khSHmV1BbeaWmoII6dDSRUdsbVJIVedOp8R+bI+f45G47yi4JiZdYAVW+ZKeoi5R1JIbf3KO77R5SQ26g17MilPiqvXQ/L26R3Vr9JOf+qjGHUcO3l0OFc+8xbRJZTfWwd62dnip7EPFo5ZtxoqeUOIbfzLgszFL7GbbuLbKha5zraRIjOhBWiIXTsKUrdopJH+dCCQepO4WDb6IwDngeAPX8OINDLDcH7dJ4rCjXcc8ef586SBkGHZLxrll0xHIokpuTBeebYecZcbM2Oyop7qQEgF0UAWBpUV9D1z67tZLK5dbyL3Th1H510+yvodwtxcxEcARxB/I5j2VKrAy5IcjpU24AuSy3tKFBKg4tFCSQAFJGta9aAARoyWlvIeDkiHt9VN+v0prHfHy8vLQpIYw9opJKhu3tLWEEE1WRTcCPX366tFGGWUY4eH+FcYkcX7i9xxQuH4VX/ipavt+CbZIAQy465PnoW0Q2jtrZfk7VpQO2l1S3fX1STX36k2ETIrdoaBjTF7KtwjiTjx7R8KSlyw7f8AIs55EiQLbKmtf7nlkqab3q2sr+CSrXdVRNfenXPvMk1zcSSNDVY6RQeenDDnXQ/L7AxjJAutHLxQu+C8K9nA3jZyFyznFtsQs0q3WouJduFwkpU1HbjIVufW44QkIZQn86iQB6A16B7dtV1ezhjRpjAU4Yfxo3um7WtjHrkLtRGC4E4cOvLD41sHWawYNwRx4zYLG4xFtdsjocuE1VEP3eWhsJU88QSugWkhtIogA1JqSeuubZaxxQ+HGA2FjezEceX5CuQ3d5JdyulkVSVDVUrkF5ngvqpVvO3kdduVMl/2hia1rtHfVCWiIvS5q7uxSdCKW5pyu5X/AMxWgqK1Hbpfx3DSyEltkwIf9Z5+3Lnxo3te1mMh8o1XbgAnLoBkP50DHlTxncXLdiOIXSa1CF/kH73a4UBIUpNG1oqDsSkgkUHoKjrl++k3b42AFoxzPXMiunbJbGxjc52kyF2HTBEHPpWB47wp3AnbXjD1xacgS5MW3R5LbhG8LUpaiAnb32ilvWldulegX0T4ZA0uBBd6doos66jnj0oQ4NRTj2dlMCxnj203G4yI6LmJcaPGYjrZSKqQ6Y4ccboaKBUk7gSaberA2ziJ0qcqDulkIClDjRp8HYfDxbGbyIyVutTZhKJC6oUD3EpOxBKtElO3XUjq4+XLf6eKRzV0k+2qJ5nkLryNjj3s/YPRKFfN2Yl48q7Mwltt1yCE6pIJbSCgJCwoEKqU1NfYe/RmXvvYT82HxofAHC2e8eiNKpTTuCJUeNkeQNSD3EORkx+wEn9VC2nEOBAbG8hyh1026EkCnU3cnmRjGjPVVYhQ4nFBQJczfx0ZHyLzpPzaHyCm34Rcp7cmVZX5Ku+hC6GQlBQAtKynRQSCF00PUd20P3CZtw+QNjLULcfb6+NLZcx28RaxrSjiQSFcOYHBBwWmQYRY8B8TuEsidsjBbx3G7T97fL262pK5D6UqC30AFauylatGyDp8jQ6dPbhBHZ2gjUNgjBThnhj2fwrVo511OQxe8pK4nDH+VAl5W+YNo4V464vyvGbRHbsXM82JAmPLQIzgjXKQY7cmYCEqXGdblLCToULI65Zv04ZpaCCrkBOXe4jtFdh8pg+G+R4cigEBMiMz/wAP8ajGFZhdcUz3Fsix9EOZZmYcaVFmIK3GVxXWm0SGn0LP/cCO2fQmiSCaHTqpztLgWMIHLp6GrTctj8JxJOoKcvf6xwpvePMW/mbGr7abumNLRkdnTGK0FLiEfcx1NoeSakCjwTQn/E9WDytcubPJG/52uCjmMjhyJoDu8QDASD4ZH8aTNiEMWC6c8+DXKdv7eNzzd73x3NkNobQ2l5xwusMOJTtcXGeWUEVKglQI06tklo0zG2cP2iCR1YeXYa1tpZIWkqCOea8yexETA16cj8Ysxs3ha3D5NuT0Lje2TH49qyRy4PRpUS3odchW6XIcQtKo8aS8lDZV6pUmtKEkD5bZ7Yyx2nuoE6HAYjj8K6XP5aZbWMe8vOjbZAQX4BXccDkOOriapv8Ai38Z/wBx8hJ8zCubbZZYVsiOfbGY/F+6vzCQXY8zZPdZ+6YakpUyVD9VQ+VKHpAlbskTrsMkmjIQtBw6OX0wqgX8FpfP+liniaMdD34Ag9FzPLj2VH/PLBZKufMvmstW96+2qU5Al3C1pbEWat5Gqt4URRbygrbWqSeiEbDuKbhbxvCsACjEcD2r786qNxfMs2/RylpAfihwIHEdKY54Z8JeN9j45atXIUa8qza4Y8zeWHmYNy7pdFqdmXSM3N3phsZGxddi2Ssdow6kq+O03gvt9ttGRwtaHorlbioAQEnMqqnsAqnXcFxczfUPL8Wkq0jSpJTDMN0p054mr1OK2W/33DeQbM+/b2sPQ1ay1+o0mc4iQW3ChDgSXQNBuACVbq9Zsd4+5vtCKzEknAgkY/w5VA3q1bBZCVziJAcEHDgp4cQedNt8X7FbbLEv96BUJt+dMuUCkpNVJATpuOm2tAKDqu+aJHPuWwr3GYD24++rj5aj0wOeql7W9EwwohrlOZUVUprpoRQ0oNPeunVdaEGNWZ7kConSoyuQN1KVronShpqaV9zr/wAOlJx4UxgcUQca7hISE1KdDX4qHptqSB9KU6ylkghXDvCo1cX0OE7QB6Ekgj8aFJPWDPGm1BwqNSQVIUDSlK09CSa+30+vvTreQ9MK0nCqI5lx398wy4KSisi1qRcGNupDaBskAEfVBBp6UGvU+zk0zBzsAQntqNdR+JbuYinAj1fwrC8fXpN6w+zSnXgqVEaNtmArqvvwqoCynUhS26H8ek3UZZK5vPEUqB4fAxyqoQ9ow/KsXmMJt19qTGd3FSg04k603p3AAkEjcr2p18hP+4j9vPpvMG2eerRoDLkOhkKdFAXgjgTiP1IDjXqf7L70bvaZdumd34SCMeHP2VQed2ZN1tF0trze9MqE/HSFD1XsKk6+xAGnuadfKG+fJt27w3TVGh7SvZmPTtrvsSSwFjsVGPWl2ePlycxDP8pxGSoJEa5OvxwagpQ6o/FIoaJB/wCHX2e/wo85fUXE20O/2bm3bKD/AKh3SPcPbXn77u7WTaNvIsTC8tPYcRTRMUmJ3IoR80g7VU/Kqh3AegP4e/X0kYQmmvNcgR5Ayq67M84pTafUqITodykjcNp1Aooke/S6TV0WKJu2FxRKPXcog0GmpGpFK+/WlByrKni220R0tNFW6pFSa/imn4JGv4e3SQXL3sqwhRhX1CQQ4k6lVQKV1VUmo/v0slcqxoIzzqTXaO0uMwtKNqkJClGpruTrRIHpr00zunHjW8inGs/bJpDTaQKpGla/FVU7gB/Q1H4dNlR21tax2RS98V9Ia3kJUQCK+xNaehIHp1sBSq40sucWaUP59tCJm0V5biHVN7f1dAr46EKB9dVE/hTr57/567G6XZts3xrcWXGlRyLSCvuy6V3r7MXgDbi1JwDV9a0InMSFQbzil6CT/wBvOhKUr0O1EgNKJJomgSv39uvPH+Gm7t2v7rOhc5GzwtKcy12fqFXr7m2n1XlhyZsf8RVp3jkuy4yxbb1NkPNNwWj3XWG0uuFO0E0aIIcCANQanr7LvcHK30PZXk63k0vQhRx9XM8BQUZn5KYtLzGO2h+WIGR3diK084wIbinGbgnatbBKN6F9zQA6enT9u5gc1hwPWo2427u/OwrGUJHEHkeHVac5hE1gYvYmIyldr9vjLQokhdHEAgLFPjodBroem3hSXUyzBgaeAFTcNrWQe5rrpQ+/sNf8fr79Nlwb3TlW1TCvO/EUU6n4pI/Ntqmp0JAIoK/+HWw4cKxQcvRKwUqKoGtdNRp7/ia+xSdOlKDWJyqKTEpSSkE1BUfXQ/4q0P0/4evW8a0o1JxSsU5Q6etQPU01Jrr6moP9j7U6SSgWltRUOdQjI1f9ssU0SD6HQEjU/gn116b1BCtOaQtB1yAaXRtJT8S6dQfUdulCK+prUdfIn/uVKbrZTx1P/wDQa9S/YtDt1ymSj3GsVZyRJYPwKQ81u3UAFRRINNAEka19j1Xv+2vj5n3jl4Y/9NTPvbhssI4a6I+zNMhthSqCoSFEUoCKCtDrQq1A9x19iWuTKvK0gVDlVlW8gMpSnbQ1qaGgoo6J/qaa+3v0+xS1TnTbwjv9JrNtqcAG1QGnoADsKaGpp7genrTpVI7KyEadLQoDe4EHadSmnsd4I0NaVp1laHPjUrjzXHoyq1U4AaqFUgGldPQ1Nf8AXrYPeBNadgMBVc39xZdWmu0KBKqmoI9wAfRRpQdPtOoKOdJYQQlCdzM2VswGO4gd2W8sJXQKSlDQAoCfimjldPX06eiwevGskB0euvebK21boDbkho9qFHQEF5CdC0kKC1FZ2kk+9KadIBIKjjSwrcBQV+QC24NkuDDL7FJDqW+yypBcCakABLalEoNAVH+vXnj/ACd3L+3fai/cHBpl0hMi4ZkD8a6V9r7cz+ZI3luDWuK8B/HlUHxWGYtgtKQhSd8UOKSK6bxXU+tUmtevgZvE/jblMVVHp6fhXsmIJE1c0FTO3MlUpIABUk7SCDWjikgqFPQCvvofXr01/htsD98+81pcD/btIzIfaAMOORqhfc2+Fj5TnJzk7vtonsThBMZgKWBRKQmvqfiPzVG0AqSP/ur191WhGgcq8WSSasU51eWK7UOvNl9UNRZDzT6NqVtymyFM9l1VUodWU/5VRQUPS2wxzgxTIYnBCDkeiZFaiXL3xtD2Lq6cOvqqlsb5xc4Yy7kDlDkHG5vLl1ubDFoxhrtRHDEYbQ4lqIEyCIUNRUS648obA3QAHTqzNj2+Gxj2qwZ4ULCp0IAeft50M2qO7dczX12GyzPaA3UcAB0/AUO+N+YjquULxlzvHzeIwckS9Dk2+2S48pMXvbmUOK+3bYLinEOkEBNEkmh6nEyTWxt4VaUGZVU5n8aJXNq1rfqH6XvarkCjMYp7FozeDpzlwxy5S1ApZmXL7lls7R2RtLakhKT8hUAVr6HqrbhGYpQw5htN2UvixOIw734VZWUOvN2Jy5JlSPtLWHJMuG0gImduMvc/9q8WiqOgKVub1KXVVNCEkdCblWs1j5Rn1oxYgPmMRHfIwXJfx68qRV5I+Rdrz/zA4gs1ru92Rxvx+JbqW7yqS6u2XWOJbi2bOqfJkvW6C1IPdWGChqW+e5tFB0zbmOW6jkjJchOJwxTh0HA8TS7gGOxlhczQ1G4ZuzILii+ocBjX1neZrypiFk095y4Gfd71EgXSQoqWuLEDTbDe+lShAHx/y/v0e0xLpCIAD60qqxhzY2hi6RqHLAGqlnToiFpqtK3EtgpUQaKJSCak7UuAn1p6eh6iyxYoM86kC4IarlAXKne/+nSb73m7y7LStG1rxgzCOpApv3SOVuFXkmgFO2kMkCh9+qz5haW2TVH/ALo/9LqtfllwdfO5+CT/AOZtbn/VOq8VzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWV+K5ZWQ5MdcWCtO7QCgUAaJFKgep/06vgqpTnvNaMk9VFdhuM224wYshLSi42AopBFap+NKkH5VNCPcdTo4myN1KaYe9wJa2rrsdnexu422+2VwxbxapAkwpKdxbSoAB+K4ElP3MOQ3VLqDoQdNQD1MgcbaVs8OErCoP4HoeIpieNlzEYJu9Ec+Y7ORFOC4K5rt/LGPoh9hUTI7NGbaukYq3uvFhKUpZadoC/8Unsq/MpH4jq+bXfN3FrnJplGY4LxNcy37bH7dMrQfAcqcgFQIfjyr18r8W4zyHCVc3bbEfyGKwVRn0tEuFLaajcRrvSAAuuq06n06zdLGK6br0gyjiir0prY90m26csf/snDn6uxcuXZQXT7ba7ZKtlnctMOFNN0hsqSlmiisPJNUFX/ADU+NNPbqqPhYx7WFoD9QwTrXRo7gyxPlDyYfDJGWGHTjzo9cisWOZVx5cMNv8gW6Bc7VEhuOhRT2UFsBSE0+SgpKjUChH166I+MvACEt0oQOzKuQyOLLh0jMcT8fTGodYcWsvHOATMWxl1+VZ7Fj9xVHmOuBz4lghABUaIbTSiAqp9z9OtscI2iMBEyFNq6eUPfmXdvaepPOljeOWOTs6n5hKYhR+9Pyu4d2QppJPZMhTKttUEbNjddRp+HVcktH3b2xRgHvHPgDitXmx3Fm220szyQ7gnZhhxppVhstl49x10R/t4jUWP3bncaJbKgEqWGlKASeyVAbWgaqUKmvVhsrJkLWwMRSinIfwAqoX17LuNyZpNTkJ0jM9vr9gFJ08uPJ/IeSsvTxlx2uYm0JkfYTJ8dS/8AvHknY5CjOtEBzaQQ6pPuSkGvVY8xbq8n6G1c5tnGSXkDB5589I4DjxqybJtTA4XN2P30QNGKrljkB+VXXwZwtBwHEv8Ad2UNMvZpNbQIsY7FG2MhFW1LQQSJFPyoFA3Sp16B63viGs4DIenGrdBCIZS1Abgrqd05D8TmaAzzjgZfmuSY3YcGYenZJGU1MbajLcW82Emri1bd6quJWKgihr1V92ZNNO1sQJd0qwW3hRtAJQkdnHhyquuNIl0s7UaRktrkPX2yyWv3FmYp9yRGWgVlNIjuKDSCo7T7dCbdsjJh4oOtpx6enGpczo3M7hCaMMAAT6qZLxhk2PyWp9//ANq3K3mWUpQh1KkmW+WtgbY3vfqLWRQD2RqaU66BZbebgGWNAEzOC/xHGqRc7o2M6QDqDyChB9/Kjw4sW89i0V2dFdtpmPJkNRHltuuCKFlTZUWVKQlaUDT0Jpr1Z9pty20JVRrOPOqZvlz4t4HkaXBiIUwX3E0PkbhTJrd5G3rlGW/Ck4tIjlEFBeq42+VlwpJT8j8Vj4gApPUk2kplZICAxpU44kDpTDb+L6Qs/wDdc0hOI69lMB4otjFit1+5AvjTsa3sx3pHdUlxhLzKU7S8y5SjiSg/NPuAK6dPTNdJI1gGK8/atBHlsXzFG6V5lPThUMyLyVstrxS65tGt33cBjvuWxkraSq5tRXlNPfZocCUPLUhBKASN4GmvRFrhBa/VMIdC31E9i50Divzc3AthH83HVw4Lyqwrhfcf8gfFvKbo0kWyz5TYlInNqNEocbaNdidu5sHcCpJHx2016E7nMLu2QLpcBnyUKPw7asFgDBMP6l0nooxQ9OdJH/kE4vzrlnxP46zfD7W9cMJ4bW7bLw0lqrsmLamkNyXQ018kLcLYkMkanaffrk/nCMNuBasPeBBTnyHbhh1Fdb8mztjsnTv/ANsE48uGrqenEcqu7xtwPJF8CY3FyyVJfkXO0tzLc+srccQwYsYNd0tbikL7qAn1B13ag9V10JgY1ryFOOH41d5HENa1rdL9IJB4Li33c6Kjxj5vn8bciW7Ar9cJKYM5xcGC68orbbRKcQyY5BJPdZUsKCQTQAU6VY3Lra8ZcMUvAIKYkg4etM+Y4UMvraOViyYRf09Th6geNXB5s4txWm6xOS4WTOzeY8fhqkwsfs0mPPeucdYVHDrENlgLeS8CG32VrDiag09KdFtL3cb0sh8JvgFQH5Oyy9fYlCbC72nbbhxupvkX9rSSvLFMv9KomIpaOWXDzF8puPWcXvS8lx7g/B5ouNwwKEz9u7cbpFSVR0XtxaW3Gm47ZLgbUuhJCvlTo3FtF3MBJN3WcQgHYSV9nwrW+/ca43Gzj2UENtIyrY2AleS/1JyHFFWsr48+NfJSJkXPoWCJw/A8ddbdXfcjTNtsdbrrn26ZkeOrtzLlqafIthYVVKVdZbuit7pqaUBIAOI6qP1ev31W7mKe6tyXAgfMS5qE8kzIIJ4ZZHCjgkeG/L+Ss3DMrJjduy+23a2/etMsBIkBhSn0qaWmSghiE8hsEqClOhVPX2JN3CzDy5zgC/BMgOHqHZwyoa2wuSkelrtIxcVOB9Rx9MKWrHzPyKxXLLxZktXmHMsSlWlyFKWI70RuMpxtDbKQhxYeajqLSFkqBaJ3H6VW/l3FshEz36g7DHhwToiIeOFW9m2WfgtaGFrcOXs6Cm8+IWbO8gcXTIWU219i+Y/dCl5WyndXGfaejlakqUlxCUKKVKSQFkjq4+U4y+B128/uYg8159VHvrnvm+1bbyMhYCYlCY4EHEDtCevCnH+Kt5uGUWHIH5VtMWPAnOw4qu2UpkNNuqCFIJ/MAk6+mvQDzIWMvEacUxCqnU9uYqw+XfEdavLsUICjLIYeolKJK4WtSk79mg/0SRSoNBoR1Xw9vCrA6NGgvGC1GXYRbXqACK6HSh9if6V6VTBZjpHp/KvQmNuQR60OpB/KfQ+2oqetHArSixBzdWDnQEfKlCoVUfQg+v19h6e/W1pADUUnGo8/DOxSzoUmuwHcokjaSPY0p/p1taSV4lTUJusRt5h+K/tLEtlyO9X0LbyFNrFNQKbvb6dLY8s+X5gVFJAU4jA0L/F8Vu05Jl+ISlq3Idcmw0kqCwuIrY6UJr+V2OtJqPX6dFbwF8LLkZIh9f5GoFt+3LJblShUerCrPv1miqtjjjGxLiNyNwUVflTvboTXcs0pXSnXlT/LPyIzz39ntwjYP+vs2GVhTEaRqwwwPdReAJWus/a3enbX5mjt3H9iYEevL2fiKoK9NdxorCa0SatgfKgPy9KU9/WtPbr86/mK3fLB4iJKOGac/Zzr2XbPDX6f086VnyrDXgHPdqvjRMeDe1IaUtI+Kdyu4zUHT5KJFfT169lf4h+ezs297bcSSFvg3Ajeej+7/wCrT2A1UfPm1/3Dap2aQXOiJby1NC/BaYfhN2EqLBfQ4lRUhlSqag6V109Pn6D+vX3ftp2TxslYQWuAII4hwUV4ouoXRSOHAYdaJSxrXuaWihG4byT6+1Fe+ivp1NyqLn2UQGOyyENocTUCgSSTruAB9hXQevTSFCmdKqeksuJG0UIGoJ0qdQT6fBX+vSEcMDxrK9ECpe1NAtSSSSTtPoaHUfI6U6W/AYVlTS5tsuWrc1+ZAruAJptRU1rqTTpsZhcqce1oYHNz49tYzGXhIaq7RIRoR7kpJToSfTQVPSpMHJSGFpxPyrX1kEsNoUkUSk1Fa1+I1BUU/mA16S04qace8kaB8q4UOGbFt+M8ARU/IklPxCTuCRpUrP8A4Hry5/mHszd2+0FzKiyQOa8YKmkhy+tErp/2kuvB8w+Cfle0+vhQe81wfuccgP1qI8upr+baC26aV002++nXzI+wO5jaPuztU6pHK/wz2OIr0J5ttxdeW7qIJqDdQ9VTa4YdYMkxGyuzoqJMGU3EMhGiElpxtINFkaKNak+56+78ZZIwHgWgr6sK8UHuPdzU4euqzyPxU4wy3PcShQ7e1bWbUtm5IbVMbmtuvNJQ80vchCkNOh4FQBNa+vS7fSzvEYr1p++Jc/wtRERYDgnLnl+VMls1jTa4MKG0SpMSO1HSaKooMo26hWqjp6+9Otl445VBwGedSlDakUIOgGtDoPWtSfdXUdztRpBxryyHShJ1qSAdfiBU1NNCTr08BgppQFRmbKrQaKBJCkkUJI10Ffb29+sUatIrShUqJzNyya/I6btSDVXvWnpQ69KJCLW8KxZSTUHSpNf8dya00FPw/v0w8q6tAnUEqH5E3/27oJSDRVKbvenqSKAj/wAOsC45olPBwOC0G/IYCLoEghXzUEk0K/8ApfIADWtK0PtTr5If9ypv72zHlJ//AI3Z+6vUX2KJ+gnHD+NYOyoLspoBJJDrBSASSPifQepJ/uOgH/bWb/8AnFvTv9DPcpoh973Fuywc9ZohLSmQQ2nbokN+tPRH5TQfmqkUp7dfYVjQTXlJ7tTieFWzZGHnI6D+ABBNDrqAoKAKSfU19fbp5QKSck4VMWoe5KCoBI0G0+lPSoVQGpPv7dZSSSMRWVj2oK1BbpUbidAAdEqr6fHreNbzw4VkhA+3SVlSRtG0K31qAfzU1CUka669ZTUgOFV5ka4xcKgUrIVUgkFehJOzShpt1+nt07Gf0+ykAOGOKe6l6c64rd7tlNoVGyr7KNLcUW2T3A4CuQhCG+2n4dhWtSKmtdPTqTE9pBOnKmpNRkaQ4o4onL8K6b5xjPiRV/ccgS+4hAUCxGklNQgCvzd0oPrX6dYZdIUA08xuOZoIuYMCmWqRZ5aMrlXFLs9tS4jrZa0Suqtx3qNHj7UpXrxR/mnvsVr5Chs5A8unmRoUDSnEhFIw4Gu3fZ6zc/c3TNcQI+B4rw9OlW7DaEaFEY27UsRWEhulKUaSoggqOlfXX16+I07/ABZ3yZlzzj669XDJBUosLKnJaFGhotokr9gNykqUANdyVU9CB79fRL/t7bA2480bv5he1fAiZGw8iVLu1Q4didlcS+9l4Y9nhsgcJHYjmmSemNE1j6S00ynaNKKBqTQpAXtUDqon2rp19cBlXlVAMBVrWZBU4htC+0p79MpXTtKQsgkO6UpuIrX0PSmqqc6jPGCuxAx7KoLym4huOB8bPZPebzOhRsjlIVGiQW0OuBMpxbr3YKQs/dTUpSCUpCUtDT16M28jdealMU4VIiidG3U4aWOy4koFQ8vjSysCaguZtY4r4vDMOTd4sZ1mYw9Ic7ch4JKV9wFJQVKrVNCB+IHRqOTwwXtzDTn2VKumF0BajSox/gKb7wTBFlVldhaWp6JBcS7CbbSR220vOBTbSFqLii8B+YmqqgadVzcJvqHtlPzIhodaRBjXNTJwIoqeTcdtdq4tt94l5BaJF3nw5arZFtchl9UhaoC1toQpKlOzXmErLcgqQ01HUgg1UdQdw5r43NQhPeen8aLWDHQXDXktJechijVxJ9Ola9XJfinBx7j3BueM6mz0Qsh5OuVpya4R2Xn3LYq9iT+0/f8A2iRMMGM8+2ktsirg2itK9D7K5sW7qNre5wkcARhkSMUHL8aevrl0dqbh7FjD3NcR/SqMK8yc+VWpk3jVkNvx7j7jyLGcIZcm3mO8+4lL70G6tsvW5SilwD7lbKwSK0S6oIJJ16LSXkFvOY3KWkAAce7/AByqrPkDWh4QgFy4qASVx99efmTwu5g4UvHGmJ53ZFwrtye285hjUAfuCHftGG5NwiTpDSB9vKiRXkOPIG4AmgJI6IMeZ+5C0vIKYcwFIXmAMaYnW3c361IXSAOYCh1B2AROZwQ4ims/wJ4Q1xv53cyYjcrm0rKIvjLlS5lmoEvRozXKfDrbshSKbkpS862mh9Nw6q3mV5+lbGW6XCULiv6XVbfKYd9aXOKjwXe57K2+uqXV/rnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysr8X+0Qi3MkbQU1eWgVOgTvOgGo0H19er/pIKHIGqUxpLQTyooMAkqhiNtCiDsU8hBKSKaJNPfcmoOnpXqVES1w5GkPPeICUUFnjR58m3ltCVIdfYDiQCEBBIC29R8VEH1pXqdGA5w/pplxdHxzq1ri1fOJcng55h4c7baY6LxbWVqbE2G2tLq4/wOxElk/NlwiiVVB0J6Kxvft0wuIPkBxHMcQfwqHc21vuFu6KQKWqnQ5L1BGBHrzphmD5zZuSLBEyiwvJe+4ZbeuEZHwU06QEOSKaKb2uHa8ggdtz2oerlbXMF9D4sJCcRy9P4VzC+sZtvnMEgcGLgSPd16HiEqv8AkHhxWX5Hj2VWh5uK5bJqX56AWwl7YaqWUnQNBJNSASFe3US52ht1cMuGENc0gkenP3VPst/fa277SQagW4Zr09aYVB/JgXVnBimHLlQy7IbYQuK4pp5bSS2lDjbiFAoB2miqglOh6KX2ow6I3FpIzBQ0LsQ0y+I8AgE4HmRUwwq1TJfFUezSn5Bl3XH323Ja1rSoiQnagqdqpagr3Jqqp0HW2QF7Wh7vXTE0wjmc4D5Tl2hKjvFnGlg4Sxo25pwlch2RcrxeZKQ2hHccccLDK1hC1MALFVAbnD9AOp0cMdvFojRFxPH06VEkuJbuQlocSMAFUk809wSgM8ovKyDkEq44Hh17U1j9vkFnILpDdo7IdNf/ALKgFKtpuEmpStY+LLQqfkegF3uMT3lrXjw2qCnHovFx4pgBVns9u8EAy/MUPJTxHVo4gZnDKqj4IxC3mc/m9+ZaakxGFIx+2FDey3xdO1IcCtq1PrHyTrUqO4mvVVvJvGmJGAGCfh6vjV62608FniyAl5GC8AeKczwH6R20SV9z+LZbc84+8t1xVVNxxuUe4pJA3bQVEroCeh80ghZrOfCiBID8lcnupXmaeQl94z54g55DizJjwhuwk7IMl9iIHnPgHAlpQCVA7SaEiv4dAW30lrefUOBOBOWB5DrUyaHxbdrHOaHuGnMInaDghxq0+In8q5F5Og3K+2YN2bKpq31NNxF7G23nUL7jy/UJquqiPUD8el7UyW83MSSMcI3lcqZ3N4ttuLGua4jBQcFTPs603ey4JYbQ9O321pxqwxSizMFTamiXGlAvBLaPl+ahUpNR6fj1fXvljAhbgxETn0qgxuZIPEQavh6uyrHxWS8q0SFuFSV13ODYmtdu1Ckp/NQAUoaBSerFsrSbFSP1mq5vjkvkjQt0jGvhcgu/BxQCHCsrNSNFVBGh9PqT0WMJ4jKhakKtFTx3eH+QOKF4rJbjPwrciVABZZRSWoNutB2W8N4ceZjAICxRJPqCeohtmi5MmTsPYRw7ajzzIjZcWAInBOtLjyjxU8iOXMzVh339jxTi2HLWmOlDzKpCogc+SnS3tR3HRUq2JFaaCvUWTb7x7SwvYIBlivHp6LTcRtYAHwhgnRFRfQDgKZfDxjCuF+EmeOnZkZm1W6O3a37hMd7SLhIkJbbcIcc2ULyvyg0IGh6j3kbbe3b4haG4BTkua0Qt2PuJD4AUggk/iU59KzF/g8Z4H4S589eLM09ij8OfJnw2mESDLWpxx8OlFKKdWohKUJpUEgdcN82Tz3Hm4RqEAaAOiDhxQKa695WgDtmGlveMjiU4qU9vLKgM8d+cOK+buKsvf4ptcUHi+1rgyY0hYjftyEKQ/JZjMPs9xpyPHR+qHfj8fjr6TJNFxGRCNQDUDuZ4jofjVlexzJyFIjaG4ZYIgz4DpQv5Lb2r0/JzCw5CzIiyHnLq2qIr9VmXFfQ2WUOtJMhh1pSADQ6UApr0Cja79fdI9Xp6qJSsAKEd3SB0NO08UsGw3nLjzHeW7/Pj3DL8MkOMT7XKxOJOm3I25v7d+NcHXXWCpqYxtcbVtSqqio1PVI+5v+REv2diggntZrmzuGKfCaC/AIXBzkChERQVxxrWwfbm381tluJp3tmY8AtDhoKFWhwRcePTChw5J8omcY5tyDFrJg6bHZ3nYtrlxr/GjtImpgurVClPQIe+OtwR3VNIXXcWxQnrhFv/AJ4bnvW7QWu37bHH5YklbG43Eh8dji4Bz3CPujBEaHIVBKAkVeIv8f8AarOJ26C4f/dGtJaGYsAAPdAdwPHinZUl5f5Fu2Q8cSZU6WhUNci0IhQ4DTMK2x4/3YUCzBYPaBcoKqVuWSPXr3PtW7N3KOG9heH280etrgiEEKDh6CuQXVrLBNJbzBHNwPq7eHpnRx8KcxwuOeJ7Le76647abXirUmUgoU5RsNOlf6Zqkp09KdEmwOvJBEANbjhUCV/0r9WbQAT7B6Y0pPjHmXxw5A8j+WM35jtF0Yx7K7gxHxZ+HZ571vtzLaXYyTIYt6Cq0NvvqDqpCwoD1I6OvdEhe8fvABoLgoRoTHlzWnGxjB8oeGuU90gELjiuYTDCq1tPJNy4I5/zTEbJNTI4uzWexKsSpKR3mS4QqTB7tEqUlSFoU04AAa/getR7k+1kMNs7Q1xH/CTy7Dw4g1Xt02p96XSSAujaFBGaBce0e8YcK2cvFuaw/wAZW+YzH7TM1pMhC+3sW8lYCklw+hUhRIND0F3Uapx/VxGeJ686nbN+zauA/qzy5Vf0x9vaqoGoI01HrqNfU9D2tIxotJIDFimo8jUEmKSVr2jSutak19RWlaimnUoZCmCBpQ8a6WFnbWtD8hXQaHQ7Rr/TrMx0rTSMQMlrB3BRSdQdtf8AQ+x09jWnW6aeEdWBdc3VCtSDQj3NfcfWlB/brOym6wU6KHEqolVNpNABTUinxpRJPoaevWdaWWloC8aCnlrKsf4v5MsGTTy+1HuOxmcttnchx5JMaQ0uhruLC0q9waelejFrG+eydFgq4KaGzSRwXbZXYAhDhzwGHOpTcua8EZbfbb+6dbeSntLogJVWnbWfkSQtKvQDoJu+wu3babnbJSwtuIHsIOIKjjwIJ54UU27dIrDcYbpXrHIDgOvovKoe65HusdyXFTtjvFxTVVU2ldSG001O0k1P49fmp+8flGTyz593jy/K1rRFdSFoblpeS4J0xOHDjXvTY75t5ttveMKh0bTj71pfvmHi614zCymE06uVYJCJCghJ7xTEPcCB9NyPbqqfZfd37X5ldt2rQJHd0ng5QhToUoxu0Pj2ev8ASMUH4eqpV4z8hu5tjcZ5UFyKhlKQgkOEpWlCabnFhPcLldADQDr9F/2o8wDzH5F27cyEkdbhpHIs7p9SgpXifzfYfQ73c27R3A/DgvFaYnizqXo7K10NFgKVroKVTUeutP6addQ61SxiKIfH3Yqmkla0JUQCAFA7qegqfUlXrX26bcqd3KlDrU2SttSCErA9gPbaPU0FdBSg6xvM4jn6e+tmslEWgLRuUAPbcQPpqRUUIPv0lxLhwSsqZtSILkNxsvCpQCBUf8tQkg+pPTZpxmhEdnw/KsFaVtQ3nG0rSpKlr27RUGorWgFND/x6U46zjTYwrpvrzTiFH8wOgITTUinxA/x/8D1oe6t0OuVrZPcCd4qpaCDQ6gFO4r9CDT29Kdcs++G1N3n7YbtZOCg2riU4o1cPWlXHyDd/S+Z4H5AuT2lKG7lGL95hlxbrq2Wlg6Cmim/jQ13LJoQPrXr4g+T7w7V5w2u8J70V6wHgneT2ca9c30P1G3Twn9cTj7lqN4bms9/j+2MKZKzGjoZNE7igRnew5t09QE6110/Hr7/eXr032xWd2UJkt2Ennh6GvEe7xeBuc0Q+UPqcwskjQcrxWdBdjOOvJYakoZimNsUSWwHVapkKXWtE/TXo3ED3gmGr3VEnBAaT/Qnp+dFqzkFzcCD20gkaDcoqOgqVDSmn+nS9DVUVAEi4uw6cUrJJuF2cAo4hJP4E7T6ipNE0H+p9OtANpR1kd1K6XnbkUFTjh0OpNDuA+oPso+p+nWKBhWAvA76GsQtx6tFKqU7qqqamhoqgP5gVehPt1rA1svaBqUJXjW4okgD1Cga/T3oae3p1hC1vjjXlIKiRQ6ACg0/pUkelfbrWkInWsRMqiGQpe+3WaE1H/LoVetEq9AVka+2nWnNAaQKWzNKDHkgbbuyRTdvptokp29pVPUGqtdaU+vXyU/7ljEfsz+b0/wDI416h+xKfQXAxzX31iMbURLTSv52yDQAjQVUT6/019uq//wBtdp/ve9u4aW/D+NTfvi7/AO5Nu08XmiHsrjn6dfjspQhIoSUgmiddqdv969fXxpxBNeV3AhxTKrctT5+3RtVVIIr8dxISNK++8gg+2nT6DhSazolOEg9001A+OnoQNpPyCae3WxgOlYtdyJspBSO6oafFI1TT6Clf7DrFrK+3ZsooUFPHUVIKQqgP+JNPcaHrK1l21X16eK1qCqq9dAR6U3AhQpu/D8OtjDEVokHA5UKmdx252cY+wNxdbXH+Q3DclT6nBVNCBsoNR6jqXCCIHP4Y1FeP34x1rL5EyQ07u13FYKFCgNa0FCNAE/3r1EXDHKpSE4UCHMVJWVY5awSdjiFgAoUSoup3JNfWgFevm3/nhvPhw2G3NPdbG5x9YPsxA7a9I/Zm1Hgy3HEvHuqRElISlACQNNATSnxoK1NE+ladfJpASpxr0PmV61YeGxQ/JbUd2wlzUhAIVQJHqSpSFU9jqR19hP8At/bD9H9ubveXM0vurt+KYkMOkdUIHoK8yffG917jDZr8jQU7fxFEhaIWifQq3AHduA/LSoCRtJoKbjp19Bcq4HlVmWaJVxAJ3IUUpopKSVE+oO07aV0PWVpAmOVDb5J5dkd3t1wsF6zJlyFZWHHbWw9CZcVHUprtvTi6VJ78W2xU9ppKqALNaE9FokDGSIFOfM9aejDtLvmKDAkoGg8E5nnypWlgvjNvyyzSWL4+WGbzBP3cyOkjaqSgVA+1SUocVoADpWvReJ/iBP0lR0xp2doEDifmDe3EcetOn4tAaznK0ht+eJGPmSj7dsKdC0mO62UNpUhLyUh34oFN/oNeqzcYMH/FUOAl072ZIBj2p+ddPKHJtrwLi3LMmXb4kIW+NdC3JmNRmHkT0IV2kTGloXLEcvugvUBUHlbRVOvQ2WUeGUBTL0PAURghLZ2lzkCL093pjQo+NmXyuXeKLpxp5PWdtm3X7JHMl46hxlpW/PYhS4ki2Ozkr2ES33HEojtNNrW8EqOiQeo+z+XZdz3lm4RlrXsY5e9iA3FQvFFpvzBH9NtThMpie5oAAIJdicAMdCjE0UXLnJWFYQm1ovdlkO5ZHjuRY28oS3bIVtaS4h9x1dY6A0gMpST6K0SnSvRW+ht7dwknLUAw/qQfDDiarVhavvSYmt/cVDyx4dv4UI3Pn8v+ZZXAxtm5w8AVesCAh2y6qiT7i4ewpKHZzT6w25DdfDSEbI41KSSaHpy33e2sdX0sJR+JXUQqZ0RuNpv76Rn1UwSEANOlqoDkuOI4HDL10YP8BXKuWc2/yO8u8kZai0uzbx4i56pFxs+77aYl3mTgVfo4A7uQW9dxUa1qeqv5kuxdxCXSGOdIMApGDXBVOONW7YbRttOgcXEREFermmty3qn1aq51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK/I+g+HHkFHXD+94+nxVXCQG2lOqI7y1rIASKJWtwK9Qn5AD066s3bryUpC1efr7a5l/e7aJBKS1vqOHQD30TmI+FXOsVxKpViiRdgbQpEh5aahYqfkBVSSlP5RrXQ9EGeXtzfm0NHWobvMm2Rrrdx5j+NXVifi7y1aMgtKpiLauKZQ7myRvVH2LBUSK9shrdU7tCNPXqVHsG4RkYAtXFKa/+U7XJ3Qqrnw+Hwospvjld7i2qLLu0DsyUBDjZLe1WhJ7RDhJUKV00I06lvsroAgtanb/AAqJ/frMFWayQf6c+3Gozgvjhn/E2RG849lkJ+yS5QXcbI6pAaXu3d2Q0nctNX0/F5INCih/MOnLHb7y3lDoiNPJUHaie0eyhm67ztm4N8K4adTeKEkdO0cDwog8iucSxwnZ0k7YjIb7qoyDtKlhAoykkUQ4r3JGg6tgc2Npe8o1aqUMbpXoziePpmlVbyNhlm5Rx6yhF8Ygw3VNXFp4rLReZbXuBDKykuKSpJCkkbVEaHpTWNmGoYtThSxK63JjeOJyzVE9PfUhtbcO2y7XjDLU11tcFpliSWdHm0tHa9tQpWxClJO8jRANK162WljQGnKmHuLnajmaifMGIQ8xsiscud0es9seQRJuMRSQ62ypOxamFqWgMPpSn9MqUaetK9Z4H1EToVLV4jh6c6VBM62uWysbqeAUFCzh3i/4hw7kxa4DjV2u8dQlJjSrhGdcemdwqeeeqtZkPOPDcoHQk69Rv7FZNj0gFOKO+IA40Q/vO5Of4iNDmjDMoBkUywogk8Icf2tD4iWJKWqKotxaVJBT/wBNopCUpW2CB9NPT06YG0beCminDvu6OdqMp1HNDmedQmVH4jxa2OXfkTGLTY48CSWIwnPkPS2KKH3BYqSxHSobUk1Kq10HU3+3bNHF4kscTSSgXI+04mmG328TktZLKWE4kkkA/wAeWVeiyYFxJzSuFb+EOPcPzPJLlcG4SLa4ygSG1qT85S5jgcYDMRJ3rFKqQKAV60bbamROmmjhMLf1cAnUcuVOR3O8+M2zje91w8o1rQCSTwQjP3U4HBf4vMSf4zxhy72uyYRmcOTHeubtthNJMRLhQqShlSnCp9Too4iqUhA+JHVeuPN2221y6CwhjfaNaQ0oAp4nmPbV/tPt9vd1aNdezSRXLyrm6iUC5J8qgcBgOFMRa8FPGHFuOYjicXtt3dhxG/3e7OuB6bMVtPfckOpWVFanV1CU6Jptp1Tf/lO6yXLmtLGwk4BAg9y1dGeRdgjg+nEL/EAxfqdqJ54n2UmPzQ8beKrDZReeKc4cxBNvvbSnoqXHJCXUuBAVH7aTtU6lZKEJV+UOe59Oi+X90ub5zo5w1h0rqATFeHbka5R5j2CHaHLbOlIBIIKOPt5Dj0oJVRWlIlKlfcGK407DfA3JklKkKaddSU02LCQTTTX06ufgasgFNUovcCg4URPj3iEbjbAHWmrrOm2y5T5dwaeuTwW+gvo3sx2Gk/GOyy1+ap+R19eg8vcmew4gFF58/Zwpi8BnQtCHDBfx41M7Lf2GbpImJT+my8FqlA1Q5HVVKFAuEIV3DpUAUI6kEI0DgRTBhIIBKE+48FqmPLaxHkfilam72q2RbPeot/dlFbjRmtw3G3Cw5tqVtqS2U6VCj9OgG+wx3NtHECjfECnsx/BKMbRJ9IZC5XPQfLnyT1rSo/Kjyr8ks4hT/HfiaZYrdgTuJ/uV5cuLVLr9vRKY0aCtf/bNTprTZDbjxDa3aAfLrk++WDLjdTc2bGm6awq85qcAnAYKGrhXZvK0s8e2NicUa4ai0aRxKgEjoFTHspYnjBm+V8bNcspxyddhYcoxWfab9b4Uia2u4SVOOd9EtqOsCRJNFkhz4k1BPVXt3SxMIjJDS7hz41bXsikl1va0pEc+C5fwWj3/AIvM3mZ7ARhN0ZXeBZLtJnt3GXuWHYzs87G3G3t+x5yOstPbvyqSOtWZfPIXOxaByzKn2DL101MGxxBjj3WJxVcBgeaHI8qfj4NX/LsT8leW8EW02OOb/AYvdkiRWqxrdMSp2HLZW8kqbUpfZSSEkpqKDXrg/wDkx5Kk8zfbmTcLYf8AX7e4yZZxkKijjqGHAqVq1fb/AHX6PfpLN3/2e4jCdJGlQn/KTUc/ka4WXCn2/lbHoykpQpP7mWkgBLRXXur7YO5bK/8ARNdevktZXMVluhjcrYbzDoJAO72ahh2gV6atHukiOpFYMeHs+NAtB5Gy3JcEVb32kItcK72xBkgtIb7bKl7kVNXn3vdIHsPUdfWj/F/7iu8xeUm+Xr54du23KwZq6LSDqI4EKMsAK85fc/YXWO4u3CJgbZyoF46lwx6oeFMdmXsQ/H6cwVtgpw1hsd9StprG3fP5K27E/I19R7devdukIuoUzCfCuP3UPih+YAaV9WVJ64rdUcgWpN6iMvyrmpSQuKHG31LkgJCjuBYZWFfWtDXb0aaTqOpwU9M624aok4IME7KPGH4dZJzlyviudxWrkbBaGkw50poNpjFhpbTbpcZStSlzGVbkBRSQGqHTqBLatleLhzgAwcxj/E86RM4iJ/htOo91eA4YcCgrZE47VjuEYfZMVb7KEWuHGi1aHwPaZQ2KqJqpZSKqPuehU4fLIXjKmbd0MMIgLSgwy9PXUtk3e1y00jvJWpX5aEa0GtPbUe+nSGskaVdlS5ZY3gNbmPVUZfRWpSSQddND9Br7g/Tp4nDDOmZMR0rrS4llO5dNuoPpUED0Pp6k+vWvmCcawI1uOFR+4zWnagIJI+PoKqPrU09FCv8AfpTQmFNlynjUccfpptIruoqhoKaUpX8wP/j0oU2XBuJwFeV+WoJNR7E/Qj60A9D0prVwGdKLzpx+Wh55vwy05TiVxlSrJEn3G2lMxpTzIW72/wAr4BJACu2oEmgKQOptm90czRq7hw6VEvG6rZ7mf7oCjiVHD2VFMEtOOXXDLU7/ALftDcqC0LfJT9lHUtD0UUbKipCiklmh3HXXrd06SGZzFOlVHYa1ayh0bHO04txwxUYH86+7tb2GHEdppLbWwtJbQlKW0gagpSlIGnt7dfG3/PX7ft2r7gW3m62ja2z3CEscgTvsxKgAA6lJXoVxr1z9pN6+v8vm0kJ8a3eADzBy64ImNDrzRibWQYZkdvWyFOPRHX2gr5gKQlQUo60KVIV/qdevm7pds+/xbmxWubIFTkuPpwrskT/FhdEv6Snsy7KDDxWvjkWFc8WeUUuWa4yYnaSkNhTfcKm9AQPmk0B/xAPX3E/xA84f3bytLskjlfbuD28y1/eHsUj1c68x/dvafAu49xjH+41D0IzpoWEvd6C2mp0IBB9QEn2J/KNyf9OvbDCo7K4hp0tHVaue2F7aj9QhJ90Ea+gO3TTX0PW3FAvGsSrHtTrgSkqcUqiqUUa+oFAPrp/w6Q8hABWAVL0NNupStJ9aClSfkPemhp/p0gOIw4VuuwxxQFJXU0UCK0P1JANK/wDt6xcSTW66QgtuJNVgCtCSQapNfrrrU0060mFZXzdlAs/EEggk6/I/U6GoSK+2nSmnhxNZVG5In5OK2iiF7gmlKem9RGqtAfboL5msxfeX721QEyW7wB/ymiGzz/SbnDMMAJGr7ao7LWTLsF5YRsI+1eIBO0ktqCknUVKaewFT1+fbzPC/YvNd1aOwdabk7LDBsqhPV6j2V7hs5G3NpHIMRJEPeEqmeLEql4xd7carXGmXJnamtSlw9xIO2hFK6H6dfdv7RbmN2+3u23YK/st9iA/j1rxl5xtvpd/njP8AUfWhIqrMenXe0cl2yTPnvPRmpgQzGfnb20toeLZ7cRVFNJUCPXU066v+ntqrvKMUqgIXsNNQx24sXOI262sFNNo267TtBCQfdIr76U9OmUTsqI9JEc1cHJ1wqbNLolNRuCqfmIAB+tR7ken0/v1qngowJX1enCut8FQqKD2B9Roa7qf5AjTpJaDnWgQ5R6ehFYRbKiTQVH41odNaq/xTU/HTpVYGgZZ15VNey0+h3fik1oT9Rtr/APjdZSseOdda2x7VokH6DUih3ge46b8QAoaSXYYY41DcjBDDtE1VtNDqD8RqEDUaemvuOlEtIVcEpbSgJoKOTgf3ZoDbXeTtr6HZoCKDYdPbr5L/APcqXTspPyiU/wD9t1eofsSUsrknh+dYHFlBU4JqolK0K9KkgpqNvsake40HQP8A7bbP/uhvT8Bi0f8AlHsqZ98SP7bbDD5jRNWGH3dhKkp3AEEqFClVBTXUqqDqdevrkMq8wOAL16VcltgNpZSoqqCBofQ1odx+pGlBoB0prnAJwBpuQtLlalZNUdsA7a+moOvxCa1Iprp9Oth7uFIwriGE1FE+gOopWupNSPQAf1r04HEqTWuldElpYT8fkKEgUIBT6hRUPTXSn9ulKtZ2VBLuyQ04sBJWQan1oEivwFdddAfr7dbrKFK6Ovvcmo0BTDbS4qtDtLTHpQkBdVLBJp69TFP0fQn8ajYG6TNAo9leXLry6C4moCVkp+Rp+T81PetRp6adQnlGVKa0Od0oH8mkfvHKTCaoWiG2HFbRRSVKSVpIGqgEkak6mtevj/8A5zb2bnzm60ae7FFp6KdKg8jXrX7SWYt9jjef1Ffy7amiUqdICApSvSiRqTU60oTX300r18+gCSGNCuJwGZJ5CuwkAZ/wFXhglqmmijDkNpSluqlo7epAKkBKgF0PrUfWnX31/wAUvLk3l37L7Xb3ELoZHt1HUCHFQDioBIBVD6q8ZfdjcYr3zbKI3te1gAwKgezCr/taEMpo4ptJTQqCloSU+hUFEEpJofr7dekkJyUnsrmmWPAVO7bPtiClCZbRJNAhBKnVKIqUjb7KP41r06IJSF0kDrTRlj+QkauXwWhZ8gUSHJN9LAso3wEURIQO6Vob/wC1iNABRLDQq8/tBNRUkadEYWlsLctIdxz9X41Lif3CB8+nAcPXzPKlA5Jf37femFqvtoXIRcIq1vLisojMpQ+nfr3ty0oToCfb2FOp7Ji1w0kHvcuedOvGuBzXriw9OH509jgy8y3+WsTRaVNzLrfePkORmmECRFkl6zxy9BI7jSG3lNNqdTIUoBoJUoVUOhF7CkTz+lr/AMaHxy63tdxMTV9g4UF3nxi/LOWz5thx2M+HJnevuQw7c/IctgRF2mE+lBWFSyEMbmlLB37VGutOqxcPf4ug/wC2TiBl09X41ZbeOJ0TXYag3HUmHPDn+FR/xEuv+5874xzDPWZQzTjCM3bLFaDHQ6hmPe7XLXCnuxVLVHYlPojFwoVV9hDgJA3UF98q7A2WGadz3NugndOQbIC0knh0A9dB/M+6uZFAg1ReGSHD9WhwUAcgoUnjlV7eSPB9/wCY5d4uFnyxLlvnXliG+i2rW4uxpuHadLZeS531vL7pKzSoHx0p0E3izm+udGiBriAqIcEXrUDbJ4xE52Ot2enEqefL0JqHr/is4TjYItq6zrrdb83EW45JW8WFKlLQVfpbP02fmdNxNPQ1qelx2Fu9ojcDrIz6pw5Y8KJGUibukhoGWYXs7c6Yp/AZ45WLh3yR5DvEGQ+5Mb4LzfGo7ayAhFtm8lcTXFxK2gSG3W3rO0ABpQk+46pfmCAQxtAKq4fA0Z2Kcy3bmqdPhZJxBb7czW2L1Vatdc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlaIXK2RtrxZy43C9XKA3ZHnJ5eirCnpDTDYccZiu13RX1hICXh8k10FevU4tWMBJKMTgPT+FeVzO7iFK4HqcMKXNYvPzO8/5UcwfHMLdt1shLP3Ey5yG2VvQULCA8wiW6HX0FtBPy2rJ/16Ht3cOuTbCNyByKSmHMLnlRgbQTCJXuAcWkoMUPI8/UtMTxSbEyCK1e7ZV03BstS1MvrcjR3myla2I7RISlLixuWfkqtRWg6MwmIs8VpVR+PsWgkhkjb4UgRzCRkhUflwoUfJTyWl4BmVu4qsNyjWnJrnCXMenz3EtRrdETRL0pxSNyi8XPi20KKUKmtB0O3K8iib4MOn6ohVdkG9mZJ4J1olttrLM0OOoxk5jMnNBy7ahvBvkHlEjMrdjOU5azk8W6v/aRw0pbZYdFAmoWFAJUDVJB3H3+vQrbtyW4EFy+N2o4aQhXhRW+2h5tvGiY4AEfNin49tHRyBdYeK4dl+QXWFHudttVqlSZEOS2HI8pDTalgOoOqkISAdDXU9WCd7GROe9Ea0lPV7DVbttTpmALqVUGB7K1qrz5kctcqZDcciN9fxiyW24yY2PWWApEONFtUF1ceKXVJCAXnG0A7CAhCKDU16osXmy61+KDogDsGggd0ZY8+YOFdHi8uwSQBrwHzopJGAJ4IOA55rThPAHl/LOWeOMiZyaa3dJGOz1RIdxbbCnTFLiRQP1UoFwGi0A7NwrTq37XvLd6jM5AEgwKZHFAR1TPrlhVL3zZztEwjaSQXYDoQT7Bwqof5SeXcv4y49xzGcTfNsumXull+4tkCVFhlClOuM0FFSCykhNahFa9RPMF++xtUt3ETSO0ryCYkdRkKc2Cxbe3KyNJaA5QMMAiDmhOacKSfx/yDkeISbLkDF1u68hZuUSkty4y3ly1PSW0PJmIWpaFh9CiNtKGta9Uu23qSzeC3UZcAoccQTjq9fCrzPscVxACNMaNcR3QrcDl0PFVraiwy6T71g+J3S4MPd26Y3EnrcUhSFpWllSkrCakKICaKCqHXQEHrokEhmhZNgHuAKDrXNJoIopXMBXQfbhl28qQn5D8rwcq5gyh+bf505vGprkX9gcUt+EwWEFTivtkGqnHahNKVoAB0G3XdNuhnLZpdTo17iKmGIA68edW3Ztvkdbs8EIXYl2QHLP2HnnWzL/EjmXjND4kxrIeOp2M3blmVtnXuImTGXc4SkLqnvxm1VYfUAUBpyiwBQ16B7pfT7lb/wDSPXbS39KAD/iAyPNauXliLb9pu/HvIw7dVOLsSAuGhcgmQHtptnJ3PkC6Wu42/H0zEZDcIhjvsuJdYZaXRSV/rFIS28ymu0p9tKnqgvguYJQJMAPWCOdeivLsNtexNubdDBmOKH+dBBiPlRcMUyP/AGXd7veJ9rbUUvWsPOCAt9ayhMuQ3uO8a0VUCpAV69OwgSTgAjUqJzqT5ntw2xkuZIwJmgEPQKnLBM/5VDufrziGeRbPFseHMyXUz3bhMmuBKodvkp3lyROSHgtBirO9tOu8n09euk+VzOyUmZxMeAHq5L7MK8vedHQShnhICriQufqGS54phS/L7EvcGddoTjjMxx+LKfsXcq2q4uIqQhBUlKkOKbSaBz6+tOuoC7iZGHNTUEB6Hkfzrk09u5ryqYcRy/hyq/sU5Esttw3F7BlFocjz7ohqMoBj9AKVtEZSthca769QptJOqSSAOqZPukcV05socHOkKEY55DtHH3Uplm6YkRnFrRgnv6D4VNeFYjHKvJmU8dRbLKx4Y1axdHL3cYqkW64NLWWe0w7L2QnVRCQqS2lVUtEECvRH+4Dwi5oOppaMcF1Ll1CUp20yPkj1PDQ4Px5aeY/H2Vgs0sMHki1ZBg0yM5bYsacYJuEcARpSI0stKeiK3b1wpfbI9BtSUn36qtzu0t07wvCc1kUhUn9SKMKm21j4TfF14vATp2/hSDvK7xJ5eyryVuFv49Yutoxi14aYL2QRX3Y6bna1zWzLhS0srSgoS42lbaVkklFUEHXqqHb7net9MNlqaPC7yZ4nFvBa6btl3FYbQxkoBUgBzh3VAXA88eynG+FX8d3jxd+HMN5BssQXL7+1XSwZ1KDbqIr81BdhXRDLMgd5MxEyMXEuqoim7aa165fvO7XG33U1k6NBHIQCMMOCkfpKLz4VZoZYn28c8LjrcwklVDjk5fgQOXCsZ/Fd4deMGJeWXkbb+TuR8axnF8Eur+W2LB59ytluh5bAuF1lRb19zKlyoblzseIBLE2RbICzPktvhSULSlSTZrPwjYi9YEmlAAacEwLtYwRx1DS1pQd5TTTYp5ni28TRatDnF3F4aQkAcv7YLXFzn/MjdLUJNN1xrifh3N83zDnHgHNbVxNxtaI0lTFny61wrC1PkW+e+3ergzasqvsa64pZmS2h11h8uSkx5DchLTaSArW47bDu+0T7VftAtruBzHkkAKWn5hzGSBOQxNbs5ri0u23Vm9rRbyOc1ryXP0t093UMHBwJIcdRxAxINenNccsfMnF8y2uBiZGvlmMhhYo40XHoyitDL20IdQKmik/Emh9dOviD93ft1d+SvNd35dugWeFK6W3eP6dShFxBYcBqxwByNetvLm7wblZw7gwrDK0ahyKZFOPUVrJ8i2y98S5y/gM0OtR0ZYyhjeF/OJVZYeTu2g1bAB9vj79dR/xy823dp51sNytpXMD3iGduQJLg0ktUdCF4HHKoPn6xju/L88T2gvaAQuaDEH+VMOzm8CNwnPTGU3tOPwUJ3r3NOpTGQkkJUUpWWljcQPr6U6+yW03MdxPFJCQ6JwUEHA9Qa8n7hC+3dICEezBD6sx2UvPhzvSLxHSidaV756UmHJbqHUpe3KQHVPKUaAnaAnU0FKdWpocCpOIXCoJwb0UUy/gzl/kiwc423j7HsuRExe7fbuzsaft0eQy/VVUzGJyQiRGuAqQtncUKSKlPTZ0utyx6FukkYYr0P4VGnY5ri5hcO8MF7pXm3n1CEU7xqxy9jLpClLU2264pI2pWpQG9YoKkKr+FOggdzqO8hdVZdiE8z9RtKdRoKeoqPce1es1DjWkXsFer7laElKjTaPfT01pt0/t1sgHHjWaneuvC7NUapUDQ1rTXafr6V9f79Z2Vhc53ZXShlt8/IJ1NaDShIpQkEa1Pp+PW6bBXEfLXubs7blFED0pUj1p6Ap/+4HrVYWqByXktfbmPtLQaADXU03VNfcn016TqIzpYaHYVFrrjUdxp1p0J7LzTrTgOqdi0lCwag1FD7+/TrZCmFIZG1hw/OhJxNg4zlGT4hKJQhanJUAFVSpyOo6ACiaKjndp7DohdDxbdlyOGB9folDWNdFI6IfMDqA6dPjXbeJDXfUyk6kBYUkGqUg+iRTQKB9NNevG3+Z/kV3mv7US7jbMDr/bXiQHiGjE4+0Hoa7X9oN5+i3w2byRFcNw5ahwT4VBchYbebKFJSW3W1oWfUdtwdte6hpVQUTQ6dfCzzDbCRgcmBGPpzr1hA8sco+ZaVZbUL468h7xalHtQ74S83/ihbkdwj4DQhK0nXSpHXvP/AAo87C08w2tpLJ+1OwwuKp3mlWr2jUK5v90NoN1s8kmJLUeCeSY9nSmbYBeA26hJVRLyEKBJAB3a7AST8APY16+w9u/U1BwryaWN1EyFAmHp0oj7TOCigetQNaaaU020qk09v9OpDh3cMxTJTIZVYlrkJWkDcAd5PoK1pT3JIBPTRyU1gqaQnNqNqifiD9KlNf6GgPWuFb6Vm0vMbQSaewKqCooNCBqDU+vWvjWV8Pfbu7SlYrWitEnaQKU9TX8D1grK6J8VtxgUWTVGoqKgqBNDXQ6evWxgVGdZwqncihNku0USaEn5AhVPShOoI+mnWpGiZjoyO65pB9YSlRuLJGv4hwoer8aLnRlVo4w6CK0FXG1JSCofRXt18B/8jNtk2H7r71ZkFofIZGrioOR7MBXtrylc/V7HazAg/tgVS3C6ki6ZVBWlKkplJfCU7gBvbKFgaAEaagV16+sX+Ju9t3n7SWbgSfDjjCnMkNQ9mIyKEcsq83fda0Ft5leRk4k+3Gh95bydnEs0eKW5JWgzHQpuGyptWxvubFSD+qCdoAH1NevURlDWgHlXNms8Vjm8cOPLDL8aM3wy5gb5Wxi8y1oVutz7cZSCd23XtkkaBJb2a+/SiWyRte3r7qgsjdFLJC/FCDmudHjEjNvISQuu7/HQAa1oFEapI9/Xpolwyypw1lRaUUHz1I0qCSKEHTU1Arpp034i4Gk/CsbKtqGgQB66gkeprUAE+9R6db8QE8qc0lNXGovKTtXoAopCkkEaU3DTShP0p0ouRq0g4CsW6VHcQKfmAp7igFAfQBQGvqemT61pAQZCodfxvjrBS4fiSa/H1FQqlN1CRqfbrS8KeY1QiYEe2go5SSoXhtSTVO+hVSlaNkGgUdVa06+U3/cqatvsrzl4hHr0O/CvTv2KI+kum8ShrAYaoCamtSS8NAAPjt9qVUQD9ehH/bbYDPvpHza4/wD0VK+93/2C27TRTWZ5pCGkoQa6KRUBQFaakalSt3+h6+soHsrzM9wAT9VWhBccLaaqAFAUV0INaUIIoCffpxqLjlUcr66zKFU27jUD1NCDXX2GtDT09OloqFta7a9CXWwCUiprX6EUPsKVApp+PWKGmsRRXikuKKVFNEpI9DT1GqUkp9K/6dKABK021xcU/TUBvYcDLutAvQk0/KBXdoBSvoAadKpyg5jKek57fJTr7bYYbmELLiNiU0S2FArUFEK26HQA+vUtxS2awZrTbQXylxz0nP4ezKvidhOV5XIdftkN021mheuMjuMQjQBRQwsgKkuigB2VFPU9RZInvA0BRhTsc0TFLjjgOn86zfBHhxJy7kOVfsredFo7tHU0Ul13eQQ1HarVpsNipUsg09B15I84f4lbL9x/OUvmbzrdTHbnSOd4DCmpSCGqEIwzx7Mq69Y/dk7NtLNu2mEOuWRhpcuDUwUrmeXtNMUneK/E9jcjt2e1MyFIbIcWGw82kpBVRagFHcKe/wDbrovl7/GX7J+Xniax2O28ViaS8BxahUFTiccQqpVevvuZ5puz4RuXBrhjp68PUOSUurP8bvjfIN+s9ovDNot8FTXbaQxVZ7gJ+alqBA2oBCQP69el9o2m0tttijt42CBjdLR/SBkAPxrmF3fzTXUhmeS8lSeZ49gqF4vFfttzloyK+PvMEFLaVtVQkhYSpXwc+atpCgkA06M3dk6O3D4mt1FMglQ4r1skmkLgOPE0aODJ4jEG3uu3WG5M+LrzTkpJcGlEudsGqddSmn9uqzN46luk0RjY16Hulx6/nQ0+TkGJLyJ+NYrVCmwptkcbjpaCO9sdqDsQaKU9PcohR3USn0HqOkxuLIlcEcCq8R2VOja0Ej/TkOdJG5awHkCPd7bDNox22rul+tdsaiyy4uPHcuN0jRGnZyGGktusRe+Vu7TqlJAIPUmBr5pA2PAOeADigBIBKdM0pc91FDG50i4MOHMocAeuS8K2dYnEXHXB0/gnGbpkKYN5lYxGiXTLFKjrZbeYhMxkz7g6hsjttSnCiI0z8G21oCiQVEjdzuYxNNFEvgiQhq/qTDUnBajRW8jREJdP1BiaXub+kHgOJA9poV815z4o4/8ALprhu/3tOY3rLmf20PyHI8x1yZMt6pLdklqgh2KiUwxJQEoSQlCvgKKSoCjbwyea2ey2JE4Q4HEAFT0RM6NwMPhDD9oau9wTLHqccqD/AIwsuC+InkFlt850zUWiZfbzOg8f47OmvzG4GKP3li6MrtrK1/asqmTHAh95TanENoDe7bQdGfLm773t+620e4FzbOe30Fzvla4uViHFAoUn1HCgu5xR3NlLErBLHISA0kuLNPAZ9gCY9ai9qRzrg3mFyhlGM3JCfE/LJVvza+Ml4yJL9yQ19k/KtSg443BYeYZQXUo1WVDYKk9XjzYJIN5aEBgMICY/7id5OhzA9dQtihBtXSEOZqeHEohdhh2EcelXVyX/ACBZgWJ1vwnjmJGx8uuCLPupfTLlRwSkKDTCClpDiQKblFSa669CBLLG3WCA4c+FHWwBzjq0ouGJJA68O2mD/wAC3P0rljyW5Vsdzx5NjucLhbKby4UKUW30I5B4viL2BSEn885JJqQdKdU3zCr7dsh/rA9zitGdmt2xXjnDFYjiuHzN4VtbdVGrRXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZX51H8hV7zHjzx0u2UYXaXrnNhzY6pbLaFKfjsHtOq3pZC3P0Gt6l+oO3Svp16c3i6ubOzdNbt1JmvIY+iV5k2uK1fPouHAAvAC5JivT21r3scxcm5VPZv2I2KRLy+8rRbQLCyFSUMytrT6i6Gzsq0arO0K+hB65huO6X24SaowQ4oCGLj6+FdV261s7G3DpdL2tKgEoW9QOPStoTxSxC+4bwxx7bcxhybdkM6C3dp0SUSqXHafCO0iTvJW28UVWEk+hFdT11PZ7d9ttEUUo/cazEdTXKN9uY7rcnSQkmPmRxUr/HrSOP5SsB5Vx/yMuWWtWS8P4pMtsQWq9W2M8+23ISnurQ8I6VllJQ4Nppt0p1RvMxmN86cF3hBoChcEz+OYq3+WTbNgLHuzIc08FTEdHDFR66t/8AjY4xzLPb1FyTMMfvVqt2IrNwj3ea1KjR5vcrSQ4++pDIDqk7A2oKUTqNOnPLcFmdUsur6puLc8Dz6gjAA8cqleZNxkZblsZb4ZARBgenQriowNObz/D53IPHXIWI299DV6yKzz2LOiWpDYlSFNOJ+0YC9oLzgPx9KkUHt1bL18ht3BgVQfePT11QbENNy3VgQPUvXpz6Y1qt33wh8nbhfpuENYRc7ZN/dHoyJ8dpTlvlpQ9tTMWWkGi1IoVIKfzehPr1yp+2Xtz+wxiHUin8Rn7q67a7vZQQCWV2l2kKFGB5Lkh4Gtg3wX8bbj4wcLO4hkV6g3XNrzKYuN7jt9pT9tbSNzbcrb8kSJTh9KHYE0OvXTvLu0O2uzEEjg6QqqZezrXNvMm7HcbzUWjwmnAgquCJ1Az7VqE/yCeKuWeS2JYxdMIkxk5NiK1FFqdT/wDXMuVQoKFRuZdTUKUiqkGmlD0vfdpl3G2Dbc/usKgc6j7FuzNvm1Paq4HFMDmnUZigA4D/AI2uTp2S2m58nCFjuLWqezLmsuuLCpCWFJWUMpWUOvr+NQmmvVe2ry3esuxNdgBjEIwUE+vjywQVZt48yWk1mYIiWh2GkEanD1ZBcDxPZTs1/t+PMNpaLn+17PAZt7cRR2uKhxm/t0FQ+LaHHgrcpdaD0166Cy3KhxABX2fyrnT5lV7/AJuef8aWHyF/HLac75DvvIGD35DVhzXuSpDEtnY4xJK1AvltdFIdj6pDiCpDidR6dVHeNhhub50zVaHDvAf1c/WPbVy2TzB9NaiKTvJgFBKjmDw7DRBeNXjDh/iBkNtmWc3J/OcnUG03KFKdejtsKWe4ZDLaEsS3kitCoENDWtadTNm2axsWObC1xe75tXX0zzpne93utxkYSdDWDulpKgKuJXKmj5JyHkT0Fl6M2h65x2mgXmklKZKAkBX5lA7wD8qkn1p0E3ry62QB9uuoOKAZp8Oyuo/b/wC4t5tj5LO8LRbFo7zhgHerHvczxqlIl9ev2RLKLe3GnSSDcJC2lIZi0H67+9xJX22qVSrU11oOhNrtrNvYZpnNTLguPDtq3+YfNcm7t1OBDQRgD3V4aRy7apflzzO4d4bck4jh8C/c28rIFVYphEJy4phuLFELvk5BVbrKEOAEreWtZSTVI6Ls3IsYWWgL5Bxx0j1jPsGHWuWX8TruclWafaAOfNenGrWwbJst5Z4xwzkTlri2z4flVwuCmbTjsSWpUONCXJejtSrk80I8pSG9qUrW4jaXapA2nVi1u5rdzzqLXuHeAKpxTFeFBpLVhcGyBjmrgQCARgh/MGgt5hyTk7jLk6bZMlx96Xj1sS3klsnQ4qUQiyChxtam0rJQp51JS0PiANSKEdN3W5+NJ40QWIOwBGI6E814mp+3bRBEHNfGRM494g81y/0kJgKvTiX+RK42qG/GuHHLEiJIS80qSofZzktPkpd3746mXgrbWlQVe/t00/ersguEbS4cdRH8Mfcamu2djQ2Jr26GqgIC48jmRw+NXtjXKmL5rZ77mrshiy2WC07OuccLSiQynTutdr5dvuIIUkj5VHoepltuzJwBdBsYaOJXqT2UIuNoMLw2LvvceGAHTt6UrDxv8l+XM781uXrTHxK/5nwjdMEvycHj3SA4GG58eQmIp1au0Hrk06kBTRUR21Jqmtenftu2LevM87pJfBt4oWvaSg1fuALjzGP86LeYG/23aIGFusvc4EHIHQoQcyVCdlQ/xO/kQ5c8Q7HmNo5Ww65Q+CskzHM7fi+PJguycgt94n5LdRBjffup++uNmE5LiosWm5lLhQFFIHVK80eWL+42I3t0NEDL6RsLyBqex0jyGqM0QlmrFOJQUc2K9s2zsZI0OY+BpexpxEmgK8D9JOTkwPJVpeOCeUuV475sW7m+1wLkLJcM6XMlYfkvfC30S31JMifAbcLltmtNrCGAijrKaf5dVyymdbPaNOIamkkplgvXnVgltY5LZojOl4cAC3HAnIrgeq01vxs81EcxeWHKGH8k4hbMmteQ3bH5uH2i3xVyXLdH7UiG5GZiSe+7d7nFCE/cKfW04rYkrVSg6IxXpluHMfE0O0t1IuGCjPivsqHNazRNe3xMj3SmK8W4YoccRlyrZLxPMoiJMTFFWp2xCHHb+ygPx1MPhaG0NumQxqlhO0pTsQQ1uJ26nrwV/mj5M3KV1h5zsode3RNeyctaVYThqecfmCYqBgeNdk+126QOtpNokclwBqjBIxZxDf8AhPDMLSkf5U+F1MW+x8uWFntLiXJhc3s1SVtVA1Un5d2OvVI9wSOvEn26c+0365MDtNvJC1wQ5O1YPaeeLQeIABGVdgvi64smlwBc14DuZHXoKG8cgIyLgm4xZjrD8mLDaZ7LjiULCxHDZ2gkk7vQ0Oh9evqr/iv9x3+bdrGx7nK1272LpAQSji1FaQuYIx7a89/c7y//AG+5O4QhIZg1UGRB/L3VVfB0JxVwgJcjWV5kSWXHGUGsltAcCiqOQNv3CBVSQQn6V169jteNLjhka5RKjmp/rBT1/Cjt4GKJHlNbUoegvCEpD7lu7Y7jO6hRNbdUVK3Sm/k4mgpQ/wB2/wD9lLl7uj0xpuU9nzfhhWxHDvcZTKEKZQnttISEpG5CdqBok1qRT8eq6WHmai6wSVwxrki6RSmna0OmoofY1Gnyr0oApSS9qpxNRmQ828qqaJrU01G4aEJofy69ON602axc6TEgx3psxXbYaJKlk0AIFDWtANo/49KariGjFxrTiGML3FGjM1EGeUcDZ2927MpAVQqU42luqSQqju4Nkg+4PUz+33pHdZ+dQDuVkXD9zBeWB9dW/ZZMC8QGrhbZLb8Z1IKHELCkkGlCDqKFPv8AXqC8OjfpeEcKIRvbLGHMxa7HNazKmmkJqpwGgIIJr6jWuoqadIJNOtamNRa6uxQhYKyVD5KoKgkAVpr8qEenv1tqr0pBLScM6CzmV5qwZbYMqjMuFK3m25itU9ztbWnm1gUASqOrQe5H06L2f7sEkBRAFHaf40JuHaZY7gL8xB7OXsrG5C82oImsNbmnEoeSokVLTnzQfqVlJp9B1UPNuz2+/wDlu92e8GqGe2kafYo94FWXYLyTbdzguYyjmSDsz/KoNdXkuxXFAH4JBJ9CpNDuBr7U1Prr1+b37mbI/wAteYNx2SYOBtbiTSuBLCSWnoCDh0Svde13DL62huYyrZGD+PvpaHlJDVaMsxTOYyS25HnMplupBCu1vDbmvtQfL8K9Ev8AHjzW/afMTZg4t8C7ZKOgDu8na0kUvzLZNu9uMDgrSwt9ow9hoxOKrsm6260yErCitps7q1TRSQQQda1J1969foe8sbjHuez21/GQWzQtcoxB9fGvDm92jrO/kt3hHMehwowbSsjZqRuQAopANABQU1AprTTXq0cKE1PrS8tDiNqgKVoU+pBIrSpoFE/X0Hp0jSCepFYtWVAcWtAKtd1Ke+tKenqaD6DprKlVmUM7/UevyFKV+gFamqfoPUdZwSsrrkR1NDekVHqdKfl9a0/p1lZXdRLkcK03bD+av5qVAJ9amv8AQDrVaqvLswNy1GmtaADQJp8U1oRp7/06UMxWiunrQvZsox7slSQlIWFg0SVGqVa7hWhJB9aaH06+J3+d+0HZ/uwzcGoGXlsRgD+hMTzVT7K9e/au6F15WYw46D6dmXrqhOPprNq5Cv0Ragn7ppxTYH5UKZeOoJpVdF+39+vXH+AW/wD90+2slg4/uQOcDlwdh6+XTKubfe2z8Hc47hO68A+7Kqh53taXs3hSHYUOQxLktsPrktOuPdp6rauytv4D1rU0oadfQOKMOapC4VxGIkB5Bx0qE5jjTCPHfjLGePsOYcxtptkXYCTN7TfbCn1fMlR13Lor6mopXXpThoSEJpblgmdDZnEOMw/3HkLy7AKI9m5NxAQV/loCd4NKV+P4Ek69II9lajmJIBBJ9MhWRbvSin4K+W40/wASTp6UJqR/4dJLWmlte1w6k8q6n7sXahe01IAIB1qKkg1ISSf71r02GEYinC52lMErDSDX013qJ91AEf4qppT609adIwy5e+k5Vjz6pFDUJ0AI+INdNfao9vbrbmocK1UWv2wxXtw126KBIUdoqaAD0HSafjJDV4Cgg5WFbuwsUSkOKAAV+Xe2dKqPp7k+vXym/wC5SVtNlH/48+6N2FemPsYXOguXHID8RUSxVZRNSAElSnEpWaep2j2rWiTqPQnob/22R+7vp/SXtH/lalS/vif+gthxLjRPY7ud7Sj9EJFSa0A9PQV2kf8A5+vrIAcAONeYSSqnE1dMBkfbjSqdKD3JpSqq+pUPQDpZAaVpAKlOIrJhokJO01ptJPrQeoV6ClD/AF6zHMZdDSq7QyoEUoADp66//FrSmn/h0kBxFZ2V8PsBTZI+lDX6evw9iR69bCtKHKtYcKrjMIDk20yY7b/2rriHAl/YpWwhs0qlPqkf69Oqg1cq04KNIKLx5UBmG8ST5N7ul1m5GXkiW2e32n3WiS+Xg03vdG5ohNCk6006nF6OaEwND44w+N5LnLkOieujSx7OH5V/tuCTlQbBakQ2lrmqLa7jNbUQhxUcuJSzb0tpqKNpUoj/ACB6lRM1MVql3IVHuJ//AGQmhB61HuphmCXLjFiyC24/It7i4ze18tyW3HluAbVKffrvcdUoetadRpYrl0iPw6Jwp+Ka1iBbGEJAXEYlMPVWLy7NkY/anVpTaLbHShZ+6mymkNIbKVLq8UqO5x2morUjT162yxMr1GtxTgMOn8KVJuIijGoxRxasyQpAx9M6WDhl/wCOsp50kxuS74xa7NkdyDNpnLdVEt1wmpWtP2jMpwp7SxUFIcILgOn06iebN/vfK3l8S24ScEAqFQE4nDlxTKl7PZQ7tfufK5wgJJVvtC9DzqU+d/Adj41xK35Jx1d2FMXh0RXIy36oG+Mt1uShadzjDiNo3AChHrTpXkPzXufmO0ubK9AM8bVY45IU48RjgedL3rarPZruK4he4wSggjMgjEH10nGNas5iylylXpIK2AoqamSVBJWj8yS2pCAo6a9XIWl5HmW1uC72hyeIHL2Ie3sovokrKH7fxvHYTHuN7vcgW2PeXJCnlRG1t0l3NuK4suyG0tfFKKmi01GnQl9q+WUxD5icPVj7KkvuLdrNcYHg4YKgRcAvWiezLwR4bVn2E3+25DkeQzICGbxPhz5kqS1JuSYzT8FaoZZSz/uFyapwrhpPYajpBBPr0/auggjMrmpK04YkJ1PTiDlwSg11LJPN4TXOdG9CRpCKvyDDEJwzAxU1ZflLm8+zQLFLds0NlzBrY26mQ531NyojEJbUSMpxwqaghxqqiw0Dtc+VfQdVG+QlfmKqeq51ZLIeNdGJ/dDY+HLBPUK1Wsn5S5NvPkrdcusdsVb8xu7z8bCbethYZhstsOkNxm0bZLbYqoqdRtUO56gnpO1M+ru42MjYZ3Esaw/KuPzcwUUjiaLBwhsnPlcSxridQwQZDSuGRwJ7aftgvEvC3IeeYPlfk3iScl5Mv3CM9iTdJEKULXbZyYtulGBb2IjjrNvW2lTbkcJq4Q0StW4km+ed7RkdnDdQNYGxlgHAgEBQBy1KSuNc+2C7a3c5Gz6nvkjeNSBwUH9RwQpgCEGdKK8N0c7Y/wCQHMuG53k2WXvi2HPvzvGNnyOMuQi52aLcJZtT0B8NBCoxSO2QsrQ16+tOuencZ7yctuZTJOBxOIHBOgyq2Wtr4NuzS0ta5mOKgu6csE5DPCry5Lgcgy0S5FwlWa1R3XVqTbmo7cl9uu4oZkyRVsLbbA+CTTSlPXomGt8NeB+POnmktKtKNPv9PbTX/wD05ybyx5ccyxrkILjH/wCT1kbjEmO32nS4OS+KUrBSTQNu7qnbpVIr1WPMOhtm1o+Yyg+xrsvbj6qO7Youiufhn3FtbknVOo/XOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZWknItRyB2ZByNmyXbBrrGe/drXcFMOPSlfJIZYaqVtTu+N4cptSjTr1BfN8QeA8LGc/wCfp0ry7ZHw3a2/OAQhCgjrz9edVdiXBHj7h15cu+FYNZbdfHnXOxK+2adbhTBVKHFNNtoC0biCQfSnQqGw261c8wlZkUhVTqnPtxok/cb2YNYWtYw4KAQSOQxwHZglWhb7Bm8BKv3yci7TnpLrzb6NhYiRlgpiwW3VlLr4QhG4qICQTtHp0Ttt0szD+7J3icMDiKFzbdd+J3WktHZhjl17eNZe9Q4V0hNW7LMbtuQsp29iJLjRpzvbRVaaISS8ppDgNU/Knqeo8/8AbrjF+h0a/qwx9ZBT3VIgG427j4BezDFAoPqQgn31/Ew0M2NMKHaoOJ4/vKmYbbEe1RVu7SneslI7rrtKAKJI9gK9ORtsmgMg06uIahTtpqU38p1T+I48NQOJ6Dl0AqLvt4i8ll6+ZRboj1tdLzTUO4toW5Ta4Y7h37kgqQmpAB+nT0giedJJBXhnSIYp2OXSfWKwknm+1pltvMn7mKqQI6LrCaSdyhUrSJRjbxRAIqVfhXp1sluxmrSS5EVOPanxrZhuZGkOKE8CcE9WFQa88ycA4vNu9x/eFtX2eE/uJeckPLbSF9xbDDa0HsJccUVH13+tekxXcEZKqPVTjtvuJWAAsDRkfd7arjIvK/i9llpFkkzZ8lZ29tMJ5Cw6KUW5UpqkJP5gqg/r1LN7ExmtrXO9SYdpphm2PDy1z2lx4ZJ0WoJdPL/Fbe2pdzsV1fIO1twIW5ooFJ0K1KKEamlakevt0OdvtlHIGyNkaewGpzPLtw9qxFmnt/Cq2u/nfjMBYjNYNOmpXuQ53IoMYsEAbXkrqnaddFenr1JG/Wc2ETXntwy5Kax/lqVh1vl74HqBNYOR553RSQLPiMGPHY2ttNKcbQltlsfpshpobGQgfStdfr0GvN1ZHITpOk9cfXRG22GR7e6Wk+uold/Obki7OPC1YdHffitLcSpl0OONoIBV2wGj20qJorWhHTVt5gLCjI2taubiTU13lzAOkIc5CgaCnrqI2XzR8oMsuEK0Ylhbc59byoraWo8h0s92oUHAlpTgU0rWgqfxp1Kl3Rs7ST4YIHBfjkKXDYmycjDicgnEZDrTPPCBfJ/IDmW4F5BQrThORQ5TjxlTVoimfbJSEvUiqfcTJWZcNxK20g0BSR9eudbzCLmdt0XuMbG5NGB59M8FOQqyQSynSyX/AHCc3ZonIcuGVEJzByB4Pfx48Z32+WnBoWQ5Rf3ZL02ba7Y1ebnd51zLiHrlcL04hbESIp1e0up3hlVAaDqDJu161ga0OjtQQCG4ZDNxzcg5IBU2LbmzKGNDpy1xGrAddJ+A40kPyX87MbzGJhk3hfIsvun7o2u8ZPh9ihouL2NylIAf+4m7gIrO1Ac21LanU1R69TrTcbWImSYOlLvlDDkDnq5fjTn9ofGGkYFO8VTsBGOIKqfwqO+NfmhhnI/IVl4+5CXf8iRlzogw5dyi7JESUnYw65OfcddkPSC0jaA5tSkAhKR0VN5tlyAy0bJHNycFBHbwNIdYTwNJRpYRnqxBzGHI1s/4N48cQKwdi2xcbsUk/agrSuND3OBxtKwpe9tXdWpChuJOpPUh2oANIRulE+PrpcDGfrb+rH2e386UH5uYdafH9iRAxyZFskC+SVqmQX1FuGwwlvvxiuMjYpMILQWkrBKG1rp+HQXcI2eEWg/MD0Tp6dKctixk7QQjAVJPEEoopb3E/wDK3deM7nmFwb46x9uzYjEmYzYLtFjsybhNW0219qX48NpDi0SCSypZUEpIB6j+T7zbvLm5XN3fmZ8MkSI3HvAggAKNIdkuQ5U55gs7rdYY22TmskZLieGkhNSHlmmZqP8AnXneRSOE/FR42eE7yBld/kchvWxFpe/bQ0mLIu6LRMhIBcVE7dyDaJK1o/VO5NSBW4ecr+a02Sxh0jxJ7ovQju9xi6SOffThjjQTy9DFNfGWQgOZC5yjAlX6QR/4VIxUYGuvxE8G+Q/LrKL5zLemY2N3bH7lZWXMUdZbbanW+EUuIStxvZIcuc2GhbCHlNpopKSTUHrlu830dlcsuLyMh8rMEIUAYYqMTzOdXATSSh8cT2q0gjAgE8D2cSOOdMPheDn/AJEfyDcc5NxQ9CjqyHGUXSdAukX7+JHlQIT8iWqVb2SJU592yOLZfQypLpeZDgNUk9ObFcRbhH9QwfujU1/IgDAgHmMOeC1GlnkEh1nvoxzejySvPDDjgfXTwLfz8viCflGLPYxjnIWQ5HGtplXF+9pt0DHmm7c1aWY0gvQZs2fbW4shqY0yHGZDExNJC0tkkO7ts9rvNrPte4NY+2nidG8OCtIcEXTk5MwuRxGNO7XuBsUu7ZoLg8EOKhwIcp0nkccsOS5UPXla1G5g4ktGMxHWVvZTKnutpTQtF2NIDbqWlCqX20OJVRSCQaA6VHXxs87+RNy+1HnvctnvGkQBsphchDHNc/UNBIDXaA5p7qhoQHKvWOxbvZ77tUN5bFWPc0EKpDgMQ4ZhThihOdI8z/BshwLJcm46FvlS1tSNkZAXsLrKmvQBQSja5Wn0Ch79do/wxv37l91beQElwt5hIGqmpmDSRx1Aq1cwhqv/AHVhY3yrLqA1BzNPND8EyNW9wvxFmdtes82ViDKGW3PvDIiuI+5YAqe+80202p0NGhWlKlV9adfXJxEMJL0Divvryq3S4hqBDio94KUTXAVwdh8/3S7OMw5KbUgbYx2puUN9Q3H7k0SG2XQTsCiKJIrXpelz7cRAgEj0Wo1xKA3UMQD8PT2UzVny6xKFKUzPfTEQ0SglQCNxbUpCgreQafH6U6inbCApKN5khKHm8DeGJWvOnzQ45uEpxiHc2XVNOFLg7jZUj3Ktu8k0r70+nWhYcA4Feoxpk3KlAQKntk8ouPbitDTk5tLlEgVBopJoRQioIof7daftzh8j2+twWtG8ja4B47EX+VZvLeUsPyqwP2a2zUuSJZ2UoUqIWKbggFJprQkafXp6xtHw3LZSWnTyIJqHf3kc1s+KMEkkcDkMf5V8xcTxZ7E49pfgRSpuK2VSCwlTVGtxFElBotRNFa0p6evU43shnLgUUnCgYia6IAhUC+n51D+OeecHwqNcsYvV2TD/AGiU1HQFKSENIfcc+2bCiUoNUoIroKdCrzRcTlxexrwADqKZ9tHtsmMFuGPa7QflQLhx9nwq3bXz5xpkqFKteURH9qloUkzY5Vuac7alEJcJSjuGhqOmWWb3/wC26N6D9Lg5PZRA3kSan62tJTvAjHoudWRAbZv0f7mFKZdSoaALbcQQU10KFEFJ6akjfGUeDSmyeIToQj2dtUJztjk3/Y11kNQfu3IX/eskJUpFWf8AqpQtvcoLcbJ2j0qKe/Ui0dplBVBxpi4Ba0sTuFE49aGPF85vd/xWG2xjJXKt6DCdDrT6nUlr/oqcCUalTVKE0NB1Jns4mSuLn908gufCsiu5C1rQzEca8lwXdPs1G4xFwVOpcGztrbBX+YIQlzYopp60+vXwf/z48iO8ofcqXd4BI2w3KFWuIwcUUYoASMWuHTCvan2m3j+8eW4vF0ePF3S0H5U/PMUInPmNnIsFuoFXXraFPs1FSDtBPxINPmka9eHPt3un9s8xQrhHLgfbXU7uMSQuaccjUB8S88yG8W77O6MLZYtL32+9QR2l9glooTQha3CU109P79foV/xt8zu3v7eW0UrmvntljJBU6WlGqOChCnPpXjj7k7cLffnTNBDHoR1549q401vF7rHnw2lJFFJSlOtaA1opKtxIJSU6j069JtOoBMK5o4Nbljh6CrTtw3FBIGtPUDQDQGgJoCPb6dNFCeQpNWNbzVKdSa0AofQAAFVNPiAdfTrXGsB4ipPHcS0aqrShFUlFAKUHxpp1qt1kO9Fdb2L21IFVGtB9D7bTp1lZWKH26QpCl6kEgetafm2ep1H/AB6zj0rVQTI1JQh3YQPWoBqojWiajXQHQ9byrRKFDmaErP2H3nu8ApG1e1QUQQRUlJJ9Co6DQjr5O/8Aci2ENk2jzDE3veIWOP8ApLeHrA7K9N/ZG9DrCazecAVCenoKFGeqVbeR4Ulj4iQ9sX/mlQeZJUFBA1O6vppu16h/9t/zC5dy2nUhE/yrm1wOIH+lOHbTv3utBJYRT8AAfYQg9dYzmBqXKfiydzjZDbDqkF5xmimljVTiUEuHT8ulR19e4DqBBzWvMcPzocivX2UbfBmYqewG3tPO/qRQlpXyAJKUglat3ommgJ/p69KlQv1cT/KoB1OJDvlBxHOpvcM7tMaSpL81hnepKUoW4EJKlAjakE1311/8OkhryFArZ8NpOI4YVO7FfYU2KhTTzayunopJWQRtqTuNdtNPU9R5NapwpIc2THiF9/MVLAtqoIApXU1qjXQHTXd03pKoc6da3HSa+jtIoAddBRNBr7kaCnWkSlPaBlXlcaqCAg0CdFAV2jQmpFNPwPWGkDAev2VGb5GSYzpUfRPsT6CoSTQajX0/HrKfYVGSUDHK7BRd2wQdm/clJGqfgaGvoRWn49fKP/uUF30+yuGXjH3xvzr0v9ik+muuv51H8PiCRLKiNyi6NtdpFNgCh6bdPqemv+2xEBb73Kn/ALoHsYynfvkXfSWrRzNE1jzBR20hKtSjcB/8PxIBJO0bRrT/ANvX1dYONeZcsKue3tkMNU1IHqaUUqh0260oPoNOlOxKU0Q7WdK1mNp1A9wNQNo9BqR9f/d1s4U41SMc67kpI9yqor6AbSKGvpX06zBa3XjmAhtVFCmlKp+VfXQ1pQD36TgXAjhTKnWpwPxqssulqj2+a4pw0biyHAlAAUopZIH5vQVpr6dLA1Yc6dXTjyxoe8PQmRY7ktuncfuLXZpRK+8g1TRf/KFq9fxr09MvitGKBtQIQTESOJNC35VXm82q8WApub8B/tlsyoUhcZSu2APt3Xj+ftOVNUiiqVPWOfMWDwS7X/pVfdUKSMGXQ4AhPTlQxS+beXcEjRWbJnmTwFSXglMgzA8y62V9xK+xIacQ5HKSRoQPxOnUX67crWYN8SQEhQvLovD8aci2+yuICdADNWTSfzwNdmQ81cqZ2ptOQ8g3e8MREhDcZt1DcVCnUpSSuM0oNuvFII3HcsCtKdKk3O/kIc+VyjJEHwFRxt9tE4ymNJcsSTgOQOA6mjG46gWu9YAqbe7d/uO32iGqfcu8j7tSSU7g8pxQWveVNlQPqKaUp0fbNtEu1A74YjACT+7kUGJC8v5U4m4w3DRtxkbJ4YXQMgTxHKotyzz/AG7JuHr5d7TfLneLVisN5MRh24LnGEwhksqR3lFTxQw21sBVucSNPx6I7FuXlW62iWbyy+BzFLS6IDBzVKEZhOXPhUDcNv3obhGzcNYCKA7+ninBTwypN73nRhzVrM79xmOhAWhbG94tlSdye2Qj571UIAoKdVx3mBxGMsidFPwo+zy5dA5kdpwTr0p5ngDznw3fOArn5H5l275Iw6JIMbHWH1OTIcdtnuNSba2oLkCTLUjtlSUUQNwPr0Rsbk3LmCN6GUoXFSQDnh+Ga1B3C3ls7Rz7lmuODFjQQA8goVPDSSnRVRa/vi/57yeX/KbJ2MrmQcbwU2V264HanI627iuSuS4h2O5IW4ppbseIUoACCspJ1BNOiO+wwQ7eRZNLkRScyBgp9fDnQry5Lcu3Zkm4SJCWuIb/AEvVWtHF2HrwopfIK5ZDn3HWQ55fY9pgYZHYKJCkyVrkN2uPd2Y0h1mCpO2PFL6Q0pNS44SqmlOqZMx3gaiBo9FNXyB7vq3SOwwI4IMMKW15J8X2OLlfjPnXC9mtN1kZkqwi53QaRbOiJdO68/cn4/bE23tQ33HeyXGu4sJ3Ggr1Xts8ySbbfTT3TWmOCQPbqVqhrgqc8MAMicaVdNfMxsOpyzRlpwUAgKOgxGfKvR/LPlfL/jpb/Hu5cLqdnyM4Y/29dEMW5dzeS/Bt/YRNYchK3wpHaTUp1QtJoeuleaL6bcPLsV5CEaLkLgqNc0uavQZLktAfL8TLXeXRPOkyQOIwVTqA0oeKqV41SHh3zxzBm2QzsB5gxmHDusSyOnEb45Z5ERy2oKf1Wx8C7tmurDikqUW0kU/HrmlrGH3TpXFJRjgmIPDoD0zq7ykxwNcTqjJ0hQmQVV9SV4eUrdikGdeIt1yaberuh97urS66WWlBalOBuLEDrUds/wCNVBX1Ar1cGEFoIwJGVCi+IEtDlxxSmk/+nPEAea3L37VcPuIh8ZsyMiIuQ645Ge/81uF/tiGXwlbYKO7uKKo1Tr6dVXzESbVmoYiQe8O/IUd2lPGKKmg/EVue9VCj9c6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlaElv4Wncj2mBIh89otgu0USGWUvMpcPdTuaa2fHu1V6FCqDqyx+e798jrWXbboSAope4g9mH8a5qPLMbAJxdReH/AMCYdUNXhwJmfjzxnEmYzyxyXZrffcdlvWqbcL/LciLnSSFLfTAZuyw7LDGilqNUhRogkdQd+3LzFbOa6xhldC8k91Xcszw6A8BU7bbfaIgfqHMMwCEuRSOg+JqjfIPnnwLwZL2U/wD5U9zuSJl+jMSrBi1xjT0sfeuJQhIhx3u5Fg7yC4+k0ZSCojqFt3m7zDLKbaS1jY5rSQSH4kY5KnqwU4UiXadklLnw3Ej3F2LRwBzxTDtohvGzLP4/uRsyi33jXyIuWfZHaIiFu49Iv4ucUOOsh1aWUKjhTbw2kJINFhOlep1pvXnbdGuaLaJjAUBDACR2lxzzPsrbdo8v202ts1y54XBxy6gED21J+efPf+MywN3Pj7l69XxyRa36ybfCsOSNpkvNuFJUh2BEaK+2uvoapV6+3ReJ3m60kDnSNYoxwGI6DHjxrJIthu2OjMU0pa71h3NVHDiOFD1xJ5dfw7cqZxD49xTF7+9fbmgiA7kFqyaNHnLSdriG5VzfSlxyhr2/Ug1+vVhtbjzXcO8OC7b4iKmA/D+VDpNr8vxgeJZSNa4orne497M8PZUh5U8iOG/FbKb9Z3uCr3fOM5sNuTiiocdVxbdmrO9Tjirg6UwIcVn4t7VKDhV6e/T+4Q7463jmnunNnAR6Ep2d3A45nnTEcG1RzGCG2iMDgNDXFCD1JVBwThypVnP38lHEOT2nI0YH4pwoV4cCm2J9yatraW36hXfdS0+HFio2q2+lfToBFul9bzaPElkAJGeHsOKeui7LKzJBNvFG4jHFQOzDGqg8e/NfFeQ+RsR455J4ZsuMWi4x0gZSG4p/+03FFRZZDG3svMggshZ+aAQda9EbPdpbi6ET5XxucMASS1Rw9fCmbq0to2FzYoXYZ6ePBRyXOpv5tY5m/DN3j3bFIcC68f3yO0/EujbYcYYDw3tPIV2lBDNTsUkmrah+PRa+t7mBglDi6PMlFI/4vwqNA21f3C0RyIECpwxA54+vHCl9YhzrcbRmdml5xGjOYs3NabvDcdtoqTCW4A4+G3UdlxtCa7kH1T9eocFxpmAuXnwzkUGB4HDFOB7VqRLYrBqtwrxmOY458eVO8uvi5xlzHgdgzzhaxynYtwbjSnwgEMoLqEOLYR2kBC21J+SaAkpI+nVh+kt9Wi8e5rSOLuP5UKhuNUn/AE0eqNqqQPTvD3irY4n8H43Hs2dlOayLLbIVxtKWG7VOfaUpKnG1JUt5l1QKUraJ/wDi3CoFa9DLm622FxZYtc6RUJOIw5Y0atba9EZmnLWRkYIMcccVqu+X/IHjPwZhC2Y9x1GyvM8jlpuEO8x0xHftmioLcfflrVRqI6yjcyGzR2pFQRTqGA6VwLSkZVQMB/E0O3Cb6NniFofM7AOKDtT8+ZzqF+QlpuHm/wACQuW+MMxm43yFZrc0qRHxqa7CSz2N78Zp1MdaVyIzTlUud07glRSD0Rft7Gw+HE9VAIPA8U/DkaHtuWXbWucxRqxB5ojg7HkdQ59tL8uXLPk75R8Z4v4U37i9iTn9kuAjQ86WjYmHAZUhl+Gp0AqlB8JBDSqpd3Cuor1Wpz9TG+DSWzHMnIY4+sVbIFggjCguBABXBOHWia8J8awHxj5vyDgzmnCbC1Mza0/7ffuNwisuH7xbSYz6GFrSpH3UNwqKFpUQgHSp6hPhZG36aP50VR+r06Ut1yHXAmcpaSGuxw1Hip4HKptyX4ScH+MHNlxyLCbdcZmQ5lIN/sL0jvPWaK/IcD0V9FG3WHYhYrvS2pKu4BuoK1JbcGu74xeBj+frrHB4ldGWgN0rlwPADmOa1f8Aiuc82mQj9t5On257bHUuM6XHYqy38kNKh71EMilCKaj16sDO8AHKTUPw2MJDFHYSPTpyqX+TT0fkXjyGrmuJD/3rOs8u14zLgNqk26dN7aSltkpO5BuTSdy21na05RQ6gONtHMHXPfgGCHM8SMOJGR7KRJrEgLAj3YL/AKeZ9fv7aTj4/wD8fjuLXK4ct8vTG3cYg5Ei4NYu6kFhVu+/EltuVbwVJU0qGna4skoUrQmunQZlgLiQIS2J0wKcdIKgHgmXsqcbtrIXeLjcCJwQHuqiaiRiUzAHHpRVedH8hXGd98oPH3DsW4SsN14ytFhtWJTskjMszHbZcr7eYaIaUsw2e1OtVvgR0IDQIU2hRK1btAb3W7Eu9WO2xuMx1t7xKtZJI/IYkEoAp4YCoUcZG2T3nhsiiMGkIEe5rW4uGGBXhxFWhhnnTi/h35t5HYGMWuczibL8KxuRPkG3sxFYwuXLnCVIlPBg/udo2qDzIaIeZW3T5JOk77h+XheXf9ukiBvYrJkrHMKAOV4c1w+U6gFTAg0N8vTFDOHrbul0PDirmt0gh7cyUODgeCJxoXfOn+QSFdfLjjzkLhTMFXvEsVnWKXdWYb0hpLzCpbT0xbN0irakRZT7WiQ0rclsqr69cu2mB+228dvKEkDlcnBevNPdV1ntmGN/08isLV/4umWXKmw8O/yX+OUzk7JsVzDgnI8tXnuNLOP5PaZeFz7gZMz7BMz91av7zJYetCu/GQ2w085cIMhK1qDiXUKsf1cDGs0Nk8YEFNTdJbqxUnEnIpkirUJ1mHTyGcsdA8AxgByMcGFvYNRxwyJKYgUxjlLneHyZiHCXGGP8TY5htoxy9QLym/Rpri5VsatbSUwsesNmVbYz1rgXSC6lUtch11bgb0SKg9eV/wDMDa7ncPtqXW9s2V4vWPMqEyRoHAsZ/Q2QORyIHABpBOI6N9qpWWu7sgLgwRxOGkFA9f1OK94t6q5VcTQeeRnB9j5Czm2ZLjt0Xbpa1zG5z0ZTTa1vstgxojjhKjFbkuAgPKohtVASAeuS/wCEP2t857Xvs3ni4hMO0yxIkmGqRp0sLHDHS5pdqQENcGhcasf3b817KzaRtNzKDeOIUNxIaMVI4oUUYEhSFrqwjgPkHCcVv3IVuyeXOjWFcr9vauG2RFusZtn4pS04Q4tRcStoL27HVJChoR19SLuzLv2XI5p5Z/zNeaYNygl/dYdAREIT068qG/ge+v5DmHIWXy7ZAiPPsS+60wpLcmrK3A+3OpUNyQWyQEqVtKdtekPb4QDcEVPzqR4ger83HvHljWMs8C351dpZulwcSwt2RRe5SUPJ7hPcXu2bFH0FNAfXoVut5cxwA27dbzh2er30Hgfbv1PkKNzxwVasK1cWcVwlPvNz1tqUoFT3eiJcQsAkGocC0qQr+vx6BNm38oSwnpw93Osdc7c0pqYnrOAqRRo+DWtaWI7yTsSFlap4Klr0JdU5uCQgqQSUJIGtOkuj8wytPcAbyDeH51n1m2R4seFNWlxPerfkuaRrHaHozymAhxQj1W92++jcO7qSCPUehpp0T2ey3OC6DrtobCWlCQhUZ49eVR7u+tJo/DhdqfxA5enGmR5Gq7Q7NDtFosIedWwpMiWaoXVPq46onYywEnX/ACr6dSLW3mddGeR5I1FBwFN3MsTYBDExuIxPHtoAuWcWxPGrp33LYxNnXUOILj5cQBtSvcXEpUUuiqjStCAPUAnoZu+23N5cGS2eQSO9lgBgg7edS7DcmWkLY5GkjFE58z06UL9wQzEgO27F5sXG5QdbIlxtsbcEKBSHdi9oJcAookj26mbDsN5t87ZZHkwuCJ06/HHjStw32C5gMTGOEgOB5HinqqIPZH5JwytiycvIabZbqsxHnJQSaqKEudladxAp8QQT10OJt1J3WOiAHONap8s0TTrmEpcce68gJRZ8a+X/ACzgfEV5xvNrajOLvsW1FvbBTFbXGkHY63cUTy+6nthZUhxAUaaakDrL3aLa4e24laG3AajizutceDtPDrjSbTe7q01Wkavt3OUa/nHQEcPVU04xzzJZ9nYlIllKbqVyX2Ga7G1BwNtJSUIFaINApVCfWlOgDLaKZxE/6XEcsqtTZHi3bKMC8Ap2+iVZmdsi42pqal5195tvuK3LK1KFEgio+VU+9aadfN3/ALhP2/d5o+1TvMFuxztw2xxeEBKsGJGHTUcc/VXob7E72LTdn7ZKUimYrf8AiX0GFDnd7e1coNwgrCVomRn2lVQTRRQSjcD+Ybk0/v18F7a4Npcx3MZKseD6lxr1zgQpoNuBnFYxyVlGKSAEJM9UyHpSiXjtWkJNaL7n4UoevtN/g/52ZcTzbFI7uXFu2Rqn9bRpcnsb7a88/d7ZnOtm3rQFjkQ9hxHvWmlYK6Gz2yRUqFf/AIanRO0HbQEetOvprE4lq5FK81St0uwyIq/bW5u2Aj0qRQgE60rUH1B9fbrbiuJpsVZ1tQVNppTb8a1Jr8fUg0qae461WIAV51n0N1II/ClTTQ+m5VNKg6V61Ss69JYUhNNaHQGhO0gafH126/36xQvWsrwONBLvpUn4iqvQU9vxI9esx41pahWQIJQs7DWu06aFOtQR7U19Pb3638aS5NQPGhk5IbUzCdca2pVTd7lI+dVChNVVpr6+lOvAH/cN2I3/ANohucYJltpA4EYkaSCezBV9+Fdy+yV1o3iS2dk9v4UIGRuuNZJYZbhISt+PVZ1UVNvBo1IoNxSvTTQdeH/+3r5gbt33Ul2wn/7RG0/+E4/+pMPwrq/3esRceVzIAFY/3Jl6dlZflpZj2xp5NQS24DR1tv0STUuLGxI09T1957ZwErkrxywK4J/Gq24i5fZU3Mx9i4toktOhPZXKBAGvo4du5sKGh6lO72IHBaYuYC950kNYCicT6Z0KXk7yrn1s5KsFktt7VGjrlQ3XxHkbUpZfVQLeWk1pUe1OmZHOYRpKCpEUDC0uy7hOHEjBe0/Gmt+PlzuF1xGyTp14hvF6GySoyUFSnECjhqog6kevt+J6c06VCHDpUPw3kly4EDPNePavuovYl0tzSEd+6wBRIBQqWyK7R8ir5aVPTLgU4060FV4V715PjrCQHr3bUgggb5bY+IpTTcCfXSv/AB6Z8ORxVDSyW4Ka8MjPMMjBffyO0tJTSoXKaHy9f+Y1V9fw6wQynJpJpIDBiUrCSsrx29RnXLXdYUxCUhKlxXUuICwDQVSTX19f/wA/SXRvYO+CAaWERRj1oOuVlsv3RkoWknuAk11oG1A1AJ0FfTWtevlJ/wBylBt2zu/V46eyN9el/sWotrleI/GsBh8iPFlbX1pSnu6JGh1SkCvtUf8A3V6z/trFds3kIf8AeX/ysFK++OENsMM6JCy3CJ8KKT/gKDTan+5APy99evqw0tI7uVea5f8AcKc6t2FcInaaJWkhQG31oSUiproUn/x6wimlCoKyn7hFrUrSPWtVaroSKkE6/TTTpKeythAEGVdibnET/wDNTuIrRSh9RrT0PWOaXBMhW+NYW5XuIEEJX6CoKVUJqdadz8opoT/bpJDm4DIVogGqJ5MyCG1YbkSsVVGWkAqJAUpSUg7dwNAD/bp+FhDguS03MCYnIpwqjrDkcCNjTaa6rekOoSFbSFDRJroSRQEAeoGnp05NjLTcDg2MNd83IZeug48vsblchY5YZtryCQxd4sqK4VvvfDtVq+y7SmxJO0AmpFak16VbXhsLhtyArhkOoK1B3Czbdft4tDlxHJCPapUdlC5lt3X/ALNj2y5IS5c40OVDRIjLS8pTnYCWUMPIG5tDakElSqfj0zvW7Ddb7xvCbGSVRuWPLlzIyWs2uxfZwhpe6QBArvmJ5nn20E/GWY5TE405lvbtwdm3XGpqXoX3GjaWWQ/WKdmrYWED5D5A6/h0JBcHNXFycaNPIdG9QCQ48PT205jxK5MybNfFjHshxMwmrvl1oFuuMWepAKpbbDyWnm3Fb0o7C1KQd4AUkg+3Vu8xeVdu33y+2wDnOY+EIh0kOcAXAlD+ocsqC2e7zWF4y5fg4tAcgXALgPVVFXfjPJ8J4b5dbyVBE+4W18RI0ZPZQt8ofW4W2mKoUhKVmiwfl6dVn7ffb+98nWt/LcStkNwQ4BoKBAQVVeBReNFd68w2u6zQst2kaGlVQkjD1rhlwrWIkYFkbK5DsqPOSkvy3UFTru8t991QNAfUJHp+HQqXS0kFQFPA86t0Lh4bARjpHwFbHf8AHD475twJ4U8vc35zJ+9sHKTDwxXGH5Lkhm2LcipgsLjsvqIbkPh/vPluiQoelR1d9r259pZQy69Tnnx3f6G5Bo7QFd1qkbxcM3B88jGpEweE1f1HMv6IcAOIGNFt/ER42yOf/ILNbbBRjrruBYI3d5jt8fCHbe1cbu5b4ctpvtuyJFslXBtLMlLKFOjQkoSNxKb7uFna7Y99zqOsgANCuOKn1YLigPbQHY7G7ud1bDaNY+YMce8QGhAgzzPZlUw/kG5AuXCs8+OeT2682tUbMmUZ/Ag3R9zGXYbzoch3aEqI8ldwdusGYhbZWhLTTPrVY+NInumzWgbaElr+80qgPaDivBOFX6zt3x3Pi3TQJGu0PaQrmkYEcsM1BxUV38U3nFuYeBuQuAceYumC4pikOC/Z+S0iO9JiwZMNUqY1ZpMhtyexdmyC00KhllpBCKkgdFPLO0x3ezzXF9FquPEEZBAPzNJLgMkGZTAKOtQvMJ8HchaWznxxuiEoe3gQ5A0dSPctCD5p+UmXeE+cePvBENgeQ2Mqx5m7WfLslZjy703sfbW02WnAtcqeWn0Nr3KSoFNU1OhVd7tq2huyysLWsBaHKGnSBgThiRkOlMQ7S6DczPbv1OcwOAcCSS4nUwJl/UOWIozfH/Ib/wA3Y3G5evlltWIvyG5cBeMwo8By5NRtq2iFyICS7FfaJJeaWApFBXXoTb7KWWTNxika+NzSozcoOI54cu007ebo+O6FhPG9kmtMSgAGTiDz50L/ACetLU69w8awTbbmpcpC7nJH2iZKkuFSnQtwfcSVLXX5FQFNKenRSJpMY1u/TkOFSwxrXakAPEpgTTKP/Tvl8ecXLqJVlFueHjBmahIQ6l1txB5Z4WAZJ2hxK6AEgmmnVX8wp9I1DgJR/wCl1HdpXxiv9GfrFbmfVPo/XOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZWghYOHsdyu34verTdoeN3SyXFlVkgxpyYEEW6NtQI0ZxToZS7Ib+Skujaon1FeusQy6Xocqo8sb5IgG/L6Yfwqc+X/hTZOcsJayWyQLc1yDarfvRIaYYSLiW2E/IJotoOOEfqhJIJ1GnRIR291GLeVGr8rskPInr/AAoDcRzMcXwkiRiqP6hmg41qycvcXQONMmm4hyFCftF/U+9uhftbKFOBKx3O3VAdDoABoBqlVfTql3+3z20xjmXUXH2cCKh2d+90j3wExzA4jtz6EV6uCMrtnDfIFs5Fw+73qDcrG+lD8eM05Gj3GGhxJchyWkNbVaaoJG5C/wAK9TdoZ4U5lDimRBVCORTjyPCnrie5u9JLllZk5Mlz7R0OFPu5Q4xwL+Qzx/Z5N47WxB5PtdtEuZFcQwzcJzkdqjj6ozYS6tzc2Q80UhS/zU6tNzD40QYiNd8jjkOvUeiU9Yza3NeA5s4Ia8JxzIIy73BMjka10sssOV8f5O4w4mbjeZYpcg+243vZlQJ8NyrE2OfgVMvbTQ/lWglJ1r0ElFxZzhoJZcN4jgozHMH2Gj4NtdwOa4B8DwhB4EfBwzB4HGn+eHvkxiXmrxK5whyq5Ei8rY5bxDiuyHEIXcAhGyI8wtxQU4xJTVTaqkIdqg9W+zvLfc4S3SAQAJGpkeY6HPD4iq3NbSW8ohmc8o0lrsO8Bkf+IDB3XoaA/wAmPHvIeEr0Y9ptaLq3LlPJJfYDTKFKcKmwwtZ3gNhNHagFC/qD1Q9z2m4splhDntc4kLjgvMcB1yo5Z3LJI2AuBKYqQHAgYqPeKEGV+6W5gzboxb7TKYkIdj9l5ppxt5Kg4y+zQFRWhwD0+X09egElvNE7xHd13Q4g86J+JHJ+08AsOHRPT3U67wtvOS+ZfD904azfE7lKftrLka2ZPMgvN29p1TakokxQv5yYkttIK9oAQoa9X7at0+o23Vft0uZgVwLuCgHpnVZurAG4EcR1xYlcdIxw739TTyXlVqYX/FJ438GOys58neRIU+DbpLsyDY3JUVpgREK7qI76VuIYRQCnzUSE+xNeh0lzZwu1W7S53N3DsHIUQitbqWL/AK+ZEOTSGtI6nMnnw6VKYv8AK34sYLnNh8fODcbbYxQPItLGRsIDdkjvJUEGOLs4kIedUkfpoaTsNCAodatz/dLhrZ3kOOAJwCD0w4mt3Bis2+PDEBahFcSWgE5KM0XAuOA7KFn+RfB+b+Sl2rO8Y5byS3Y38HkQsdlrhQGmHQl8PkR963nEkfEq0ABFPXold7W+BgMJLRioGfap4mhbtwdIzw7oaiX5gnup+kAYIubvZSmeSXc5ukS2rzPLJt/FjtyoluS8648huqUqdcJUkFKlr+QSCUoUSE0B6DT6yQSe63hzWnDayTYOIJTAJ6+ypT4LeY8/grlcYjkUsrwHJ5f2D8SUUCMxKluJSppe41LEvUtpAol0+1a9PWO6x2kn9uuXHSULDyJzaOh9xpz+xyeB9fbOBYR+40grgiEEcjmuY9lON5atszi7Kcf8jOL196zu/b3KW5DQlxb1uV832z2we3IiNrIoTWmlepN7A2M+I35XZ+vOkQzSOYIiQHg90jn2HgQvZVi+RPA2G+enGuHc3cZZa3h+aY/IhOXS6wlttuxJrBQsSXEtndWiNqhWhqajoSyNmsxu+Zp7rsfZ66JsLHsUopCEHHpiOYOIIrIcg5tiY4ex3i3Ls8jZdyFisSPHFztspC7hSKEh1ElcIOvhLe6uwULidAKdPwROZda2EaCMR09PzqRGdULQuuRv6vdj0HHrVMWGLxy20wLvAvTBG0NXViBd4/YWo/nMxpxxxGxJruUCAT/bo6wvRTlUd5VyOJXtFFPyXxBaM84fwt6LnC5ESxyG5luucuRvkNsBf3EXvSW0qU/2nUhorpXYaKGlBEEEMztMziGk4EZgjJV4c6hXcr2hojauk5le8OXaClK9yGRzxnasxwaHcodhwyLGlp/dJLwC3orIImKYhg92b2vl26BO8ioHv0NuNEc8lvbn9oFAVK/6kFT7WQuaJSB4uKhP08MevFKqDA+Y/GjgnIMc4+y3BY+Z3u3TItykZU7GblCMxAuLL/7kH1Odplp3uB0tbQpspIVU9B7OJ0O+wTyPDbQTtPINDT8x9efSid1Mbja5IBGXSPhchXL/AEnifxoqvIrn3hnyG408iOTsawy2xRj+GQsZtF/jMNT0uXaHapLSEs/bsJZ7BdmIOxsrcqqppTruE13bjatw3OGVsttHaygu+bvaC3A8ULgFGABrn/gTvu44C3Q9zowGgacFBXHEYLhxpZHjH4zZf5jZJY8NxHFYuLXLAbHEXdHX46xAu7iUoYdZenVQmRATLo6lakpdZbVtVU+vB727tYrSK5kjLQxGnSiZIcTmAchnjXRtUrnuhjc1dBwOBIHuXtwpteefx6ZDwTzf4uZriFxVKu2Ry4Nku+O3MtqZVclJTRblQFOohS2Hm6DV2KsKSKgHpzZ7i13CUiDF7XIhGbTj7cPwoZdXc8ZYJe4x0akcWvBAzHNcshzp+HE9vvZvzVhfhWOddn7IDHcXLdehRLciFJfaLCHYrs9DLzZVtaTSSpbKqHYK9Sr7b7e/jfb3jPFtXorMw4cFBww5Gn7e5kgm8aIsFwCQrlADsVRMceCeuhR50k5jwlyJGx2PIteRPZhcLhEbEFh5LTr7cmMuUzDMNb263PocSpCHFdzuBxKtUnrqPkDyxtLNoSz1Q28IA0jSgaSSiYIQeQRK5X523rcWbjomLHukUqA44jA9TmExWjOyfK3rlxJZsav2KycbZk21AnyJcRmGZzT4CnGgtodxsOr1pQKoNCOjrdqg+qkkjlbK0FEBVP4iq+zc7mCzihex0Tm/qPFc881paqsbwnFrNyPKwy2N2S6vQJC4PcSlli4OMocWpUdatjRVHdTuUFDuLCj669VC88ZshJxjDivTkvbXRbSVklsq/veFhwUcfzSlRHlnka1uuRb1b2mpgU8vuPfattPbnFq7jSK0ofzUHsegR3WaEoWCsh2KK6Y1+vThwHt/JeNUtm3lXydhc5rdao0iE6sIKlSYil6pqHAltCl7KUJ969aG93DT8uC5Kafd5YiI7jhmmI/I1W03zX5OkvocZjx48Z11lj4yVpSVOupQFpZDO8AbqqHuNdOnW+YLkOCMZpUZqTSP/i7dLv3GqAqBoy7SUpwPifn2TRM2sGXhhTsZvF40+T20SFo7jiit8NAp3LHcQQSr39OrTHLJNEXOaAxxGXvSqXNbww3RZG4+I3WeGCZE8PVRr8R+bfIXI/Jr2OTbdBYx+Y5JixENub7kgMyDHCrgyEbWUPq+SKncANR1V9p3Nu430toIgyKPUWuXHA6e8OC8MaM323y2VrHdPmBEjQo0oACFCO49fdSo/wCXHmrmvi7lbGMYtlwXbIV2ZeXb1R2S6twhhSnWAnuNkhW5KirWlKdI3a4ubN4fbEgueQMFyHAfjRfY7C13Fvh3Knw41KFMCUxpPHH/AJS+Q+X8ms8b2+febjcpz7KnH40QOpjsOr7RdWwSujhJIQCfUV9umdu3G/urj6eR0motXDgeXryore7VtFjA6Z7WkcASpPHDsp9NnzDG/HHCsZj8i3uRPzTKnIzbdulKbTJiuSmwBujgV+7kOKACFHQa0qeulWz4rVjWvc5zyExxK+quXXwN1O98DQ2DUAOCnp+Nf3LOcZ8DlW28fLtaWbFfrJb7kt07NkdqQ0l1xh5tI+S1kihB0Pv0RdcsAELghJKO5dE/GoLbWRqylCA0/wDEo4jglO+4dRxFH8drU5AjpcyRcRoyD2iuTHnuPK7yZzpTtYQoAFJUUpp79c3uIb+TdnGP/wCzFxyOHXDnVzt5rdu0t8QreAYYcP5V251hMzGcZs0tpp+4sXRCWpEhltSmWi+gzN7rzYKe0y2Sj21p79c5+6Pl1nmvyJuuwvGsXFuWlqLljl6jiclJroPki5/tW9Wu4Pd3Q4HkMQmfFVy4pQhSmVsS3WwDRp1SWga/NBNUED2IB0+levy0ecNkm8teZtw8v3A0y2t3LH00tcQ0heBahyr31Zztu7WO4j+V7AfaKB3lSKvBOacfyZsqaiXZaWJC0BWza+dyB6hJO8gKr6Edex/8Q/Pb9i8zbfPr0iKcRv56H90+8D1VTfPu3NvtlmiRXPjJA5FmPpzpifHt+Zkx4klDg2usskabag0pVQropPX33sporiFk0OLJGBw7CFHxrxNdxOieWu+ZhQ0QsTImYWxDtEk/lSNCRSumhPx9OpYZqGGdRONWXY8vjuISK1rTTSlD60GoroetGMjtrCUOOVSxGTx00KT66Ch+J/sfr7H+3TaIU40kyMHGvpWUAkFOtTQ/ICg9NR7mvp041jX51glB5rXifyFBWFkp21NBXaNwNSrdU0/H16wxnIUrWEqLZDfB2HF1TWhBof8ALTWnpQ+n0I62I3LjSXOwUcDQ15jeEzEPMBxKvg6AKBQBT/iR6E1+nXmr/Ljy6fMH2M3q1YFfHaveDxCNOXMLgRxWulfai9Nt5vgAVHlPbQocgD7aLDuA3D7V9SgfdNKOJO6nxB6+Iv8AiHvjtm+9m1vDi3xXlmHUL68W16r89Wgu/LNyx2OkF3s/nWD5JukvJ8bgNW+XtdfbQpCgptP5mhVBU4C2ASTSulfenX6S7V/ipOzGN7A4dVANeFHMMMhanfbIQOz+VLD498eec+VvIBdkwzMmbHEShuRNmvyDJlfbGUlLTEeJE2xXnGlmtdBt+ug6W+x3CSfxYn6YEyGJPTkPXRR305cGPA1OcgJOkAcSUxPqrYi8Kf8A0/PDHOeG3vmby75u5a5FzG9X/IrDjmKca5kePbJx5Bx65yrS25eXYEGVeLvmE1cZMxTL7qYENp1tCWHKqcVq881N8vBljHZQ3N4WapH3Ie5quxa2JkckYAaM5HFznOJDQxrQo6PYLvermaVt9JabfE8Rxi2EbpJC0AuklkuIpgjnEtZExjQGNa973ueQwYJn8WXJOAeUHLnjfhnlxlsjAMDnWWZjN2ucK1t5bGs+V41DyiBasiRHREgzLhY0SzEclRmWmJTYbe2NuqcbTNlu23FlFu1uySK3maoiLtRYQ5zSjyFexWq0u7wB0uLi3U4htFrCbB8G5G3k3O2nfC6RgLWy6Axwf4ZJETy2QB8bSWB4cWIxzWi8Gf4o8hadbiXrzF5FdfcTueVHdtEZulaK2MqWXDsPuffoa66mPytkP/MnwFS32+1g6XmEO5J/H8KHnmbwBtnHedYXZHPK3NX4N/kMJms3i/R/uLgt15DBajrjuFbTraNQNPw9h0kfVygu1FhAwBcSvw9QohaQ7K6JxDWPIJBIA7qBUCLjxJqPc5+BuGWDD8kk4NzfmV4vtpgTpUeuTSn1KWy0XEoLLiTQ+tfT2JPWSx3joij9DsUxK9OOHbW7ObYX3TI9IeC4KdII9OgPqoHPADmi+2K05fj+XX+6XaTFv0y1xHLnKWt90x5hZSS25qpIJoBQE9QtourmeN0V04ukYSmrOs842FnZzsfZN8OKRCdOWWYHM4EimKXa4yLpNDr7K0JKi42VpAUSWzShqU1AHXy3/wC5en9u2R4UapScf+Fwrsn2NaW210wlS0p7caxoL7UyMlpNQp7aUpXtrVKTuKVEV2jWoJPWf9tTvbVvDuPjIfY30SkffNPBtVyx+FW7Y35yg1TaCVhISHkDVJAISVGigB/Ynr6thoGQrzK48jVxwHbh2mypxlCQ2kpUl5BJ1P5huO4gilenGBpGIpEfOsqJD4/NJiihqk91J/EgJ/MlVSfrU9JcAuFL1AHTjlXFS0JABnQkhBqAqQFDWg9Kkkkn/X+nSUPWlBeRXsqM3W5w20qDt6t42lRKjJbLg1JTuO7VJJ/uOsArYikkPykjsPvoUubORcWscRUaZfILhdUwpwNyWdgTXc2FAKKxvqKEaD36eic0OIJACc634EpAbpcGkoqE48qoVXkLxdBs7ER68RAttkl0mUzv3lVSCEq3Nn00OvSJXx6i4Pb7aW2yuNQ0skI/4SPjUJyO7W3knBH8ixC8MzlNrcH2zDrbiyVPKZKE7a/OOtPxHqa9MOZ4yBhULwyPQ9ajXYdauDJ2kOXLko+bsoOrdasmtUO6DKe+tUmVKaZLqFbm0EkJC2yErBQ36qp/xPUe6dE6VvhBABjwx41GgbI1veKlVGK4VSPEWKR7xA5txaPRw3VqSdu5Jb3Bb2oND8ilWv1Onr1HcHKxwGVTWP0ucFzfmev8aZz4DYjZcC8e3rVyfeDZrZbG5D1qlrC22nZAW9+itbZS4lz7bRtPqVpPr1aNzud0h8rfX7O1slyQ8kEKjRgFB68sTwoZb21m/cm224EsiGCjP+A6n11OsA5gxLlHjTNMCFvcus9qXdIVtyN1oJiTILc5xUGc1IJEuM4mPRt9pYUhR1SSFUFB+3nmPzb5g3C6g31roRbxf8IexyjFvsKnJPVRPe9tsNshintg0ySPBaRiWkY58+z10lblfAZWJXe7sXGECwJMwMPbEtpDi1rWy2ogUKQSAD6gUJr0m8kuIZHtcoAUj35VZ9rkiuWMbGdSNC/j762J8U4zdyXwV4jwyJcUtiHisa9zYaXVhFWrc3MkHb/ggvtkKHopQqKVp12DRHt+0MjOINpE1Rzc1SfUTXMWyS3Fy9hIUSSuRUwBKdFQYVm/4DscxXivyI5X525dvcGJa7/i92xXEp8hUgxsUub91Mta57cZRaNrlYzEkxnH3EKYYkupSoJWpKxRN/buUto+wtldI/SXohJDflAX+kocEPDKrJ5cZtsV3Hu12obGHNYVIDS5vec5OJBICqAq8ksDzbsvA3klz95XTLNeG71ATjMK8WydJk/buz5Ftxm3Rpqsacd2PwbA8tkIhbgCras1AUnqs3V1c7bHbtnY0yAta4EImZ4dDiedH2y65biS3e4QyyPcCcXOBLVJUYAkFAcQ1KDDxeGVWTwj5Z5FiWwMLxRN2i2GPMipYk3q34rJuDKGZTTILzEJMZ0Mtq+S3Nm9XrTrs/lfcra/2cbawLPCJg44Jir2ImaA8cRVD3mWZl/9aSkTnN0hTkEBHQFE7KTjlPldP8no9pl8kcR3KIiKlu2Y9mNuZRIm2htt4jtuokx2UrCpIG1RV8W0j39OPy3D7kd9umRTiSQSuBVcEPCujNjbG/U0tU6T3SVZxT8wKdf4A3K8cU2u6W+dKY5Abydpb7FxvkZMO4wA+0lTkVaYKCxOU64j9NZIJQPkT1Zdu3qbb7L+3ljJWai4Odg4E4Ed3McccR2VVN1tm7juRuy97X6A0g95QCoRUSql52i51OyXJZs++W7HIkia+8xFY7CSlh0rW2wXnClDaVD8rSV6E6j36xsheNX6nKcOVFGf7LQE0jDNCcMO2mB/+npi3Zrzf5ZdmXNu5Qz4wZmhtf6Djwf/APNjhc7u60SoNlCTVJJ19Oq95hH/AEjSAg8Uf+l1WDaU8Yj/APF5esVuTdU+rBXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZX5rH8gXEfMfB9yfyfD7pe2eOlr+7Ydssp8i1VJUlxCEgtfaqVQOpVVWopp12+e2aITLEEjZ8zf1N/NvI1ySO7nJAdqQnBwOB6HHB4/UPXxoc/Gn+SjmnAJcO1ZrPeyTGg+2hx11rfLYib9i1fbO9xmQlDR1ShSFkfU6dBIpGojhic+SccOB7KKF8wJDXB0aqiKV5NPpjTwbxxR47+YWAW7P7rjOOXr7+2tvi+Q4cafMt61t0Q+2tKmpTVSfgd+9FCk+nU90bsI5QHxHELiCOYOYw9lMOda3JL24uGGoI14xUA8EHIjHGlb80fxXZy9Fud98dOQ7HkERgOrdxqVBiSpUZdCeyoj/AO0oSqf/AKRCxTWvTbraNo/Yd4cnAEBPbTrbZp/cUTM5atLl6JgezMilIY1yn5hfx3c223MMwxjMYmJpvLbeR2xmMZmLTowfDb10YkwWe21OioBJS6lIdRVKtdemn3u4WRH1QM1m5yFAoYf6wAhGGY4jspyOzsns8eM+DfNJLRIU8RP0AkkKf0nhlkabt5Y8J8eeaXDFq8qvHo2teRJtDNxyuz2xSFIV3m+6/Vtn9X7SSsEeh+3doNB0Vu7b6u3BjIdKGgscCCHBF0k8MMuRFJbJ4M5mY1IHhXj+k5k4L3hkR7KQZYcjzDh/kGy51ikmXZcuxe5ACGC405JcZeH3Vmmsoo48y+pJATQ7VUUnqt2t3PZXImjB8QFC0/qC4tI58jwOIqXdRRXltoeQIyQ5r/6SmDuz+ocRhW0Rx9jc3+SXx5suQS8WuuG5tEjJhy593gvw3XH220tvvBtRa3rQoCqzTuIIPVuvbq0ktS+cGNsoQNd87efUfnVftI7p0qxgeIxxBKd3gpHMHh0Wu/GP4/fDvxctquQPJfNrfll5tjSpK7dcJMVcVhbQLgZcQ6pURg1FKJ3rofTqoultY1bAwFwx1uzRM8cB8KsIhBb4t3IAoPcyZ/w4d5x/HDKg48iv5scZ41hL488LOJrTbrYjewnJTBFmtO1o7NJyWU3K5lakEHthKDp1XJt+luJv226w05uKBBwA4jqEFGm2iMax5DY9IJVV7GtHLiT6q8mL8s2z+S7x+lx7/d5rfLGLJlPy7MHuxHmzIiVreSYDbiGjJhug7AQsPNGp11N9so7O/sALRA5zVdza/iPwTsPGqzO6aO4cZwGuaQQcwQMi08jxBxC40m7O8Ju+G3udarjHdg3O0PqaJbQGlJ7K9zUiIoUAoUggim0inQaSOW3cWuVsgKg+vAip8cjLmLvjB7Uc09cCKcZ4PeTsPlbDZPCvI8xpy8wYwjwHZRQEy2SkoYktlZr+vTarX4u1+o6slneNvoh4hAnacRz4KPVj/KgU1k+2ldpJ0NCt4q3iM8S3l7KG7yy4ok8eP35LbJNpkOOPQnkI2IaDhWpKKKPxQupCTU1Vp0LvLR7XOZ/UR/OnLW6a1kjmpoBLhjw5dE/ClE3TBnLlclzVPrjMqivKYICtodAKgUqSUKQ4hVCg1rXoBuOzmW7FyXOAaxByVPRKL7bv0EFqbd7VUnqUOWGSc+Qp2X8a/k+9nmHXDxu5kuJkXBqO9Gsl1n9tQnMOJUxDnlC6hSSlIQ6gapIr6Hqw2jn3Nr++f3wUcOJHB3LHJMMcKC3EkDbpjApzLSTmMe4uepvA/wBKcKKDxEuOUeKHPmbcX5wt17ijN7hJ/amJQLluimUVdyM2pW5HbcS4HGjoNpIHUTcGMZEGNXxBlzzp+1updbjKQGkDIYKeJ/HPKrw5z8f7HxXm8/N8SiMzIWbmPOjqMgNsp3kqjOb0ILrgabUUANkKTQVNB0xYGN6uVH5H86LhjYkaFDD1XPFOSLiK/uNuZ7GZjLi2XHriwpTZegF+ZGkuCm0oZVK7kda1ewWnU+tfXowjEUEimXa1wA0nnVh5dyzjGH5Xh+GXK4QrG5k8Kr+JSAlp5qQ8lIdUtlP6SRBdBqto9p1DmpqB1Gc1veK/u4oVzHZ6JTM8b3aQArSFOGXLHr76pLlPAo9ov6r4p4R7NclFM5wKCW0pf+Kikp21o24KHQU/HqP9PHJ+452lEB7Ofb21GbK+JY2992JHbyPp0pRvJnhDyNyLzVfZHHtvbk4etguzLyy4pb6GnlgSEpeCizHaCFhbhSSdaevUC7sWGRIX6mtZiOpJwBGY60WtLt5YGytIIwXkOo5rkMqYBneccM+HX8ftliwMMgZpkjuXQrflWHwQn9xkKnXhqPdlww62ShqHb4hfS+qiHVHaNTpZHTjavJj43kku0tEbcNRe/U89GtA9ZRaEyQuu96a6INL2ygkyHDSxvdJIXvOJwHA54CvRjPltxZ43TPHXyF4zxhH7HyRIjRszx222p0SrbDehvyEGEiQtqHveCO3OacG8JotGtQZO9eWrS48oWf1MYZJeSt0uYcnGPU0u6DI5Z1Fg3CZ27vdA9zo4hIdLkGGrSWjmeQxywqR/yMfyHY5yfk3FN54Vmrnswu3eX4zTjqJVqmtONSI7i32FNPWsw1oKErSoOF1ICdKnrlmy7dcbW6WO5TxDJpGlcC3Mr8Ew61bZ47WTTJE8SR+E7EfpJTDHPDMVZmOedcPLOReMmchgX672i8Y7H/3kiPkDMbJ7rNQxEk/trUguIBiuALSy87+u0tyqQmhraWzW4e0Pa4vLkzXtwOY7ahG3uXRgs8NkQhK4H5jke3jzp9Pl7xQrGuNuEuVeKcEx7D8Gtdxsbl5iSYciBdbe9euy7hUU21x2TAfDLb62ri/Ge+4fWpC0BbYWo3PyBudq/cbnarx8hklbpYSAGuK94NTJB8o6HpVE86WE7rK13SyjDLKM6yrtTw/g5w5HjjiUJAoeuY+Y8nyTiC+5Tff2mU1jFilTobdkC0RnHYLZIS68lSlLU2hJ9aUXSo66W3ZrLbfFFprDnAk6ivXCuf3m43+5ujbclr3NCNwDRj2cqAiXkU3nvw6g8n2B6DCvmIyX7ldmWi2288xa5a9kqUltYDwUz8HUAU96HXrn96jmlziCx+KjLDAhPTHOrZYCV1o0OxkjCnNCCM/4eylw51icTnvBWszwSeY15iIUq4woziSWJiFqbcW2moJilaSAD7afTqty2jLhJIyhyXmOZ/hRyy3KWxIt52kwk6m44g8R6hj17aBK+8UciSlrbnF91cVa2i28okq2HVbfsUqUPWp06Cyx6HoUBHovZVyglZK0OZiwhR6/xrHweFswkLjOrio2NS2FqBCvigOoJJpSqtCBT163GEcMsxjSZw7Q8NObT8K2KvAC3Uz/AB7GrtEjyrc7jEONKSpO1aC6FKfbG8fFCwArX6nq/wAJI21x/oYCDXKXId3KYueSD1ATLtXGmVs8Z+PvHPKMuPa7TGgZhch9+y00lkJcUlxTodWlI3ndQ0H5VUPr1Bsp4Ht8SHwxcFQ4BNXXqc8zUi7YYrgQSa0zYHKidFw7B0pIv8qGEf8Amv5I4HMioXLbxy2uxExth2qM6MhxKlg1UlG4UIp/ToRuOuSaCEZteR7Rwq07LIy3bLdHFgjaq8fzxqvMN4Z4r8XrLcOa75aohzWXEraostlhBDgZ0fWKFa4zCtU+lVelerFbw222WT7q5Ja0BSoxaBwHLVw7ar17uF5utyLeNrS5zkACAuPDHoMT0zxqsrLnHGnKC4+T8ofd3XObvkofxCCpTLiAV7kxp76Fr70QxUkdsJSSR6a1PUTbt/tbu4jbKC15ejW59hP41MvdkuLG0e4jxNIUuGAaMyB2HI8atzkPHCPJXEfvFhLCcbhB1C0U/TRBZ2hZQAlB96n4ivVpmcBI0nEqaq5dpiIHCM+tTjTwOEeRcPxPjVjDXLMiXKubLiok6Q6G0MvzS3FWmYgNqVPZ1CmkgpWk6ajrnN23dDumqMNMAl5kHPl+NW+3fZR7ToLT4ro8yFwTBO3iDTAeb2E8bcOYvZx+3ykXllu0tS5skNJYKIAnqeQ3sUX3UtAj2p69MQO8e+nehUOIy5qMeS8qsksL7SwtbcEEOYDnkQA4fHOlVXmJHL/djSGZJOiy0tKv1EqrX9Pdt3V9zrTr88P+d/kNnkn723V9CwttdzHifKQNbQMQueppGIzQ17W+2m7ndfLEHiFZI26SVXH04Z0J/lDiguWEx73GSr7qzPh1JbPyQEHugproABp9aHrgP2c35+2+ZhASjJCCO0HDHtAq4blB41sScdCn1EY1JfHrO7dkGP2wtXeMmSw0wHkLeSNzjaAl4JSpQ3lP4U9Kjr9JX2i8yReY/I+3X+tpn8ENf/xNAX1gqteKfOO0P2/e7iGNjjGX6ginB2I/nVicmctRcOzvDbTcL1GTBu5YQtYlIK9zi9rSUo0S4raRUD+/XV2vhDSXEArhVObYX8uh8EbjGSQ7DkcKI62cm8cxQS7k7dE7aEblJBUB8KFNQVAn8Ot6l4gU8duvXHSYzUwb5a4xSgLTfy6g1TtSFL20p9EV27j0k48QKaO23IPyH3V6U8zcWpCh+6vLKQKpCHF0AAproP6H36xcMCKwbZeF3ygeuviRzdxkUfCVKcNVejK1BVACsJp+ZW32Hp1ipmRTx226GTQTUcvHOHHf2bqxHnOJQ2pSkpjuq3GlAnRRqrWnWF7W/qrbdquzhpAHbVAXfmPEp05mPCtN1U688GULVEeSip9ACdwp9f6dc++6e3x719u93sHEBrrGQlQoRoUjquSVaPKFldbf5htbtyaRKBgeeHHkahHIa23cUnS0tLeQwPugyQQ4RtUC2lJG4LANKHWnX5ovt5ev8rfdu0nZgbbddOGChsyEY5ahh0Ne19yg+u2maB2ckJx5YLQlyOZFTcbj2yFh877lkCOZRaX26Ba2/wA6kbdwFAK1r+HX6e/Lu6x3uz2d1G3uvt2HAqMQCAuRTJRxFeJLvYJG3rzJKA0SEomPsqVeGuY3Pj3l/J7rcsZvlzh39PfiptxjSHbeewUfYJbaT3Ire8b9oVqojUdWmO9Zoex4cWOcCCMU4InL8aYu9rLowQ5uATI4/wCo8uRrYq8TvPhjh/ELpg2ScOZpdLM5f7xklku2Pt2tq7Jcvr6pk+FkEe6y4CZzjcw/oy0PLc7JDa0fppUoDv21P3Sdt1DIGvDAwteqI3IghUVcQmalca3tDWbeySN+kh7y9W/1aQETgEaAEyoH+c+SuV+X/KDIPIKFx5dMbZuFksuM2a3QLghq4QrBj7E1q2x7hLaShM67SX7i+9Ie2lpIUhlsFDYUS1pG202yPbVMgYpU83FSAOAX18eNIdb2b5JpyQ2WdzXuGalrGsHYjWjLM+qoZbJnL65Mq43LCLzcLm4t37aXIvC1upbdUrYO4VjtbfVSUih6US0/KCiVFFjt4JBezTxw/OqS5A4E5f5DyazZK7jjcJ60vJc/7ufNlyXy2/30PMSkH/t3FK+JPrt9fTphzXuKhuCJnRK1uNts4jE2RgaVwwHuq0Ecfc5Lt90iJxm0pVdYLkOQ9MdclP7HW9qNq3mypQSrWlRU06SRIiaRUaKXaoZGyeM0Brshl7qXk5/HDzjjt6kZDY8giRjcLvJuUtCYAaaKJEgPOREs0C21haQA6K+/Q4W1yx5kY5CezLlRa53jZbuNsUrmuaCuK55rlRGWzAuSMPllOcXCPLQ4lhDKGDuSlXY2JTrVSe2QakAa9fLP/uV292No2aaVBE2RM1xIflyKZrn1rtX2clsnRXItCCCVw9XurAZbx3nWaT4CsVyJFmbadBdAXsWEIQneU1WgKK/rr/SvSf8Atr2l3/Z95uY3gQPk0gLiCNJJTLEBF4U395rmziZai5CgKcl4enZUwx3x25cfWlDvJBaCiKhKkqCUEAJCKvkD4/6evX1Vay4cB3hXnp1/s4x8NB/wk+urlheLPIUhpAk8qTkVCSdjifj/APAkJUrT8K9OlsxCBwWk/wBw25pVsSj/AIUrOI8R7+58ZvKV4W4aVUh9VEn1/wCVQG32/wDHrWmVoUvNLO62I+WFfUK9CPDhlwEyORcgcUDX4SHUEFRrt/IANda1060Nf9RpI3a3aMIAvVKwcvwrx7ulyRnWRP13Aj7uSACsgEbTt3bT+H/DrDCEUuefXSv71G0I2HD1VRfJfh7xxEfgmZcrlci5ILTiZaluKShsd1IbKlEBvea+lR6dPwWzSoUp7fjUeffXDSRCFVPmTsyHPOsbefCrhCBau+5blOSFsIcUv7dlNXFNBSkmq/lQHQn36jutY3OxLk9VPDzBMG9yGM5cTh1qu7rw9Z+I8Utdyw1CWrfMm9yRDW2htXbUVBQjkFSXJgV8kkih0FNOpVrB4ZEbP9vPHP8AlVf3ncBdSB0jdMi6cCuIyPZmvFaEzku+m73qSy1H7bbLiGkua91HcjJTskkJKe6sVK/+U6GnTm4xxLGWFXtHe5BeA7KA7c6Z00plQQr3RxI5n15UN3CVuRB5B5JgsOCrrLz6k+hUhDiVF5CU11JVQn29aHqG+MGMFvOiof3nA5Aj14+iU0fgqz/73wF/Cnba1em0Oy1T4DzRLbzcVSnHVmtO0poODavQgnTXqy7TuEFvthF8WttIsFOOZ4ih2528j7lhtQ508hKAcUT8Kl0bhqNZ+NM3yXjyxW+xfsjFzaetxlkOuSYDg+/jNLd/TDzavzJ9QSK6kdTdj8zeUdzn/t+3eG+4la5uuNqAYFGrgQpxyQKCaH323b3bs+rnIFuxwUEoVyUN4pkaU/jef4xzZDyHBsubRbsnt9zuFsZlyG0ocUtt5ZRClgj13fkcGgr6kdUe4tWTyviYVfG5zXAjFpHHqOdWaGSexbHO5W6wHNQoHpmB16U0/i285jgXET8h+a87bGLHLsdrjPdxVGF1aaG8khthlurg0+f5SfTqxXe4kWMNm5XOib3hgmGQXMjLsFRdtsA+Se+cGpMDpPIHpwOaJXo40sGF8N8QTs9jRb/IkNsXS9XSc7DlpaMuSl12R25Zd+zeSqXs7TAADaxReqQeq7c7g+4nbO8Bpbh3f44+ujNltUdtaGNjnOaW6nFyZDFETt7aXDwX5V4tG8gbjyLnNqvd7HIOQjE41ijJk3QizXSQGXHX7W68hMpyvyQrcEMOqKvygDoztGzWu7bjDa3RIjllDRgHEuOSrgnM+sU7uF2bLanztZ4kkUeo8AceCYohRM1FFvnvKOa+FLPLWXXFbGYcBZzAZQxgZddmOYXPvLa5DsdxSA644/NgpClIIDSKKPpStuuYNt8oXM0bWE2M4CaVLo3gEH/iDshlgRyqlWZud5cZHkuljccCA1uhRhywzXn21TXify0jyaYv/G+KcFY7YoUZj92/cZkKKiOGZSVyoYj3AHa/+ko7e0DQ+tNOuf2+yXu9eJd2IAMJDXNLgg1KQT1wyTE1c7vcmbbC20mLdb26mlqqQCA5F4dtMJ4yxd7BFtMSmI5kJkfYojMLFGwEpqWlVoEoGhoPjqPfqI+1kg1Mm/3GlD06UMjnbK7VgS709DQx+RduxeBmdyk5LOuFzuckFxuM0HVsxEKSVoS1GQoBpJQKBSlBSqmg6n2ZkLUaO7zonGrQjT3x6Z0OPFHKV+4kz2Xk3E3IPJHE2U3Ky3Cw/umA5NkmD3W62mY9DuS7HJuOP3OC9cLY7cLbGfMV1ztOSGGlkFSEKG7iJsrdMzWvaMcWg+vHjU+Kd7W6oiWnL0NWRLvX8qDPC+T+SNj/AJAPLXGLkzcp7EfCss8huXr5YTZ3ZKkRHYtoueZybczJEc6rZQlTS/U016qX0zWSlpbF4nYCOnD4ZU7JfShpeXyNiBz1HELjhn06cqx/DPlp5zcN8H5Zm3LPm55VZvkV0jy7sJWQ+QvLF2jWtyQl11qNZY9wy99i3RmEJAShkIQn2HRawsbZsWq4jjMnVoRfWMqG3G43U1wI7WWTTp1YOdkBmQvu40nS5fyn/wAiN3vl4vLXnz5tQoU+7THoUKD5Tc5RLfHhhw/bsxYbGcoZZbS2BXYkJqenWN22TKGLLBGNQpxyopGL+KJolkkMiKe8VBIVDjwGXAZV2MfyifyQL+UTzj86J/edQy32/Kbndae44pLaSN2dmiSo/wBvXrT7W0cNLYY1P+lv5Vn1E4aXOmeiL82Px9tNbs3nx5ocdcEwL5lvmV5Uzr27al3CTNvfkJy3OuDau2S2A/Ly52QULdqB8taD26Iv2yxjjV0MSjA91vty51XxfbhLMpmmbExmpyPdxK8+AQJwoaeAOa/5qPKrJplz4w8qvOmNjd2mrUxkV+8neerBh1tgqX22lwYys1Q9PUlHy2RmKK9Qr36hR7KHO8W5iihgJwLmjEc2sAUrwJQVPk3aVGw2j5p5E1OLHK1p5OkJQdgU09rgbB/JLgBuPlXlD/JX5j8n5jsbUcHa8oOa1Y9EdCe6qObI3nrqHkgEfqTXFKV/ya06f+k2pn7dpbeJIf1Pa1T2MARo6lT1pkzX7v3L25exgHyRvcAO166nKOxOFXHyF5v+WGSW5WPcLcm5rirL6VsnKMn5Eyq73QM0p90JV2uzzMdW3UBttbm4aEadSWeXWzvDpIomrmA1gA7SB7mimX75MxiRSPwOCuc5RzxK+01VODQ/Jt+UxdOTvP3zFzC6SpO82PC/Ijl/DrCwta1OJYQ3Y8st63W0g0IISmgoB0Yg8pbbnJGwtzQNH4qaFP3zcNQBmmcSf6i3r+gjDtJou8Wa5jtDouavI7y0moWlBTDvvk/zRd2EJBqFFqZmb6dyh61Hp69Sz5c2lqj6eIf8rT8RT7N13QDV4kmPOR59ims7css5fvlxZahc3+SsQtgtrXD8ieX4cYNqADrrjcfLGGXFkpGwqTpU06X/APGNl8PW+GPUn9LQPYlTYt83RUjIcDxJdh/5qsm1X7la2NhtznDnOe8oEqM3yA5ak7FrACxV7KnNdNANEe3SG7Js4GFtCe2Nv4itSbxuRf8AOQehen/q+NZp7krle0Rgt/mPk/YgUCpfMPIslwGoCUrByVKlbR6kk1Pr0obJtTnaW2sJd/8Akm//AINRJ923QYmaQdjnD3L76h0rm7nFLyn7fyxyk80r4BSuSM9ejFJ0Kkg5GpAKvZQ1HSj5e28jC0gX/wDJsH4VHG7bqi/UTFeOo/yFRh7lHmty5RJy+VeeEzo7rhZaY505YZsjjqmXWlomWpvLRFlNhl0qSlwEJcCVjUDpv+xbeO79JBqP/wCLZ7inuypo7xuvigG4m0onzO//AAk9dL44d5Yx3nfFrrwbzfAiRslYhuW5RnNpWzMaeQY6bpau+mr7Dp/MnVTSiQdKHryV/jP/AJI7V91tnh2bdpomea4ogAXJpnAQZLxwVubSU+Utcev/AHL+3d1sNw/dLGMu2t7jqCYtPMf6hmuTh6xSXPMbw4yTxwvk6Ta7YmZgVxmOO2u4Rg67+0oWorQ0txbe0wnt1Qon4E09Kdeqxt4LXSQDuqSW8W80PED2pXKI5zE5jJnNLdIR4w1E8Hf6qjXhb5d3nxgzBuFe5Dk7jHIZrbV/tTo7zFqXKcDbs+M2sqBt7yFHvtgCn50016yJ7Ws8KQ93geXTsPxqXNbu1GeEE6h3wM3JkRx1DjzpqHlFgXIaMbh+TPh5mctbT0Vi43PG48p6Tb5DZR30lLkdf3DDJTQIUCU0G0jqR+5M0xM0mZuQKI4DMLwIFMF5ti2RhPhDNOC8SvBc+vKggwn+UjHMs28e+YXEdiuc1wohOy5VsUu6PblKaDiZkSKpT6VgmneZIJ0Jr1BZdRtl8M6o5RwRQeSHketE5Lpgi8V4Y+2TvODm4c1acRzQE9MKYr4veOnEbN2m8j+Oqr5hmF5ay49e8Pu8d2DZXkyhSUtm3Vcs7sGUhRC0pDR+IUADXqSbuO3ZocwancvxTI8+FRLa3tp4vqdv1NicV46SgTBePXjXMy8PfCnhfJMl5/z+wIyCUyVXJdsS2FwUPRwXtwDvcZK0hNE9sFxdaVrToVLftc8+BGxsgGLgpP8ADtFTobC1YDJdlz4RiG4ovYqn10tfnL+bZ/HrzbcO8fOM4mM4DbJzTF0kvQf2N+RbEOAOuwLapKJs+XHTUgu7UK1H06HCdr5dd4C5pIBKlQOfU9B8amuLpIw2zDWpkDkeiDI9T0qf834vjfnXw/bOV8Ev712uiITf7raDNU4xGfWylRcZtwWGUhZBBKk1S5pp1aNy2e2uNrLLNE0K0gqCO39Xx6UEtp5WXoldg5rnByjLp0T2IVFIvyzC4eMXa447cLRMmS7UsoU8z3lMK2lTZCQpje2pCklK01JChoaU65CLZ9vKYnD90FMAVSrtHOy5ALfkVMcMe3lxzxrNcM8l3HgHkK0ZzjTcy0QnJkdF9iFb212LvSFTXEBtKA/FBqVH8yKg6dHtq3GfbrkS46HEBwxxHA+r3iou4WcVyx3hf7rAdKEYrm3159vbTR/I/jfFPIHCY3NHG5hybkLe0/f4VvU04Wn30blLWhrRcWaoFSV0+K/j1fbtkW4wi7gGYB5p/Dsqp2zp4Ll0ciaBiVz6EdRknJDmKUQzdb/xllUTJ7C67Audlkd6gLjaldt3/uYMhIIWEulFPqlWvt1XYpn20njMBwKEZKOXTpyo0+3ju4/CcUJCtPI5L/CnaYpl2LeZXA77RcZOXRbWtl2M92g+ZzTQQ4h3cQtTzLjYFanborq1slhu4RIwqEGeJGHMcR8aq81o23eYpkLh3SmCE8ex2fI0l7L+F+bsdvt2ss2FAjtRJTiIC3AqsqKlag04FkJRuoKK9qjoBcG71kPKMBwolFt9nGgYG+ImJVFWqqfuOZcQ5TYcqiyI8S92SaiYnsPFkrO8d6KVDb+m82DpWgVQ9Mi6+nfrBUgd4c28cfeOtKdtQkaIXFviE6mOzLHDI/geYUVsG8bcq4r5f8KQ75a5bf8AviwWln7sNqSi5qdhN0S6gVDipEJ5PzGpI1Hr1KmbFfwiSEqdKg5Y8R/DhTWg2kxbKM8wAul2RHYc/XVi2/NsqzHjmyWnO7xLtMjFLgmAJP3SGQ52iptlaXF1e7ciMAoIRVQNQeo9pG4OUtV56e+i7QA0LwXr2VNcUh49KlwGLbyJOtl5cdbS22m4l9pTilJSFfaT22mZCNwBWitT/bou5xEaOaMuymA7U5TwxRPxoCP5SoGfxOZuLrhhMOKxl9isTc1d+W6/FhyUspaC4jKPi2kXH4vKZSKIBJ1qB0OZbzXL2m2Gp7QTjwC5VMjlbGzQ/EFvP3+nZRlcJZRdvJLgZuzXt+3Rc0gW9ESShLlXW346Qks7a93ckoKVrPqkg16IXO3TxtRwSOQDHrniM+ac0qu3Mpik8chDq9S8MevHtqu77medeMKbBjcu1S8vfv6XGY0S2LcCFqdQoNvqZa7n3DMZI2PKUE0VQVNehd3t/wBFE2Qyay9+lGjgiqeXKplhdC7kcws0hNWJVCuS9fQ0JUTkrCeOrpdrxz1h72YzOQLs/OseFTVKlM2R51UiORIhbwm2yWVpoEqrVte4Glege5x3c8bQHuDUyzw4BMhR+zNs17hLGJHueoQ5dV4+ujrtWT8Pc38a4vi2NcRSpdrwyxSe69EtapybbMlNuFtkMwmXQqZHeJbQ4SncnTU0HXfNi+mutqsmmWOaGNjFY5CBpZiAOnH1VzK8ElruMkko0I6UtwOCuyOGZz68KVtwdxXmfL3LEPiR7DJ1huL13v10YlrtYjGS0iZIXGgrTM7LsMORlJL0ZxNWyCQSKdcPvt1ighffXMaxNme7AIAC8pnk1M2+w10KzXw4oWFurwmlXdRiMMz6EU0rlTwFn8PzvHvka3Xhq25LEySPBvNukPJXalSFuNtSS87ISEv2xtYbdZQo7XBvRXWvQjatys9yuXsiJ1A6mkjBCcR7PTGtTPnDomOCAEtcAuOHdI9aU1O6ZFcb61hmH5decmVZ5VsWqDAeVlkPH2rOB2nLljsK/vKtsKXCecIbkxVOhDKkpSpDa0gnhZSQXHjNDmSnIlQR8DlnlUf66Gdj4xJFKxjjqCscB2gE8Vz4g8qEq0cf5Vg0/n/j9vPJuZ8a5Vb70qwSp7iXVQXri8lmG2zMLLDdXmnCpbQTQKTUnU9du2K7ubrZGT3jzJcAOBcc+ITqg51xbfLa1sN6kbah30iBzGk8XYuToTiBnnQ2ePWEscYYzyVxPk2WSosS/Wq/SLYx30iNVaUgJ7JXsK3FOeiSANDSpHXNN6Js4o/AQgPc5Cf0uPHmAatu26rggldDmtaoGGpOHIpiuRpa3E2VZT4959ecblLXOxd6/wBwtri3y4pllL8pwJQrcDuju9wCp/yH49Atu3FsEpjk/wBonP8ApP4g+6rNuW1i8tGPYD4gGWWoDioycEXkcqPzJbDbb5a4mVWVtD8WakOKQhKSltdApxhxKalKUjVJ+n9Oim57d4sIvYBjxA/h7qF7HuZtLj6C6OHAk8+P4HrVeNmOVR2yxsWqS2ClSNpSsqAASU/EtgnQj+nVXa4l7QclAq7Sghj0RNBI9notMs8NMSueV59eItknqtt2iWS3qgym00Uy8GHUpruqClW7WvqPTXrpJLY9vc92MRLQR0SuQxtLtyDAdL0eQepciUUGAePXkBD5dObcv5Ixf7dZXGmLTKEdqI2xAafcWWHEt/qyHHGztqonQe3QbadrjtruS+fP4jnMIa0NARchhy50Rv7iaVkcDIy0NeC5xcSqZITz5Cqq8xW+ObDyXEz26CI23bbK8lDCilbtwmBQVFZKE0q00Kj0JH99LBY29u5gupA1Y1K8jgCSenDrlQ26uZ2TG0jJR2kFPbgOfCkI+QXK1y5dvRuE+UWLDCklmDbEuFLT7zTwbSy5HTUNMIbAV60Kh1RvMO7u3GT6eMpZMdgOL3Di7oOA9dXnyvtJgZ9VdM/+6DgeRDGcgf6ncSMsqiPFVo38lYZPdQhaGLxGcWmnzCElCEhFRQDUadRNjbp3WAn+o/A0S39//wBxpmgADD1hcVpj3Jao1z8mLP2gtSG7FEYeTShKExWSUqTrRDixQD2SD11CRdbQedcpxfE9p+bwyMc6dlbrBxDjHDmHX66XKM9kNyjW1MYICZMtyTKIQ8zsCgILDKyAlfqP69U+S8uJNxkija3wWuzA95PNaNjwIdvikle7xntTTj8OScatrlvjqfy7xriNtyLMJUIWAxnoi23XVEORWVR099W3thD0NwJKq/LT36iskdHcShg+c4+1fXVts5h9PA+4V+luAXmE48hjQoHhaPx5CkCLdpl1DiyR9yVlwlw1Wla1ejI9vcf06+Yn/cv+2o37yLa/cK3L3323uaxzWtUBipqPIISXE8QOFej/ALKeZWPuZtmLNDT3gSccc+04YdKrLNseYv2J321rQlZdhOFoU+KnGkKBJFdqVbSfTr4g7Ducm3bzb3TSQGyBewmvSZZ4gMf9QIoIPFnj+xIveR2l2dOhT4N0lIcbRR1LaFurW2ptLiwGwqtK0BH4dfoH/wAN/NUe++VJrEvaDG9rtIVe8wHUpJ+YqoGAIwrzJ904ZLG5juI2ksILSSeXDAezoaY5H8b+OM3dtlyyJmTdZFqUgxTIaYUplYUlQWyoapXtFK1/Hr3IGNLUdl6Y1xQb1cxtIaxupebsKvW2ePfE6VhtWOBxPw/O6FH40oT8FUAP16U6NjAEFI/vt+XIS0Dswq2bbwdxZGZbSxicFITWgWltRI/zUolrcd3v9Okr0pL92vHYktX/AIaz8fh/jdtKQjE7eDpQKbbPoSR6Na0/E9YqU3/cr0/qAH/CKyqOMsDZBLeMW5BFNQ0n2USQKJBAqesWtf3C8OJfj2CvmRx/h3260pxq2n4mie2PjpSpCQATrpWvWsDhWf3C8H6/cKqe+4BirKH0s49bWxtWoFLKqg0puSQsUXX+3Ue7toru0ltZWtdHJG5pBHAgil2+5XkVxHIJHANeDw59lBHyHbUsLvkVDSUMtoUtplKQlKGmwnaAn0AKQR70r1+ZT7z7UPJ/343S2jjbFAzc/FY1o0gNc7UO7kMQSntr3j5euDfeX4JidT3QBSqqUrFYpabXKwSdGFstoeY+8QVJhxy6krHcDlSj4kKoRTQn+/X6Jfs3uDN0+22z3gxD7ZpK45gED2eqvGHnMy2/mG6j1uCuORITPlzrBeN77GP8j3GE81EAck1ClsQ0pqtIJJ2tn5K9Pb266+AAO7gOlUm6ml8MHU891FU+3OmrW59txKHW0NbDt/K00R8NRTagEV/16aOaUxGxzWq4lT1NSIOLICgSK00FAKn2IGgTpofTrRPCnDjhjX8WpxZFFLUFH0BJp6/0qOtLxrEFdSmnSa7lgetSokVAqfXXUD8Ok625LWNRQQK8Trav8gsGoVTWlPcUppX6+vTTyDiMqVIDnw+FRy7pUWHRr6FYJ10OtPWpFP8Ah0mtRg48qCzltP8A3jSjqS6CCn2qFVoB9VHQf6dfLX/uXBfLW0uOYuB8HV6X+xj+7Pww/Ko5hEXuyUg7tyFrUTUgagFKqexqdff+3Wf9tVp/+KbpJ+k3Dv8A70fGmvvoTqtmDEoaJbHI6UrbH4gjWoBA2KOmlT+Ht19RmEJjzrzocThVwx0jtt0URtoRp6KOor7+n+h63rFJC6iuVew1omgA2qFaEEqUa6a1+mnWnOHy0quwIUahQI/5h6n6gewp03wwrKw01YUsgivrQ/46/wCQJ10Pv79OsBTpWGhT5SafkX+0Q0rqVuBWzcFfndCQUE/JCgEkkjqZBg1zuQqHM1XMAxV1YrL0vNRHaufHaElKVVJ2pI2nckAJNNToKjqPmalQtcVaM17PTpQ+eR1glQuHLPem3Um3tvMrkpbdIDXaUS6t1BALbxWqgOtdOpELmYtA76UN3VrmtZIcjJ70pbV7ahrt7cpt1CUFSXVpJSglaqFZWokE9wUJJPr07eW8fgNlXEuxHbQqzuZRdOh0nSmaE4V4MRwe3227O3iwxZk6+5T24MODbmlyLhc7hOUGY0OIw3VUmTKeIShKdKamgqesjtTKxscYLnnBoAxJ5enbUh96GuIIDUI1OzXHBBz4JxOAzppeB8Scy+NOGQcgzixsY1c7y4thiK+794phE9sOiHOUn4Ifej6KUgq7a0+/RDa7Hb91t37Lcu1qrnFhww5O4pkcEqdu1vu+0eHuskJiBf8Atl6EqRxbwKY59CKqswckYGfSZWTXNy25km43KbaWpLotkqcpgtBTMdSA2zIKEJQ4pG1TgA3V06neS/tLtnlbd5d4tpS90jcGJg3knYMyc+GAqubt5qudzgbbygd12J4lcSSnXLlhSD7zgfIieS79LsVmkfuRv7xgzY5WlNyakyUoREe2A7nAs0acFSk6E09KLuXjQb1PoP7wmIwxzIwKZjnXQo32Vxs8cVyCWGNUOYIGDgTgPxrYzxLGbxa+BMOtOaurtd2egx27gzMjjuPdxLRiQ3VhRShT7woHPygAnpy5lD53FuX4jOkWcT7axjZIgeDwxFZrknKBYuDBj+YyrDEwqQ5brW7MU0WZMmKiYVLhFaXG4yUxCs0UlAcdTQrOgqDZJpn0BM8Oa5ijIBFtqJGgsI9RzJ/ChYtfjNxm35YcK4TxlabbeoeY4mi/z7044w5Ats20fb5Ch153el2G79sHAGGyFSFmo0TpY/I3mVlvevudyYXRB72tDc9X6CV4KDilVrf7We4jbY27mtfI0Ek4I1ELU68BwOK0In8gHNfJmNeQnJXhtIwqbl+K3e3Rnje7awO7GiblKjuuB6MuM4+lspQFBYKm6pqPc/533Ka53CFrY3G2mtg9pBTTicSMlpnyrbRshuIi6Px45tLgQrjgDhxLQi9Frs8CrFmfHed2bIsvUYmHWpDtldx6yMrst5ksqeDzKZUF10tyUJZJbUqqKgjbpXqs+Xrxm1bhJdzeIYZGaSGOUk/1HEAgcBnyNTvMLZL+yZAx7DIyVQrdJA4o5OORGRpm/lJzvguD4nbMtxuwPY4/KvVstsF+7LjNFmVPktMh14B0oW0AoFQUrUkVPRXc7+zunNktonNdxLkx7f41X7C3niD1cNTUTEuxJzXpyqYZVjOMPt2Oczized5TkFht1ymyobrL7DTshlDn6k1KXVFxndQIASPpXoRC65mc5rO40FABmatzhHCRrbqJCk/ie32ULmY4JEjX2Ba8m4xFiXeJTceBPhOulbD7iklBdadSsKRt9aFNQCKg69TW27wVlJGGJPKogmhY4+GGgnqff/DGvf8AyCcsRsX4o4f8bsZUpeSZbNhG7IaZ7Sm7M2Ap9ztoUVtsqbBCfUq9TXqsvewXbWZuc7D8z8aTMwst2xKSVCntKkn4dlJn/kV5c/2JxrjvGdhfc+/ubEaLIQ2U7xFSyhMgq/8AhS0j0OoJ+vRG+dogMbV1ImHXCndkaDdCZcXFeha3n0VMaDXB/BryU5O8cHPJSzYzJPH8KSqPGgtRgm6vx23jHRIRFaKpr7ElYOx0IDft1ljst4beO4DkbKFa1RqIBQFM0NFr/eLdviaGqIyWl2OJTHSOICouRNH14N+AXP3MKLFdrlhD+BYgy8h+VkGaxER5a2WdtVQrMsGS4FAFQceLSDpr0WispYH6rzSyPJMC88D3eHRTVcE8l1BotGqCT33Ata3jgfmKcUHSneZTgXgV4rw03XmDIrPnuQQo0dKbPeZMS4NtSmG09pqNb1KMGMSoHTa6tVaAdPu3BwWC0YPGB+ZNTk5Fe6OqVobfaQuEt7IXRlSQTpZqGJKNOoqchiEONUJnX8jWa3K3tW/gvhi/4zgSkpREmWLHHYP3cQJKWVIkdtqW82pFKJQEJp7U63DYTTK+616s8Cp9ZNNT7mEEdtoZHmiD1ZcByQdaHvJOa+TWcctWf33DsifjXx9TaBJYWp6KvuOEtLQnXuoW2dw1KSfXotC6K0BbHFkMefaTx9VCe9NIj5MSTiT8OS15sd8qMmnpYZkWaZGjPyGYQUYkptDKnVhvctwoCiUkgk1FaGvUpl83NsYDqVJEWDPUnpwq6X/MM8NZjbbVkSA+plpqQ8p8kBQcJS3IcVQp1Gu0E6evU+LchF+3IO4uYTtzpLLXxT4jA3UDxVDh6JRDu/yJRL5Ebdgy7U0y42AGhKaDmgNQlI2pAXpTdrQdSmXVq4amsVeKrTwc8FGhrj0C1i2/NrJJLfetLtujoA+brzySPQBKt247iomtD6D062bqPgwEdTWxLcNKlGnsFQu5+SHKF9fckRsond500CLVBuMlGyg+KEx2XAs1OhT8qjp1t5OQkbGhv/Co9OtR3TvLv3Xg+sD2AZdaqy+81eRyJIkWSw8k5Qlhe5pIxq8uMrKaFO5K2UNOBY9yD1t1/etwbGoP+lB1XEUlkto75pWr6IhQ0XfAPmN5AJaYsebeM/Jj7Q3oZuDFgLLArQgqTIU3scRrVNNp9utq65cPEaI3HNxcE/OlC9FuHNjJnaB+lrlVeoQk9CKO1rmy/rsMm5L4QzNuaw228zENvZCpBW8hCkoYDpBeQhRWRUAFPTWiLVo8Ue38aV9bjr8CZNK/J+C/jS8uWOJ13xhObYlJVaMtsKHbnbrhDKQtSkNlwuNbf+uw9tHcb9Fj06/I/wDar7q7z5C8wW0ttNJGWTN0uBILHA5H1EjHAglrgQa+k+47bb7lbPt7hoc1zSCDyT0Pb1qXcHcwYp5Xcd33h7mO3woWW2pTlkeTKSFl1aWVJTOid0blw5OlKflUaH0HX6PvsR9+tk+5O021k6drPNDIGukYSA2RuStK4tccAcw46XZgu8T+fPId3tM0t82MnaXPOIClpOIKZAg4EZOGI6I08zPFLLfG/K7lBbs0684heJZ/YpcWM9LdYU8oluC52kKV2qEbXK0Fadd23SBngGaza7wnqCzMtcMwvI5jjVEtL9kbvp7lwDmgESIjHDgO0e/tpjX8Vls8m8esrthzHEpcXhmVDUEf7gJ71qbc3OGMWpYDItjiDvSN1WVfgRQLZPuYGuN64BhQtBKuB9XDlRGYeJIDCz9pwIcSgBByLW8V40VXJXjV4c8Y3jKvIy9cZM5ncoYkTH3I26TDZfaBecIYHe9dgo2hKPqmlepT7mW5efDDTLpz6Dh+SUiO1s7XS+SNqD+poKHmeZ5LhSdvKH+XHkq+2abh/j3jMHjTFYaHGI8oQk2/YlAUirFnbS26p5QH5nlVPQuUygHxUcpxzT2Lj6zRdr/GYfDGgacMBw6ZDDhQ8+GH8pebOciweI/JVqFm+H5U+YovE5Ci0l11wIEWfDkqejxnXCQWXUKSncmhANOnrUQTXH07iI5C1QQMD06Hjjge2mXPuY7Y3AIli1IVADgeBHAjgVGGFOp5Q8Z/AHOLNDmZ9j0OyWrJmwu25bbmW/tGlPa71ltbUxlTKl1cU2tRRqaU6KOtLiGJNDXRuQIUKpUTVZPk1yFwlyDgox4InL0wqp+H/wCOnkHxny57NPFbla1cpcM5Gtar1gV2uIu0eC3JO4vQZUdRuEaO82r5tuIUlC6KHp1M2y6tbdhtzriaXLpzaDkdJOLR09lMX1puDJfEicx7HNxB7rjyKjB2GCgDqtUL5y+LuX42HuRbTY7ta4c5BkXVlplqSxHfP/1CUzI7CkqQlVdqlbTT161ullBcwm6snhW/MGjHt5p8KZtZRav0zh41rmpC8x/SuXtpDfLEa6OI2fuE1S1qUmqX6/JJpQdvaCAfWunXON1WFq46ky9MsKtm3jNpAxwwHT31LvDLyov/AI/Zh+0ZXIk3DAMlmqtMyDcHHJEeEJrgaVHc3qJTDk1qk6BpdKADot5W3OSzk+ku3H6Vx7pPAngeh4dcMqhbnaROP1cbSHEgSJmn9Q56cFwJIU0cXldwha3I0flTAf8A7RwzJYwmHtNhZYKkpWtD5aqUy4q6pcBFFJoodWTdrQL9XEpYR3gBgOpoXbzMjeIV0aSiZtJOKg9aE/gnmK+cC59CvESQ+ixS32UXuKlSg0GSoIVOQ2NApDZo5TRSPWvULbrttvJpeUhcR3v6Tz6g5H21L3BgniEsQDpGooP6gMx2hTppwHJ2M2LmrCYPI+JqjrkuQQ9I+2KapeLSVlpewq3JkDVNNKa9Hry2ZcR68nBvDnwXoePKgMZdayGJxVrcjzbmicCOApHPkHj0pd7lWxttTchtC6oXo4lxO0LSAvXckGqT79VZ1tNIHgA8vZyFWDWCGTMILRiOq+ntrxeMXLeUeLvKONXiLPVJxPIZTLOSwauFuI+4oNtT3QpVOysHY8kABVdx9OlWrZ9vmaxy+C/kMnde0Vq4jFyDKQ3UAhH+lOHVuYPJQa2PH7hh+R2SyZjjUJ66xsj7cwNxFR/t4klxIckR1PPqU0lLbhO0JQVbSKHouWkk4pTNu17Y9DioAwKqo51Y+Py2Hn7ZFyDjp2ZaHJLLT86G3Guim0lxsd0ssNtzWkVopRSSdPQ9OOBMfdOIFZqDXK4IPXUY8kPDjF/KORllsTyG+zyFZcdcODxIVzdpELbCUSnJDocS4Voj7EMthIIFdx9uqtuFzM1wPeZEAhAwVf1E59nDtohHFHIS4lZWjDknI+i0r/hLirK/DDOYlyyflCNeUzJybTf7S7cVGS06VFAlIYXIcdCVD4ObR8hr7dT9seGtOpzsxiTj2BTzqPeQl7QGsa5eABVOKjLDgtNSzOywM3x+BmePPNLdWwJqJMcoc2tKot9suUJaSCNUj/IAkanonI0TjB2XsPMEUDafAkJReB4YfwpY/kdwHe84zfBMlwqGMgluraVPaY3SFtSnFqCyY0dTjkhaSgJJVTbX1p1Du7RjommORJNSEIvd54ZIcDlRSxui1xe9mAwTIrwOOCJ76Yr4h51kngL4mc95RkOC2nK8+Rcrlf8AHsXlpSbxcoLcQSHrU9PDhchtv3OQNdhUwn8ladFtutzabTJNKVjjZK5AdJdh3WryLvdUO/nM1y5sZBL3xphqa0nAlyfMg5VFnPKpjkzjSweZNi44YwPlXH7zAt98xFuyrT2oEefHRMUu6vpQ1LubTh2tzVApVHJSsbqHorY7LFu3kyR9/GDbzhAh7zA16Ec0BAceHBaG3Nw+PzCI2Slk4kBdgjHdzIDgHDDnjUG82/5Bbj5AYzxvL4+tKbLkFmvluvkuyXiOqdAcm2OVEn/Z3+2ILUaXjz0+IEvx0uIcmRnVpBSFVHMNt2Gby/ePfg4NkGkg5oQ4L7AvEGra9lvuFk6A62PkikY9zTiwSMLCWcyFJbwKY0f3kF/PXk3lsnx24djeMWDcaXS35FbMhyKdKzO7ZHIl3uBYnYDVjwRMawWA4vhk6ZMU7LaddlvPx2I8dQSEqcLlnBNZ3j7kPLw8uKOJJJJVXuw1OHZmpyKU5NJaTWMNoY2RuijDA5jGNa3AN0xtx0scBgCTpCZkA1YPJHIMvIsdt1xu9m/ZnpX27CorCg8jbOkOKUp5TSW1SSHwUtJpUJ/MaknroVlv1xaWTrSNoR6FVJTBMuPoapl95cgvLls0jlcxQQmY7eGGHZQRc78Z3uba7JkWHRpL0qDJmuTY6h/3TVuKmVq73bV77QkIJPp61A6rG77gbzSJk1MwCZFT8aKWe3RWKMgUBzhqGaoOHZwqgbpxjZslVeXp0JDrz0kl5DgopD6m2w7Ugp13g6aEfgdehsbW6zJivpwoqHpGIkGj3quYr24NPn4E+zi13X9xj8la22XX1/JbaQNsd9bhSkPMpqUKrUpH1Gtv2zcdETbYlYVIxzC/pPMcj6qqXmDZtcZvYl8ZpU9R/UORHEVKc1xtliVbrnZCJ1vkSmnEPsEOd1tRB7SwSkNvt1ofQU19D01um0Fs4ubZqsc7HDj2UjZd8Y6GS0vDpla0ovpkfjTD/CbObNh+W3a6TWZLq4cJhqaphtThSlhgrSlxSQSlsJUfkKgkdWR0b59mLIk8XUGleaYeyqh4jIN4NxKvgAL3QpQk5Dto5GvIU8r5vNs+GwbsjFWIyGH7xOhPQ2RKeq2+2wl0ByUGRUpVQajXoVtTbhrXtkA7pOIGA6Y50ZvnQGRr4i4AtBAci+we6lU+XOIMWTNb/lPJuWJexiDbJ0mDE76VOstOOJiRozaAQFypOzuaahAJ6fnuvDtnsCCM/N7eFPWNlbzSC4mUlru6BiXHMA9mfxpOeNQLbn/IMeyW64tPt3mcswYLRYW5ChxnUBp7ttGi3X2lalR9j1TBC24u8T3SfYAnxq4MmfBapGEfjjiV1cD0FNitXj3hGDxLFPlMFN1ZfjqUC2hSmnktoeV3nEnck19VCtCadE9uhiZuLXtHyOBU+zLpzoVuEr5tvc14BeW8MsPjjWfyLhu4y+SE8lMzVC2rgxmTH3ICA2GkVW2lQ3dxRB1/vrr106eyeQXNI5j1jKuaR3QXvg4NQj8ezpTQbD4/R5vGOI5RerizMkx40J+PC+7LTKFySlxhoRwtIfQ0AKk6BXoOqDLuUcd66zMQOkovUcetWNtk+WzbeAtEbhgOOPpjVjZJdWbVjloZlXts3KG42y5DcnJZbCHl7JBZaWsB9bTiE7ajSpPt0PX/AKlzj3WOyJ6VZbT/AOytAxlaMelerIvt7xYmZjZSpMyK2FlG0/qJTseSSdANyfT69ct+9vk2Dz59sN28uXAUTWkiYKndJUDieQ4mrt5G3U7R5jt7lp7jngH1kUL0qMpiU8y7UdtSkK0BICqpINDtSShVadflY3zZ7nYd4utlu2kXdrO+NwwVWOIHwBr3lDM24hbNGe44KPX6Z0B8Lfx35Dyoyqx4WRIK0iv5nkr3INRRJLiSaj1p19T/APA7z6233y1sp5EiuG+EQv6hiEHE4EdmWNck+6u1G62qSQDvRo/t4fxpq2A3BD6W06hK2hTbXaoLoVECv5iTWh9OvtEw9zBDh6GvIcgSUjEKavy3MglNCADt3EEaUpX5VAJVTrHOJzpCYr6CrHt1FNJCVVCRpUaqJ+vrQjT+vSaVWabbpWpBBNf7+2g9KH/TrKyu0oHoNTqdfqdPU6jbSn9OswrRryqQNrgOp9Qk6VrrUk6Aiug/DrK3Vb36OAHCBodwNE/lBUTr6fHWvSghIByrMseNArynbAm7yqJCRJiuo26p2p+ZUon/AJSfSmtOvzzf52bF/YPvtNdtGmO5ia4BOLXFSO0uy6da9tfa+8+s8qwElS3A/Cq142/Ug3qAsE9shw0SVBJLTidKUqmg1GuvX12/xA3r+9fZLapNeoxwRhTng3Tj1UY15w+69mbXzVISEDl9fGhWzLKLthWVXG52eIoy2ZMNCENdyq21SC2sIQ0ncT2zpXSp9uvVzpCnd4p765mGNlj8N6ppJX4J+NOj4RuLt+43xu9XJlxmbNihx5t5KkutlVQA4hVClaAPf26TLg8huS1Gt/8AYaSiotXQlpmgoj4/lAOg/H30OvTRLx1IpeKoDjX0UI3EbCAKpTUgAD02/jr79IdzJWk5cVFfBDYFDVOlPWoNRWntXXpNPtIIwNeN0JodKjWtNAFaVBp60GtOsreVRy7IQWFimgSN1K6AH4qGmhT79aSswGAoKOYmwJrRI1VIQaCqdAhW00A3flJFdK9fLr/uWD/81NtdxFyz4P4evOvRX2K+a4bwx95qPYMgJUlYAIDjpCgr1HxBWK0qQOpH/bZiP/wXcZUzuXf+r+FI++biJ7cDhRGWAAKQN2tEUqKhRA9KHVK9devptjXnjFelWvEptRShBSmvqPYgkmpFCR7/AE6w441sEHKskkpOoAIBVU7iKmmtCNa+3WJW69hQCkggHQ/L3T9AKmoB/wCB61WLWBmIolR0ASqh9NyRQfFPvt9z+HSwUOVaoPM6v1j/APMOBClXKK0iMqLVCt29O5anN6SPRNfXSn9up8TT4DiFU1Ffp8VocQNOY4qVqPZ7lGLOxvt0XuOpx53t7EpdV8yoBKEACnpU6dMaXhEBWpMUrA494EgVXHkY7Ju3GGM4bYg9dps16K21amCiS5Nceb7qI0VLe5155xCa0IoB60ppK2yCS4neAO9w4Y0K8wSMis4y8ojwSenOlk5fg95sVvuFtvFhutikNvsLXFnw32XqukKYXtk/9VpVfisEoUPfTqZc7ddMYskbmtUY4EY5ZHnQu1vraWVYZGvIBwyI58MD76bR/FzwngCUR+Z84Q5PybHHZ0PG4ExKXItjaQrsKmxoSioy7xdN9A9qGGSEpp8j1Ic2Wz2r9ppF3MHNLjm1v9LeRdm45kYDCpWzsgvPMDLiY6raCVpDBi0vA+Z3PSchkCpONFn5n5Vd+YJ9hxGyQluJhXNq32e0Qwl16Vc3AI8SM0lISFd/u71urNEAVrQHqD5b07XdeLIupzSDwwPGupfc8W03l+0EDg54frd1OnID1oPzNeTNPEu7x+CrT/vu9WnEMpttqbmC3wlQ5UNK0x5UZUcOSVMTJC2UoC7gtPwQsnaQkpJutp5uhg3F7bWPxYdOku1EclIGSY93pnXDLva7n6GMzvit5QSWxuHecCDmVVUzzAJFIbxa43t/KMbkWK3xXLmjPoinPuozbkV1m2PdxTLyu0hK2J3boU6KWhf/ADU6qdwWeM+bBPEcVTHM+2i8LfEYyAlGljQhKIoC+ymGeefkzauBcRxm9ZljqIN0ulugw7fZHYzrLc4SkJS4y0Wm0PMxwpwtoWAHWk0Udeqe8SI6VgCAkoV4n3dnKr64xRkNk16CRkMUQo7oMMc+Va1Xmt5Vch802OxYbBlzsUskh5u4qW8ZKIyILIPaYYEhxH3Hbj/pqfNFrRXcehPhSF7ny4lMAAgHJOfbT8l1C2NscAcBm5xxLuQTFBzFE5efKDNsc8VODOT+MbDdbVyBxHl9ntjl3S2qfMyKz266Q4TlntxbdVJub0uE8445Jkg7gUtpBAJ67Pb+XbC28qxeZI4Sb2KQd04Ahrmh3awtJLVyK1z3cdynu782BcgUAFuLlcF7cDmmNSbm/wDlCVlnkDacixrh+2XZ1WL26FkFyuMFmfeY12c7LMb9ytqoxIakNlRW0CVBQ9NNAPmyXbb2+jt9ne6SENQYZEuUMTii4kYHnR/ZoLq1a+e5DQ1+JKoSjccepFMOwSw5nlacYzfJrHGske8w0XH7dn7ASVsyB3W3Jy7ePt3nHGyS2Qatt0SakdAp9i3Db5PBu2tBacwVBwXA4ezhUWfdYrgF0arjmqDki8aHjzix5HLLdl4tRcI8SBLlxHJqi4A02S6gJceShYcS4lRSE0INRX8emHNi0mJ5AcTlxTh7efOpO3OfbjxnN1NLSRjx6nhh7qY54a8Y5pxBxTbsfhpvfKWVIQ3+2gFy4Sm4gRRphc6SsNgNNbRvWuoQKeo6JbZbumj1vVrVQkngOJOWPtrd1uEcII7plzDAT7MeXE5VmOSpnM0u+xZed8P3C22XHJypkyY2YkpyGhlKVk72ZDjoSaggUP8Ap0euNofNZEWp1DQUxBBXjhj6koNFv0Jn03DdOl4XAhE7cPXS4rBxfnXmZ5aZZl+EW1cu2YRaExW5F2W6zbbLHaWppIUUpUoy5DzZCG2xXakk0HrSbXY5HXj3vCMhwLiCQSMAnE+qj15usPgtZCrriVpQKAWjNzj/AEhMBzqlcy/h15o5653dyvnnlTG+MeLYjrjDEu3BmZdX2C4ovstu3NaItuQoJCVSENukV+IJHVrZs9oxgluy5zQMWtCFxOXfKoOwLwoE3drhjj9GYIHFjQHyHXpaCV7oQE8lKE4pTb+HrBxvxDx5deCuFsum5bjPGkdC8iEhhd3jRpbkQOvTnpiWXUOx7ghvuIDgbQEA0SBQ9M3EEksQ+jj0xsOkaVICKc1+bnjW/wC6RQS+Hdzue5xVXgN18AWjDAZZYcTTO7B4iXZzgROT5Rfbs/fLpaGcnskW2JRa7C1BchIuFujtQIaW2nYy4y0hZdK1rOv06rU246bvwJB3AQHJ83v4iug7btUV3t7LmB5deSN1sBKNTlyKjjSMsw4B8S8PziXzpzu//uTKrvP+0x7F7zcFyYtnEFa0OriwZBUY7jkgbi4Wy6UelB1d2WllZxNe5AG/qOKk5YDH48zXMp7qe4uZHgB0hcmkDFoBRSmJx413Zd50cP2W3osWNRcdttuhsuw7XBiwIu5Tq09tKGG1p76htICiohR9qdTLW6sWlHyOUhACUT1fhSXxT6A9zQ0NKpip5ehrH2Z9HJXGLF7zNM20WRi5zShFuZZWytDj2gS0yhKYW9Tg3a7nwQR6V6sFltkMiOcTpeCrTmQCmfLDhQaW+uPF8NqeI0lC0pjx9nrB7Kj/APs3g5hkCTEvMttlSXwhNtcCt7Ku6hJDctC1rqnQe9aHokPLlk84xg+v0wqPLvW4wrrkenaPXwqzstwPhez3XHMvzjC7dmTd/tTblriOsvPPIjNMtPIWkBZjONBTwbWpLaUBYKQTQ9Kg2DbyXGNgEjcMcQD2HBfwpdtv8wc3US+MhUBGPDEgFOysfbbx4y26Qp1rx7tzjCtwcQHGUFoAn5IbcbCQSKfm1B9Otu2KMfKWg/8ACKJjd2P7z4MP+Mg+5FSvc1mnj/EukW6Q+DY7f2T4dahqXAVFcI+QBbqGySKGi0qHv0sbCwDEtLuB041sbnE8YRHScxrKevOrpjeYGL25wqsvC2N29ASkMILcN9aQhND3V7mkJXoQlKUgU9vTqK7y9Ie66d5HrHuoizeYIx/sMXogCezGsk756X1gbYOC4/DaR8QlMKFvHuTpvpoaUOp/v0qPypA4o97ya3L5ic1ocyJqdUrFzfPXlZexVutFliINVEftsSqQT/8ADGUdxA+IJqNenx5U2xvz63HtoVN5uvAUa2No6msSPO7mxalK+3hbWik0+zb7FFAp0Ii7QmqgNf69b/8AjGzAJpOP+qoJ82X+sHxItPJQnGpLlOFX/iey3SwTUT7k03HWxHebQ5Nfil5e1DrKkjeu3OjU+u31rp1+fb/Kj/BO82PzEzzr9r4nzbNPJrfbgLp6d0DSRjiQiZkcfe3kL7qWm72xsd8cItyjbiSga8ZAtxTLhVb4x4tP3az47m8O5pwfJhepl7dnNrLT79XEJDalkgqhSGmgFI9q1Hv1I/x//wAdvvvb+cY/MO5yO2PZLRkeh0ytc4NKmMaXYl4VSFBbxUYEPNXnDysNuNkP+qmmUIzvDFcT2HHtot3r5xzlMu04Bfk2PKMjt0dCkN3ZLa0OutJBd2KWO65FSr1KqChHX102nzlsu43jdl26/hn3ZrBrY2RriXNHeUYnUOZAXhXmO82O8so3X91bllrqKFzcgTmhGC8saUL/ACDeTvk9xlfXcBs1sj4Xgmsa2XmBH2Ica2dtMdMRgCK1p/03XVVV1bJNuayISvJOsYklTq4hKr8O4OmmMYLWgHuoPmaOKnL1epKp3wc8404zdFcQc5XJeRYZm732rN2vLgfW1KmFTZiXFbqSuu5yrDgoEmiT7dLtnCBI3uLSMWu6nge3gfVW5fEAOJ+nwwAVDzPEtPuPSq3/AJFvAyVirsrlDiCIi84VkiFzXW4QK0RA8Ny1K7QNHG93yA9tdOn7iyjuwHRNDZf1AYL1A6HOtW1y+2Hh4uYcGk4aVwQnIjrSJ5PE8tiU6pUqJGuUfuMSmSiYmVFdbO1SPihDjbrfrofXUH36iy2MZcrcHjDKpLJ5IQQ4DTxx4ewrTjfBLn9OR43I8XvIiVHyTF7zFXHxa/S48lcqKsN9mO81KeT3I9wt6SA5Qp77XrqOrDZQuuLQxTd6SMcvmaTw/wCHiPWKDy3DYZhG8H6V5IbkS056TxIPA8AoWony5K8pfADkFb/HGfXx/AZElcuyNy5sufZkx319xpiJPS59yxAkpI21UvYSUkdV7cLee0lUHVauyUYtP9PP4pRSybE4HvOa9uSfKnBQVTkDgp50Z3j3/NbCzaVbeNPJfAoUv94cbtqrutpn7aUtwBop+9aR9u6txJO1t5pKlf16atpYJZBExz47g4Y5HsIzXkUNPyOnhafGaHwNzcvDhqByXJRgvKiH5n/js8P/ACkZbyXjPLWeMsmu7P38BUWRHgwZr79VIAZdJtEkb1EKT8FlWnS9w2iO6717GkiYObgfXz9dRbeaO1eWWshj1FdJ7zV6ajgDkUcgI6UmfyR/iU8j+GDMei4qrlDFFB1xN1xMLbuIZT6POW5SXGpKwDurHcNfYdVuby9cMbrtJGSs4tPdf6gc/UiUZbuj43eHcRuBH62AvanUHEdc/ZWQ8PeYIUBu9eOXMK5lqSposW6Nljci33CG60C2y+mPPaZW49EJ7bob3BTZofr0b2bcnaf7VuAe2VoQagQdPDPPkUVaG3Fu0H6ixc1wJLgMMSvebnhhi0EBKp7yP4Tk8c5HMbabS7ZJbipdrloAXFU08oqaDbqNyFsqBq2a01I6ZvLU2sxb/wC27EemSVItZWvUDAKo9mI7RUv8NvI97j3JWuNMrf72NXdXZhKlOK7bCl13w1KVVLaUAlTZ9xoOpm13zYtVvKOGB59DzP4dlRdxs292ZhABOJPAjivJUWrB80uBsmlXiDnnGcKPc7XeWQ88pCWy39s5tUtWldr7BFRTTYadTrsyRq+EAasVTlglRIHuVrXadLQSe9gF4Dp/Olr5RgOa2uDMl3+LFajdpdSkI+QWkpKU7qlKTWnt0Lknb/7gxPs7aMwuIAI4Hgcuv8K2IfB/jLlXNPG3A+9Z2MYisbUxblcu3IckNdsNtoZffUiKEBlKXApIK011p1NdIGAeIHOcnZwX1oqdabY0hjSGgRoQMShxOJHXlTA8S4B5gst1tNxt+WWrIYceUhc23ykR1qWzvAcRHmQllxpxTJI3GgBI9R00+6ttOh4c1fZSNMwRzgANQyKqPXQwc4cC8y8TeXWP858c5CuNi92hQoucW66qW9HajxyPtksR21pQftW1qQ5RIDgO5VSOhNw2C7Y4vBLi0KmQTI+nrpOp8V0JICkZKkOzJ4gJ6iOVCP8AyP8AinHzeMPIHiQJflPHs5SxbXHpUCPPUkLkbERXVfbAarSop20rqeoFlaSySiB6NlChHYahwNFG3b2R+I3GI/MR7AfbgeuHGsR/H/ydlLtnmcTci3q1yStnsWWUZAJdYcSEsutuKWTUV2LFK7wK9XSKwnbCwOADkRxGIzwPaRieyq/fTMMxQdRzTio6c6uvkmJmfi/IOXw23Mlj3e6bokG3rUy4hx1ztpjtKjhySH5AIWpISEila616j3dn9JA6Z7gSCO6MyuBTpxXnTVrci4IhcwEhQEJyA4rl1GR4UNOaeR3JuITpXMmZYu5LtN6mx4FvwGU80hy4PJDLcKWq2yQtL0MEgOrWUkq1IPQq6E01locXNhUd0E448Ry9EoxA+G3f4hYC5OmHUdaYhxBKznmix4/x05xTYoX7vJmX68Wm0uxppQ3OfhyXoTRZRHS5M+wf7xbUkJQoE+oHXSvK11YWuxN8SXRMBpxVNXiE5JwwU8aq/mOzvGbpGjSWyPbIGgd7QGJqXI44Ac6AnkHxp5HxjzGj8UZJh020YNmmTyJdnemOOx7eypK0Mw0x1stLVPYbQ2kd9tQQF1Ckj1NB32+uJLy63OdjnwmR0msDuPAwDgmAGABBQjljRqxkis7eCzYrC2MBCP3G6l7pBzVeC0y/yH8NODuFrFwnl1+nx8Yy/H7/AG1Mq+t1ZkhTjiGXZ0hCPmy0thYSugJSE76aU6qW27qdzuZWBgEYAI5jmBUwwyM8Ml3fa8r/AEuHJOBYMR1qfuMxb9b2ZNvyNWbQBLgyY12TKTPaaTvkOGEy+whEeUtCEhTexNAtVPzAnqxNmDgSD0rbiFUjBT6+vZ+FWrxoxhUx7LouY3EwEP2R1VoEp2Sjvr2u/c9lMdh1Ui+tAp7cVSUpc1NehE5YXjWUQ1IdCZWgjVrDcEwx69KXBZGUY7eL/DyW8NMvvXW4yWTNWluW6w5JdVFfkR0LV9u+8wtO5OoT6dGYNumIX5mnHD8etAZd1iaNL+48YFefTmOteTkGyY/kGPy2pc+JBtq221CclyiW9v8A01NupSFIdSdRqPwPRCPaw8AuJYck59Kjyb1I1johpeCAceFeLieAhu0P21rJmMrjQykqIkJkKS20QQtaU1UHkVO7UH6fQWnbYyIvDe7xNJTHEpw9lUzd36pRIxul7zww9X40znwBn4TkF0z11lMSVIjTX4cxKm0EAJCEBpTSt6xtUSk/UjohdMdDbtY0aSXEnt4L6qGQKbjUqowLiqch/CmC525Y8MtaZNusgjLf3Bgx4nbTJUCFBplYQhKlpr6V1+vUBrn+C+QkaWjEdvSpTnNMjGYlT8Mwv4UmHykwCDytklxveYuSYNktoWwu2LClJBDYCZbqAtLZC0qpXX6V6Ys7K1voWR3LjxKDjjivUcKnncp7Kd8tqzv5DplkOoOJqm/D7xb4r5W5cZxrgptp2/2dLUjIbt9p3rbbIinElbbry3FK7tdWkpPp1NdtHlqwtX38hf4UeBRFc45NAPHj0zp60m8x7rexbXaNYLh6uCkgNaChcU/SchzOVbJMP+Nrjq58fzhkt9ukvO0RnZUS6My1x2rdMCKMpj25B7K4mg7gWFKX6kjqlxb5t0G4sNvbA2RcNWskyELnqwAI4IO1a6Rc+SLqPaJI726f/dC1xa5gDY2ngNJVW81KnpSeM5tuQ4y1kGKXZoQbrYcgXY5BKylh1EV1aGpLTtCUsyWUh1CdRRVPXrrFy4PhEkRWNzQQenD11wO2D3P8N4SRpLXDk4FD7/dV3Y7fb7HsuLW6debhMiMQ4q0R2XD2yG29/cO0rLsZKTUr/pU9UCR1uJHzaAHqc8zVsa1xDWqSgA4plUJ5F4lzfO8+nchozxzGLDCxq5xbdaC+19lKlOdlTL8pqRuSw7NWyO29TQafXquy3iSaGhyqMuH8ulWvbLdEe4hA05rivZx4Bavfxlz+JybxhOjKfT+741d50CYh95lTpSyrsvhxaVbVnvpJ3JqPpp1PvIop9TShhlBB4jEIRTm3uljjY46mzRO9yq1OeBrqy22CNc1hKmlJWaqLa0qAKf8AJdD8SQP616/NF/mr9vv/AID97r9sLNFjfLLGUQPIdpc4YBVwJzKquNe8fIG7/wB18tQTn/cawAhcsMv4eygN8obKu1TsYzmMjYuDOjmU4TsWUdwIdUFKITVTRPrqKVHQP/Gfzc7YPN0DHOIbHOx4To4H1ccetFvMtj9btr48Ec0gryIw7c6N7gzJYd7tNtlxZjUptUdqrjQ3JqUgEhSgDsKhTTr9JXlrcY922a2vonao5YWuBHFRmK8L7vaPtL6WB7SHseR7DRgQFVSitDU7SQaor7VTqCNdCOj3BTzoVVk2WpSlPtoSSB6itCf/ALvTpPwrYRKkyEmuvpqk6k0/Gumlf9OsrK7gmtFf46f3/t+HWl4VldZRUq9/zFJpqa+24etf/DXraY1lQLIGFUWSkjStPfX820UqKD61/p0ppQrSXglqCg25cg9uaw+RQKUUf2WKagihqB7enXxY/wC5t5ebb+adr8xMGl0oLCRxJaSfX3VwwzHEV6u+x18ZtgfbEk+G458MaoHj0BjI7xBWCA409sQagq7TuoKKihCT7/Xr0z/28PMI3T7UP2/US+3eWpwwK4c8Dn6qpH3xszHvEV0B3HAY+qofPtsY8mwY05nvwZMoNuMLCVBYQ6haSuqPiqpOpPpXr6MwuWJpHKuEXGLXaUwwFNixuLEi2a3sQGEsxm2GihtI1+aEnX0JPt0hzhqxONJOognialrY0AooilRprQDQKJ0J/t6dMlxKrypomu1XpXaokEAka0HpoKUGvr0gZdKTXUoVSKAkbvWhJFQdajX26ynI/mTgleJxPqRqR9NSTp6gmh0/v0rADolPVhLq2oR3AfygHRP5hT1B+tTSvt0kkDEZViUFvMTYMptVDTvJJ2gUO0GhCh60+nt6+vXy5/7lRTyfthGZumfjXov7GEOkuG9PxxqLYa18m29wO1TqyE12AkJ0J0FSn2Pv0R/7bTXD7e32aG5cf/MaZ++ZH1cATBKInH4qipohQpTUV9SATUkVovYPx6+lteeyAatiNFXRutaUSQPwoNxVrtqD9dOtVprQ0euso20Asmu7QgeoTqKEn0Kya+/WLSq9dKJATqaU+g9Dp9ATTT206ysqN3FW1t4kCpSdtaj1G0mo10Gh6ysSg5uXH2NX/kmdNmomrUhwg/8AclCUtss0CEUToPmfx16nCaRlrgc/zpmaGN8znPCuPWsdkXEWJLn24t2+QaTWFp/+0HEmjbqVBKKgUA0H9OmDcSHiKchghaSGj3lK7cHxJFu8gUZFikYZde8dgtqj468pL1rakXCOuEuJ9kSVLlqjqVRxABST6V16N7O57onh/diGJcmSlFXlQjeYmyXLSO9MA1G5g6cQCOJ6Gqn8iMc5+585QudkyXieDxxCtlvQm1vp7sxM+2wGXFNCcFJUgpruKaKKt6qH26slle29vbBmDrcEg8SSTiCOVArnbryWR8j2Blw4BwAwAaBhjmTzVMcKHBz+SbHfHSfaOLcUweVMvtnf+xv8RFuLLsQsMjvmNIcUqHcJT5SpbaN6a+5r8eoW5bhaG6+lmjkcXYoFAAH+rL2mrJtViba0ZPauiaW4O1FMTjiBicTmcqKWN5f/AO8bZYeQsJxuTMy9q4QZNptj3ZjXNu5OgPRUPW9lTu1px1XzcUQCkmmmnUS4tYtTS0O0EAgZnS7JT+HCpm5bk/c7YRSgAxlFHyq3IJn6xnVY+aHMvmnm0PF+TeV8GsmKYhYLatqLCtynFEd9I7i5QR22k/dKpvGtQNpqBTptkduyEx2oDsVPFyqi0Ik2+aSYX+4gmUx6WuKIG5ohVFOOHIVFOH/JDhXHeHsagXLGS/yTlGZdmwXJqGjtTJb8+NJtsoqLZDH7YW1Ve3FCykaVp01JG+ONZEaQqt5rwPWoH0AfO4tb4kjnsLXjDSAnP1pzoZ/5ecnb5q5D40s2S32LBt2LR21qgQmhD3y5i2XJEycmq1OSJMkgqe0SlAASkA9VxkY+icf0k/8Ap95q53kz47zw5HLNoA7A454ZE4+vlSj/ACQ8eJ1/hW26W1yXcbZZrQyi2pZ7ziZBZQAlkAU7jKSa1VoQK9R7KwF/G7xHaZSMABgQeP51BfuEdvNpIOnLgoI4eyj/AIdxmM/xdYZyhYLLbouW4ZlbqZcWZEQ8y5IbfjW+V+4ISEOESlMV0I7I9Pr12+6vnXf2+MjWBpFiFBxGqM6XHsdpXnVEZ+z5ij0lS2+aFTJWlw+KEZUprjrmjkl/lLIJsLGMcm5LyDeGExTAcftibAphbbiVQFpQ6JAQlO1PcoolepoOuCOZJM5pardJ1DSUTiEOeFdWbd+A1z5ND3PGl2puZOGQyXlW2TxZkuHSOF7IvJnL5Ly612Htz2X46kRYKm2g8uIFNFqIj7cgkqCTuUfqeukXO4Wd5AHSOkdcFjcwcCgXHLPGue/Syi4LYUEetMCETrxpAnKnlzjOQeQL9jZx24SIUfLoFjkSklpDSkmWO+3vKl7lJGijpQGmnXOprOyvt1jL9eouaDjhmvaR0q7W8c9ts8kg0klpcBxXIfxrbB4N55s2GY9hN0xixwvs49lgIkR46mS+UGKg0SqUrY2anakDQ01Ueuii3jvonMtCBbjBqYAJ0/Guczbm7b7oPma4zICclqrMp5H5Tv3MWY5jLzsLwDLrV+1xuPH48DZa5CEPJM9EwIUd0pDoDzdTt7Y2nXqxWMMsEbGDT4DGgYDvalzXiowqr3d06aeW4L3nxV7rj3AD06cKpDEuVbZ4uWXNIFvtpuEvN2pqXLhj8dJlokOpdFZAZUCy0206W+4VVTWtK9Iv5rdkjI5mAjUoDUIwyUe+stHXojeYJMXNQlxQhp4Amgo8n+ZPJbkfg+wcP+NmFRb5cglxqfn97kuKfxaNJeUpxL4WVzJ8mMt4qbYboFbApS6K6i37Zby2eLC3LpnuAV2EbU4uAxJGZaECIpFFNnnitbgP3B4EMQKBRrJPBi4DkHFdOJQmth3+O67+Dvhv4w8bcQXbkC33LKblbo+Q8wZTnUOVOy7MOQ7+0zLyy+Zg/FtjzWx241aYh7lx7fBaaYSCEkqoe6bP5hupgy2ZIbaAIwDBT+p6BBqccVAGCAIBXRti8z+TdutC2VzDfXDi6ZzmF2lcBGHODneHG1GtAJ4ucS4k1a3m/wDyKYOeF7/g3ia/Z+ReSb7bnbBYb8yxIi4Lx60+z2XMivTsiNCdnu2tg1g26Mk998JC1IaSrpzYvJm6fVi93SJA0qGPKF7uGpD8gzdxciDM1F3/AM+7Y22/t+wyEEjT4rW6REzj4YQLIRg3DS1dRyArTM5L8SfK/lbK036/53bZwLhhsCTJbcEKM6oqfnutokIQZs95ZW6r012gAADqy33lDf7+cTOkaG8McB1QfDgMBQGy827HZMcGxF0pTvHAkD5RlinE/qcdRxqR8cfx2ZViHIeL5XyZk9tyrHra6X5dltzjYkuOCnySltRcfSkgghKqitSen9u8mX1hdturhzXxtBwwKE8UOf4Uxunm6G9tXW0TNBcRiFUgcFOAxReYwpocC34YAi1QcWvTNsS+hxEQ91uGOynY3Vkze0CGxtBVUj26uT3bi0dxzQ4DBAEH8KrbNwtGBAHH1+hr0uWqwMy3jJ48Y+wQD23FvRguiPx/cS7/AHpr+HUNsu9OfpEsgacio+CVCnktJBqcjj/Srl9teFU7GJDn2rfHYdTFSG21PPw6NtAqUFhwyVKX2SaAVAAV+PUvRurW6/HIJ5Jn1qMxtlGf24gF6mvQWceCjFhYRbW5brYUjuyIBbS5opNSsuDUVodfr0l39y0F7p3EcgUqQ24hUAhwHNSfdnXVHZRGadFwxGwPSyf0giVblJUgJNEqLcL4KSFCgGp9z02361w70j2jo4msfPFiWYgjkR7Ryryzrn+3xUuJxTHW+4goWFORd4QaFJ2ot5KFBXoR9OtPiuHnCV6nqfzpsaXuUJ7TnnlWPiQMjnx1S0HGodP+kwpl5wprUjdttqEqVt96UFaj06Hm4nbIY9RKdTUzwmFgKu1J6caxK5mVWaWkupxmVHCaIbLdxSoKUN24H7ZCVgnVR0J9epIifddxzkHrX8qFz2sJBLtSr/pOHrrILzLIkOtIEXGS28lalJCJw2lDZWApe3apSlD026AU/Hp7+zMLdZkfrAwPOoXgW2n9SLkjfRaY7n2QZFfrc1PYxoR4DEhcT7q6xlJcihQVv+4aOxxDQIG5CtQo+nXJyLif9uJqYKp416Q8WO2b4jk0govJTh6c6o3JY2a2RdvfyYSmYsuHDeSwwgoatYeSVtFBQO2u3KbKSNoqkk6kDr53/wCeOy/fKPytBvP22vbmLYoQ43AgcWyOwQsBbi3+pqIScAck7f8AaXcfLE1zJbbnGz+5E9zWMCP6gvsNBb5K2GXjECFyphMl635japSXkPR39J7SSl16HIK1FK7fMSKKV/8ALT8hWlOvmv8A4lfdTzdsH3WbNc3M8l13nSGUuc5xDhqEpcruGly4+sV3HzntFnfeXpreSMaXgAIgx4EdR7xU9tF9wPzZ4h/2VncWPGzyNaGWkrWw6VoluM0TFS+tlP3DYVQtLFSRQ1Nev0J/br7nbF5/sWi3dp3EtPiQuaQhbmGuI+ZubXZOahU8PE/mzypd7HK6V+Nk0gtc1NTMcDgcWk4EZjiK16PJvgjPPHfMVYvkFhvAjCf3rJcHbZObMhju/pp7imUK3tpA2qRUDT0NOrZvlvJZsbpBfA/5XJwIxBRUcP40M26/incWSyMF0wK7FBngQD7DwpvPgT5JX3PsVY4Y5SxPJrvZprK4Fnu02ySXGXkIaDRaffkNhC5jANO4adxHodw6c2GS6EQZMHiRnyucDiOvbkvGm765t9bTEQY3EYNRwaR1HXn2UNPkp/F1ypK5aknhjB42RWjKpCpPcnXidFaiFVCAhDYccaDW6i0V36evRyawZO51zb6GtJBcCTmcyM1HFBTbdzcwtiewvJyLA1V/1EkIvDDGhT5f/i18+uJLMc9jceWy3Q7DLjvC+2iVcZDdoX3GwzOL3eC/tUvuIbUspCd5ooU6hkXVq/VDJAS05jU4nqiqnPCn/qWv7k0EjC8ojkToCQEDuWKDto5PHLi/yS8gOHrzw55Q8bbbrBjLjYvkpcUmM8Fo/wC3MZbyCpMOZX9Roq3NOAKGnUuB8l8x7b8ND3ZoECc28eqZjJaQ8iEhqP0oqkq7ooBTA+rBUxQKz8jv40vK7hjIXIN94hy1jF7iuRcsZzBtlUm1PR4rqFBv9whlxcedCLqDqAtKCFkbanqr3W0zxyeJC6OW3XAteCW45OGYIPtohbbo2Rn08rXsvOIc1A4c2k4OB4plyq6PDPyYdvLc7x65Yusqw5Pai9brTeFvmLLRIiKVHEjeohEnY4kJfSkUWPkPXo1t18+QGzuHO8doRcFwy08+tRLlkfc0aDalqNcEwCnuvHPUSnPjR0TfKrzJ8OY8O8X8f+YvEUp5tLabm3+4Ntw9iyhaY8jusuMFhI+bS07aivUW9lfa/uztLowcXDNPdjSoHSFjfDKDJCVQ8PVy6VJI3lH/ABk+eaGMf5xw238aciIcb+1yCGkw5sK513NSGXW1R7vC/WNT21uI2mlCOmIdxsb1wbBKHSMxAeO8OYauJHMDtp+S2aGl15Boc4r4jOITi4HPiOVX/nn8blm5L4jVaeIOUbVyRaYER3/bqpdxZurkZtDO5qGLkwDcY7RoNgfSdivfU9FLhtrND4UzXsBTHMBff1CZUObFPFOJLd7XsaoQgh65Zqh5FU65Vr45x4W+Q2M8ow+ObhxvkVsyGTcxGtl5RCdkWuSoPbWZDFyigtF9OhSg7TUf16r79ovjLpibqiXB4IROBPI9DUz69sn7cjS2UKC1wOPVUQt5EdlMhxrH+SuJ27bwZ5CxvsLrPt6f2Wc48y4w8+tG5KHFoW6ylUhn0QDUKqCK9WMRvEQjkUAhMc1AQkev+FDZHFswdGB3QCiIHAqrT6sjQE+UnHkjF2LlGLSjAkLdDDm0oQhC957aVaigH5R+HVd3KAwuA/Qi/wA6Mba5sjXRxHuqoB5Hh+FNP/h75DyLlTBrnhHMGTREYjx04mFiqXXlMKeaIQ2h/wC3SdplBo7HdvxcAB9ei1hHLuFoJHtWUEgac3JgF5L+GFKvpRZ3XgyOHgsI0qQPmClq8dJy4406DN8cseB217OeOJv3U6wRXJ/7Wl10/fIZbW4lvsudr7pDp0TSorp03cWDtOiVhCqozPq61qK6hf8AKMcwhUHoeS0BeA8/PeXDvIOCcnWVvDb1JW9DxaM0/wBqUG0IdR3nXkFAR98o7S0lRDZ0rr0AmYI1dENIAQg4oD2UiCVtyDHcaW6nam6VwIC58fxyoc+Br5C4kz7O/EnmdwpwjM0zo1henPvIWWZa1JSGpSl71Sra45UHdVTR9+hd/GAkrCfFADgQTi1fiMqn2U/hl0UgWJziCMEDs1Tk4ew0CfLPhRgPiTybdcue5Xm2p43J684nCfui0wpDT7hkiBHjqXWTHnNaoCfyKNfw6l2F3Gz957ka5Q5xce3EdvKnJbXxWmJrj4jcWgNapx55kAFENMP47y7HueONY0yFKZmz4URoOPb23pDb5ZSjeVfqFsDZtUBU06scMsU4a5rlgPHMgHjVcvI5bOXWAWqSBwAI59eY5ULfOnE7fIeMwrVZ7ku5Zdj18DrdiSpx5yUtLjZgPIjtgOrO5skncE6GvUy4srQW0n7hM4AQdeCjkRxXA01b3lw+VqtHgKp68HY44jMDjlVxeNWY87cM8ncgz77l9xicl3PjyNC49t892JNXb40NsuSZP2zbaYUeMUMNspH51bglSj0R8vMtWGWbdXg2gLUCr8oJd2LgOtN7u+9meyOyX6vw3YgrmQGtxy54YVD+RuV/NPk/x/u3KHI8SPbOcMCv82LjM+0RmbZEjQnpLTzttg22OguRzebeAJHzCiRVJBHVr2Szs9y8r3f0rI5ryeKUeGWjSXNc3SgXPSfWcTVXvp9yh3KIbs6QBj4wHqNSEYDAAYFRj1oJPKnzS5e5exGyY1ymsNXqzRralUVjvR0sLdhhUKWplSy/3loTQLWSmoqfbqgt8vWfl28ejHC60/I4AFuoL3hkQmXGrPJeT38YGJgLiCQ7A6eA5Fc8asvx+8ouUcT4UiO29kS41gfQgOIDL3dNNooh/ctEjtkqSsiiFa19OmpLGJztYIAk7xHXjWn73NAGWmhjmMagJUHPia2Df45uIMn86sUzLLcZyG0Y3dsNhWZqXDujciR9xecjRMNjZcYhNLmJizpMF1C5hCWGlCh3L+PVP3aNlkW/Uay18haC0KmGrU7gGges+qrXtF6d2WPbmNEjIvEcHu04B2ktYUKuLgejR3iUpLXn5whytduVLW/hzz0BJnS4F+Yjzihpi4WmW7AuSGJcRSo81qHOjLSgpUUqFFagjoxZzXNzZRshcQGOzBKOHA9vHHMUP3CCzhuTcuZqEsZOObXHPHl0GINZjL+KM7vnADWHQJMleUtRi8462uj47jAQkg/EuhDnyJ9Ukfj1cYYZZLEw4iVwcOoWqO+eKO/MpxjBHrThjlWP8FvG7kPBXJ9oyy5LTNymUbbGTIkOq+2dmoU2t9LbyqqUkbl7QaVFT1N8vbXNZAxzvVp/nlUXzJusFyj4mo5qYLhyGI5nPjTyvH7xYwTwev11yK4Zo5eV8hSUXy4i4zPu1Hvxu60t1LVRBYS5UDT4j5dFriRl9ARbtLQ1xBJ4nipPwyoLBDNBOkrxIZGhyadKYqB2dvbU15o8u8O5JjWPEcEmWQyrHd7Q7KeTLckzFNWtcn7uP23W2ozBQ4pKlugqDjdEj1J6DxW0UQljc8HxM+GKYIfwovcOuZGxP8MNZGVBH48MeJoUefGrTmGLXZh69wGHbtEU1ubUkMMKSlZWmrZUoSXC4VVV8VEaadb2y0m+oAAdpGBKe+mbmYR97BznFMOtUn4Ach4N4M5bmkmfc2Lo7nJjvtXeVKZdksS4yFt9p4JWtDbDjRrT4gU116Xe7AHWRs2vc4mYvxKkkgA4k5hMOlWPZPMhs91ZeCIBphER4BoaVHDIriTxxpw3CnnrYb7kOR5Rk+TQ2cVjxnAy6/JS3GjhoLcdU6S5tDQb9Vq9vp0Ib5VIiLSgIKqcOp9lX7zP52hktYGw4vI7wZiUyX2r6shS6+UfMnx48heTMsxXEJCpNxkz21265NRvsIt1Qla2G3bF3CiTeWlv/FbqUBseoWdOrVE2Rlo2K2f4rQ0KeY4kLig5+5K4460fJO65uI/C1uUNOBAXDVjg45ocSKu3gTkqDgr+SY/yDxDlN6MG0MCJkFnx+XdbSzFhlRUyzKYDhtyO0rctKglK6VCvXoJcbWyRjZopdDnyqhAK9PVReFzLaQtkhdI3wiFCq3qowRaCXyi475D8gMqwlzhjkSdYccjuyZF8gRpD0Z5m1T7ww7DsE2B3UMzoamgpICgV0SRUFOrm8bE3a9lF3KGsuBKASil5OIQkIiLqGYGVTNr3Hx71sDRqYijFA1AjieK8uFEV4b8PyMV5Nz3AJOUPXGQtUyS+qIht9goejR3WCERVARXWlJ2KSQAFJIFTXqs273Cx8YFf3CMU+HDso1c6ZL0xBQ0xg4ZYHhzGOfCi+zLBmLHELrMp2WptwmryQhVFV3lSaqC1A6a+nXyf/wC5x9t/7t5esvuHBqdcWjg14TBrCCHOyUg90AZNxNej/sZvPhxTbKR3QS4E5lcUH58cqFHnTEk5XxrfYKm0uOsR1PJJG7buSd4TQV/xHXx38i7rJsnme1vWnAPAPLPI+vCvRU4E8D4se8CBhx/lUL8NJ7EXFI0ASXXpcKQuE8HlgJZMZZR20kUr8QKV12+vX6Uf8bvNVv5i+3Vo5ryZ4WBjgT8uWkDohCdErxp9zNtfZb495bpif3h1ORPtVetNKsjodZaWakbUUNPifiNoFPU/269CH31zerHsy6fEU1FSBokkV1Fa6VP/AB61ShUxTRW01B9q6imhJqB66/26xMK1XpSTpXQ1IA0rodU/Shr0hzQhFbFcX7qFBU++g9tDSmv16xrsE41nwqJ3xH6ax/XaSN1CaEk19gPp1sEKa0RwoSuYIvch9307a0mpBI+nsPiPofTTr5pf9yzYPrftrab01qy21yzFF7qoceCr2ABMzXoH7F3ZZdz2pPdcFoTbOn7TOkUNEyVLSDQhR7zCaD6n5JNa6Hrm3/bM8wB1tuWxvOIlLgP+JgB+Ao998rMPsobloxGfqNYvMliHmlqnAUWiW2pSSCSkOElNTUAABJPpp19gLZ37QByBNeZPD1Mc3jpB9dM34+vUW7Y/a3EOIWftGUqoqv8AgNR/kNR7+vSZGnUoyqID3EPzDlVps7dpJSBUipIAqANRSmg2n+vTOeFORtQY512qQCNU0A11FKaUB+pGvWVsAcq+CwKaUGhAruNfQ+g1Ap/brdZpbyFY55oDWhBB9QPbWpFNCK9JUcKUAgQZVGrsgBldCR8SdPWg+IO6vr1p5VvRayg55bbqtoJT8u8jRPuAlSgo/XdQ/T16+YH/AHKmj/4VtzjmLln4416G+xRAluCeC1GMMjJq3U7qqcCa6FSjUmuvyNdBX6dFP+2+3R9ur0nD/qXfE/nTH3xcTfQJkWmiJxz4dugCANFJr/j6AKUaVIPX0m415/Huq2WAmg+VSpIIQKpIoNaewodSffrXClV622ysgfE1NaCpCUhNU1oQaGnSS4ALwrDhia7lt0Soehp/QUNBqRSmn9h0odMqyofe2t8d1KVFKilVKV3EVFKE6ChOp9+srKFezmQ7lV9kd8KQ0qRQlQNCVhuor+fcBpT6dTXloha00ywkn1VjrjJu9wy60WqIomKhTjr7lQQC2kqDS012oFBuA9aj106mW9pBLZOuD/uqg4BOdD576Rl+y1aghI7xzJ6VjOJLDkPGWf5vzNhmSxcllRherdPhSpDRjPMMSG54jw2kl1UafEcK099ehQVAa0HVs2w20mwvtZ41LnORyocAChTh8cKH3RmduYnjewBkjSQApBRPQVEbd5oZxyX5A5WMthWexWaw2Qx46IFyVOKW9v6zsmQ4ywjuFB1CBtFPfXoQ2OKC2dDAwABDmSSevD2UauDLPIJpnK4gj5ckyAT3mqPxXKPFPlLkHM24mOWa/wB+jxpRv8x9mO+FKlyiww2AEJDS3HNQpBK0eunQwXV5LI+JzkY0p3sczknwpzQxscZYA4lutQ3gMz6qkfF/CGDcVcr2vNMcuDz+LOXV2Z/taNvVHLNoYVITFlPrNZEC1zHdwKSCutDr0ehcGwyRtAa4taMBkUTBeJoI8K9jnFxYDqTgUKj2VYHmx5SJ5y4yvHE9rxWVZ2Lk39nHu0pbEZLq0JS2ExWUbpMNtw6oW4NPca9N2VpHZSGRpc6U80SjdzPPfQmJzWNjLOGYUZ+nGk1+SGZx+BYXjHgsGCh+6Lyq3qlSW4gly0M7d69y2k7/AFFKj13DrW9TaWs7oGs4oF5hPzND7C3cZWhju4CAp448eWAz4VV3l9KyvJ8uk5u/bLqu1pt9p7KlxVBoLTEaO9SlKXUl1VCoHRafr61Lw2stmsXJV9dGZk+sfI3IpjjhhgFNSCz8r2jF4OF2nJ2kF++dyOyiQlDpSgxSAhYeqg7leoIpuPTmzanXkNsxEfJpBPBQTj6qA7lbh5kuATgAcETPM0Pl68x2MFxPk/xvuNv/AHHFstyWTNt5ZaQpiCq4IYeVHUslLUBEVxO4fH5btD1bb3f27TYXXly6jJfKw+GRk0PA1AlcGghRhxNRbXambnI3cIpP9uUF4K/Mw4JzUIMa7vCPxon8l5/d+SbddLdFxvG3lFliUlT8hbiXkh51ktHYyptVAkKoogbgCOh+w+VJrzZ3bwyZrYS4xsaMS7T85JXuhcEIUjHKpu7b0LW7ba6FkaQ4rgFPyhMzgVJyXCnTckT2OOOIbnGRMSibLiPoUsDarc80fiFKrsWW/lr9ehV+x1s4xOzAT2Z9lJsQCQ9xVgPtJpfPit4Wcb8o3y/Z1kV7Dz2PTF5DcLctLe5cxDipRQ61o+6lLKdxKfiSdTp0HjGo+LlpQg8QV/Lj1qxvmDwbfkFTmnAngCUyzptHHcvG8wxZtjHboqHDiy0RI7kIocCEwFqZERxIKUuJ7KU0TUBB1HV12lvj2mqInRrOI9ONcw39w+tLx8pb6J2fCrIuthL0pEcTVptjkIxHl93a+HO3sC96QHPuEr1Ch8QNOrCySUNKhOH4ehoHqb836vbQmc6WFeNYhNjWqVOkykyGn0yJjba3JDTjje9KUoo3sKkg1+o3epPQuZjopmNYripPPh+FTLPQ4O14DTxrP4EYlnsdnagx1xVSYLMiaoOFK35KqKWXCPZNK7RoCer1HE1tu1jAjUBTqRiT1qrzlxnc92QdVkPZDEUaqUSvZT9NSipYUKgH+voCafX16gPjLH4VMhIdGWn5f4VhE3+O+w9GbcLaFO7SgErUNxqoKqdEo9aq9yeijWtajznUNxOrDkajS7rjMWU5DmZZZrfLj1WuBLmNMSUpJHycCiAsfIVGgA/HpM262ds8slexsgGROVSYrO+mYJI4XvjORwT41Lnsw4+bhMSrpnGPsqQEtoW5cGlAJHoErLigo+2lQPc9C5/Mm3a9Pjx6e38Kmt2jcJWq6F4PUVE5PLHFFvD61Z/Yj+qhHxntfBXoCSVClPqPrp1Gd5l2ZgHiTtTpjShsG5PI0xoRkFHwFYmbzFxMtSWnuSMaaQmh2OXNhDhJ1WkqDppoda1qOpLPMWyObqZOxetR37LurHIYHaqxrvM3ETa0JiclYrIeVuIjs3GLIfJA/K2hp0FW+hP0PSX+YtnAOudh7DUmPZNzcFdC4Drh8ajT/klwtblOuz+RrDBcUkhpEuZHQ4lxskp3DujaK6FI1rTqE3zVscqhkoUHEHBB1xp//wCP7mE/bJ54H3ViP/yxPHGMXjL5Xx8ySEpShMiOQXK7UALStRUoFQFPWvTMnmvZ24B5KckT41Id5Z3R4AaxB1VawI8ueBr/AJXjuHWzN4c/Jsl7qLVFT9ur7ox071ttAKP6oHyCdNydetQ+atnuZmWkbz4zzhy9dK/+NblDG+Z5bobyB5ZdKlvJPkBjnBWN3LNeQZi4mM2wrbkLYb7iiUth4KoAoJbSgipp8ydqRXqZfSWdjauvbo6YwcT1qHaQ3F7cttLZXPdkE9OYr+YdzfinNeEWbPsClC44zeQVQ7glBKXEu0BKknYppRII+VNik7T69SdtuLa5gjvLZwfBK1Wn1p8aY3Kzns7g2ly0tnYSoOGWdVaPKLj5N9ViEhm7s5M5dU2GBAXEf+4lye6Q8WT2O2Q1GbW4pX5KJ9ffoafOO3C8G2+HJ9QX6UQZrz5cV5VKHle6+hO4eIPpUVdJz5c1XD8ael5OeSdwf5xyWwY9wryJkXG0eEqDLyrG8adctl1zBg0uQilCuyfsm1pYXITVt51KwklSD1TrDbZmWzXPkZ4vVwVPTn+NdunvA+9k8K0uX2rsdTIyRq4jIAt5OHHGhrn8k80ci2xy3XPhDObPFjPKNmfmRoUCQ1Z2htjwy07LeJHZQlKwr8hO7re4bBt+72Mm27g2KawmwkjeNTX9o+BGNMWdxfWtx9RFb3UcrMWnSicseaZiqJy66ZOY9us984Fzm9IC0hf267PGZQWxuXHd7slwLbUg0JA1/v1y+0/xq+x+27i7dbHZrKPcHucS9oR2p3zOVFLjkpXDjVok89efZY2xON3JCERAECZBDwoyeA8zwDE45vFz4Um45fUIjlp159K5EpDSEtsRTDgsuxmQyEkAp1Nd1Sa9XmDyf5c2INds0UMB06ToaVIGSoUyqK253fcA5u5RzgKoD9JxOaIeBzXGiYuud8cc3XaArPuIbK+1aUEWpd8biXLtEp2laVTYynhUJAIFE16kRySwNMdvI5SVRPen40w/aIribXcQxucBm4BfbUwsb3DOPyPtBiWK2mDHWjYYdujfDUUBW2w2aV1SB6Ur1KbJusgzlINNz7PCyICFkKL8qgEdetXlYs48eWG0KkXyw291Cwpt1+THhrCxUqKO7sUxoflrRR9+tust7eNULJHA9p+FQXW1nE8NmDWkcf5VJmeWPFDLLdkvH+dclYFGx6dapLs5u7Xm3tRJ9vWlYuCG5Dyi1PcQlKd0VpXfUCFIST6Rptk8yROZe21vL4qpg0krwCdclOHNKcjl26WF9tdStFsWlxxRUzAOerIhMeWIpSec3Ti7jjk+TB4s5J/d+JjHjvQ2/wByjXRuzumu6DbbrIWJ0y2BuhSlwLdjEbdyvTq3bbsXmC5t/FuoTHckkaXd3DieKdhz4YVXLu62i0nP/UtktU+ZyLlxITUeqKT1q0868rsFzXiq6cfT71bcmUqEqJFuqYf6iCqOphEicpyMY4mxY6in7hFFrQKKHr01/wDE7y2ujK90cT3D5VzGWXH8CajT+adont/pXztkYAgchVg56uacc+FIo5O8EfFHPHE3tF9u9jy2HMRcLfkFm+6RIYmhaV99K2ojb8cIAKS3uUy4hZ3H6Kl8vTeMJGtY14yKKPivqpn/AOU+W44fDkuXPA4tb3k/8KY9cav7lnBWGOIsf4hcYN6gSLW6bZe7kH3QyIcJDktaGZaQ+tHYcSSE1DhXRNCnrJbIXUTySHuB7w4Kf1DkhyGaUxa7vby7k1sOprFBaXHE44Agcx6gKXVJ8cPEwZJg3E/M2MM2+9ZOpMJjMLOtl9qNcFpQ60WpkQxLklCWXUB6h7rD/wAaUB6DO2LbXkRXUY1EHHPHocwOqqKut3fxOt9ceBJOIJGAzwVF6FQRVvL8RecPFrkjCo/iv5EZFeLRf7nEY/27kUyRdYttiuvoCQ3MVIjTG2Epc0Q73BUU9Neo7tumtXgWUjjbcWSEHDoTiTyoIy4ilH7mMi4FUK5DLBDx405DKrbzjiEDCrpymMevplIiNM5XbLQ2bg3cJigw00oRC+4HpLoKAVAuoUof8w6M2kUU7i22ClpGoDMFOX45VGvrq5tYx9U5oVrtBXulOGPLgOPbVK+TnjpxT5E2qzo5Mk5hxnydigbn4vksiJIsfbaWUCHbYDxZbjSIryjVapbdE7gAajojNbtk0xvR0eeBAIPHvBSmSjn20Dh3E+GQ0yNcOCEtIPRwXsI6UIHKvgb/AL9wm4WF7P7beJlotyVouK1RHZdwEdxtsp3tLQlTigRuUPWhoffqNNtEdxgwnUTngQPaPjUy33z6bVJgB0PvTj2BKmnirgPF/Altwi0y8Dusy83u4xG5D6UPtwH5SVOEOqDKCPs1KZUslzXUE6GnUn6cWkbIoS0OcdJTMuz4YJUefc/q3vkcXPjB1NXIIMSVyPbwpo2Zc2YfkGUW/AneOl2q2zLUI0i9MoUY0db7R7aVq3OtpJOrh+IAIp0iPbHtj8R0hdICqH4Lw6VEO9l8giDBHGQGkglSTxI68wiUmryEwt7i7kSXkHH0hZlY/NVcYymHU9xxkrS89DfU36tuVIb9DUDXqrbrt7IZHOYB4eZHLs7D+NWjarwywtjcvjLgVzTLHszzWvTyxx7hvnjxhYeTcLyZOJ8nYI/Ddu8yI6hqXGmQ1AGTKSglxNNqm3gfYn+vVefEWhrS0EOKtPDs6dnCjrJGEmQnEYOH+nmRxQ5HOvNyrxTh3lvweeJ3r5CvnM/G9lW3GujSor12bXbWaPRlvjckOApC0VIK0H16gPiihk8SQjw14HAOPPljRGGeScaYSszQo7DkvFeB4Uo/xKye+eMfME7Dsx5BjC3LuX7fdLJKdgtmDOUvZXYHQVMy0EEbR8Vjq1WNvawu8GSZgcQoBcAh69OvOgt5LLdA6goDi15RUcBmvTKnBcgccY7bsfvfMeI5eHr9Igmba7axJLqX0KIcSI8VttRmuIdG7bVIFerFFZ7W+2M88wE4jJ0hykkZAtRAOKg1XRPexXIg0ER6wo04Y8dS8eHupW3M+Y8wojv8zZTObsWQ2SChixtx22SqoaJRHdRHcAYi95IU4lSlEk9CLOGO6hcZkDg0kt4kcCuWBSil3cSwu1R4HJpHDmOvGpj42+T+acjOYlxDmt1nX/IMwuk28zZDLJZYLSYSZC3F7FLaaSykFKqmu0+uvXUPKN9t9tYs2lrUvnB7lAw0uRxJI5YBKpO+217cSm8mcXWmpgUle81UGnPLI5UPfkrwtlGe+Rmf3LDWi5jtsu7Fpet7ZLsdhcKDEDgbCTuSglSlJQKgK0FOq35ns7i/8wXD4XFcG8x3GgEniE5UW2m8t7fagyctUOJC4fMSiZAKmZxNHBx34+xePuHrozlEpMWXMjJXCiLWgubgyhxsjQI77ri9Eq9AOhlzt8tnEyWYguAOHrwB4ZcsqgfWw3tw5kQwKdreKLzB91XF49cyTuBs5jY/bstv2Jf7ttyrLMm47kV3x96fbZLqHRZ5zlomwlyIAdIX2Vb0BZKhqa9UfzR9NJE1hA8Vve0825EhMyORwIq++VWeFrflEVGocCcwejveQK2a+CPC3grzM8VIltnZHMxzLIK3YrmR4Y9bhk+GZDBcdkQZDEKchTG6RCdSsNSEmLOZURUgkpah3Q7VFHKIhNbyRAOClveGB0uHyuBxXHAhQQanf2iHfJ5LWad0FzBPqaQhVjh3C5rsHMeMDlkjSHCtVHmy382ePnlhzL4k55mFiumX8U3VlNoy2yh2223O8UvVuavuH5hEgSJDz1okXizSQJkFa1mLPYkNJKkBCyfg3iQymGHuksa8agF0uC4oU1AqCmBRRgaFjy1FLGHTf7okfE4AjTrYcdJz0OCOaTjihxGIhWPyh5Qi8wM4Vf8AJHLVKiXMNxLjV2NRbTyVx3mX1OFTKkhIUD6qoR6dELTfNxjuwxzhqAwJAQ9exKhS+W9ulixDyzUQ5qjqgXgV49lMr/3xzNm/ktw3jOScgvZpi06Opc0NObIqYioqHWJADOxClu7lI2UUSdainRJ243l7cCKQtEKHBACHcThxPwqBFtVtaESM1OlJAKkkkDhiqADjzzo/PJjx5w7EeEs55M49lIjZtb4KnGIjc/5PupR3e0hVNodQkE7Amp9qdR5gXylsjXNbpJXgT+HqqfNaQNgLrYN8RrsBqxQZhMjh2UjDxlzG5cjZ9dsa5Uz66MpuCH3246nZSVxHw2rsMMpRQKbSrT56+o+nUmy3S/iYjpFa0IGlEHwqPLtO3SvY4sLY3jvPCqMFPtPDl0qkvIHIcOwbPLjbLNld3nRIVxZEhiRcFlRb3p+4PzqlhCQSU+ug9fboJebkYZ9U8hGSgEr19nOrNa7XZSQ+HbMDgGlCW4qmC8wtGtZMWyPIuPrZE4qvzs60ZVa0XKaRLYW5ITKabYkx5bMnewtiJQrBH0NR0Ynmmkha+2LlamK46XdvbyxqsR28Qm0SBut4IHBHjknUequ7l3DMX8esd485ebs9zn5TjV8hQrzc22IjrkhMgMNMv/fBLaYbDTqSA1T8vtp0NfuF5Zkua97omOCYBEJRSOXOiH0lrM0MLNL3tQ4qQ4BezMZing+K38gj0nGv22dgq7y3kVjkoaukc2lgsOoiH9Z+LK2O3Irqd+0E0qQCBTqXc2TdwhZM4uErDzwOPIZVu0dNZSlkQZ4MoGakqRzyI6GgFseWt5CryAxvEbmxZsun5LOm2yA6/LAtUiaw79tHiuMqH2kiNIcU+yhCg3UaU+PXT2vg3bY3M7kkkbHAhyEMfo7urkQijtqhuiftt3pJeWAOxATU0uQovBSh5VP/AACjcjeNfJMTIOVckZylHISLvZ7peLk8y1dolxt94D9tvqpG8/eR5UZ9yO/olKQpChRVa8QsWyXLZLV5BZJiCeL2koVHMYH1V0G5c22EN4wBroWtYW56Y5APc0gHrjTeeQG0P32fDQ8w7Bu7TlxisJkMvtRlTFKcQlp9hR3tLqVJFSR/Trz9/kn5Hg8+/aTddjuGrK63cQVI0oDjlzA4e5avH283eXaPM8ZjcsDyAmGJXBKHK4WUTIs63vIKkSI8iI4NtAVFCgknX/JQ/E69fmN3Cym23cX28q/UQSFpICEuY4hU4KigcjXtqKXU5jgpDguOSGgG4elO4Fy5leIvksNvzfv4iCNiEhbnbfKR+VJV619SD19qP8CvPY3DbHbJI8nXEueTm4D3JzySuC/eTZi23beRjGN/taVP4YZU2zBboZcJpCitR2p/MdSBQ+tR6D3/AOHX09BVoI5V5reS5xUVc9sWpKworNKip0+X+NNNEgg6fXrMMq1U+ZIUhFPp61IAofT60B6a1Y41tPZXrSlNNdTpU+lKHWmvv0kvJKcPTOswr6UK+3yBV6inroCdNa/TrTSmWFbz4VgrvHCm1eg9CVa1rTUj60/4jrbXIVrRFDXyhbkrtUxJTUpSs/E0BATv3KJ9Dpp9D15K/wA2/LjPMX2H3Nmkumhjc9qYIWhcfZXV/tFe/TeZ2xKAx4T10Ek5nsZRZ5VFbCuKsqrtolKy0v8AAin/AB6+af8A24PMH0H3RuNqkcjZ4mkDq0n3lceYFdt+8Nr4/lkygYsJqMc/265x7jaZVl3KV3GHnAlsbqoqdvoraFpV6jr70W6o5p4GvIYzIJQEevLhRKeElyy6faLyrLY77bDLjiYKnwUpeSl9Xoj1SEpoANOpEpAjaP14rzTgtQtGmaRqftKE9Yx7aYMy61tBoNR61HtrWlCBp1DeXcMqdrtLjVPY1HoSNK+o11Jr0gudktZXx3mTomn5SPX/AEqfQajrWIFZWOedRU19gfela+59vbrACayo1d1pLLoG0jaCQCaUofWmpFPp6evWLhprOtB5ywje8DoT3GiCPj+U6qrpqkaf/m6+ZX/clavkiwAz8dn/AKkr0L9jUE1wTklRjEEJQtoEjXu7CpQG3Qe34+3Rb/tytDfttc//AJd3/qNRPvgv9xtgFQsJ91EPjze9TYVp+U0+J0SQSkj6g+nvTr6P1wTLOraiMHaCn1Aqokg1qdulfQnpsvZWKMqySGan0FUkI+o3ev4bv/DpkITqctOsLC1HDvZdvX86/q2FAEFIFT+YGvqSSn1Pt+NNelOeAgaiUtsQ/UMqg+SOsQ7dLkPENssoUpa1e4SFEIFPlUn0A9+lskyB+amywsxcmj0w7aD/ABvJ8VXIv76rokr7ygFBtRSlS3VFTZI/y09D1OnBAaDUSJ7C4hrgi1FoN4jT7hfnrbd2mWmLXPQuW8Q2uIXH+190vcQC3HbVuNKEeo16JWjy2zLDiQvvFBp9L92a9vyawccAQCF9OVDPFsvJ/Etqh3/C7z/uHGOS8iZfyArktuvKQ8r9secikbw3bZaW0rLJUFlfpqD1f7eexi8tsDog28EQQ8FyUr+pPx6VAjbK/d0DgbV0ztXMoTpRMSOC8kXCqYRcbPYeacmeyN1UOySozUe4OP8A2vd2KQlfaCGiEsJ1ICFGoTrXXqoXT5G25fCFkwTjlx7OdW6JNatIHzBeCemFX/wza/HCS1kV44zjxmn7pek2+4XBtTbTMuTC/Vklh4KAZbirSdTqpXvr0JtTcyjW8Al71w4kZ+z+VNTMjiXQdLWt0lCUGrhjz4c8amHK2e27CJVgiRVJU09a5DcYF7tiQq4Pj9UuqSkKQ0jU+7noK9WO3a5sJkl+Z7jn/pASg8oaZdIUMbpaE6kr7s6pLL2UvXKFLUl19TsuK4qRJ2gyd6EqCzH3lDbFNQAkent1kbtQ1HMUXDEZpwGBCDgnXnSz8+lXzyZ/kD4v4cxOyfu1ztC7c/GrtZYYSxIStzY+5RptTrLDigFA0AJHp0066jdcfuBIoWOcqHJfxOApk274rd0cRLpn90Dqcx1TOnjfyH4Jh3HvEGG2ZNssq7gblYoN2ixmYQbkWwqSH1gRmEKjsIO5CQf1CpNSBQ9V20nZNLLMACCpA7f45U9uImZbttVOtxbqx5deXbnSavIDijF+QebeOoOJuJYg2u32hSEN6AynGHlpUQBt3OBNBuBJAr1K8rQQX+4W8ri4H6koeaAjEdPTKhO8SusopogO4YmoB6su00AfMHBotPJ2ZLu4cOyXGfiupbBUlf2yASptyu5JHrUUr6dK83RyM3iRrmhNLceYIwrNgeG2oe3EveVxyPGjR/jf5BsnF+Tz8UdxpjKJt9uDcuS2iYYK4+obbcksrQ6l9DAFEqCaAEf06l+Xd8j2zZ5dvMOvU8vLgdJxQAHNcFROytbzt0t7e/U6w1qtCELgBmEyC86L3yxlc3c5cg4txD478esXmZd57SshvklUlGK4fENCty7z2GSiXL0qiKwC6s0GgOgq/ndeTGcMayA4EuJIHMYZlMgMTxSnLWF1u2OBqySuLigGQAwJXABeJyox8Q4b4v8AC/ivI4mW5QxmPNl7sryMuVblIe+wddgOqahzWIqnWrSwlJIZiNguK3VcUCTUNPcRCPwoGtbGCqldTzkp5D+loGHU0cZb+AXPmk13OlEYO41o4DiSuZJxPIYVQPhfk37xg9zv01hu026PkN+lLUpRDLMZpfddK0BI7YZ0ARrSnr1dfKn7W2PDj3VVezOuZb6HOkjZGCZCXADjifYB+FV9mH8nvjFjmX3GwSMjny59lu7lskGOkLhOuMvKSssrSypspb13gLAqB716fuvMe0RTaPESRoxCH4jBfhSbfZLx8RdpdoUlWgEEZKCuXI8eFWfmPMGOcw4exlOATo1wtakw1JKi0tO1Kt7ZWBuQjepRCjrX+3RC3uIrpzLuAgt04evnUOe0Ns0Mk4n1EDiPXwzFZuHMsFkx/wDf75dI1rtFuszcybMluFDTUdDYLpCKnVtdaD1KerA6+bDCHP8A9oNxNCvpJLiUQxAGYnBcBhzPACsdiGfceckWJWRcfZXAyO2tyVx3psF9DyN9djgLjClj9NaKamqT69DTukE6S27g+ErjwUflxqV/b5rchsrO8nDn6cONWVYrLaJLMlIlR3Z20SHmG3Ct9hjX5OBAIQhYJIrQkHQdTRuRIa1paoGIwXpUZ1kjtZa7SqLkOz8FoIfLHxnt/KMeflGHpnRM+t8AuFiHOksovaI4WU9qK24hKpQQKOJoC4AKVIp0N3vZf7zF4sTg29a3uqUB6clPXPDKjO1bw3bZfCnA+lJUlF9vHsI7DSGOQeScgxRS8LyTG7xa73anVNrXJmvoS+kHYHWlLdNGDtGqdQa1649fwyW8jre5jdHOuOofA11rbYrW5AmjLXwlMAcRgoUJx/nQ/XnnG82x9ijKXGnldtba5bjpDZO30UpQUNdCaUr0HlAYRgKsEO2xPJc3ugZZ13WrNLbckLmyrNdpLr7iiul4CUGpKQEgDRCT+Go06xrgnMVp1gA8kFoHVfaTUwtOdoxqV+5WHHnGLhTa27LuK3mAn1CVNto3KSilaAjXpYdocoBXtpt9pG5ul2lw7Co6gnI158mzS55rKRMvOMplyENBAMbuNMAE6rLbbXqsH1Opp0p0jnkEty/H1Y0uKCG3YWse0MPA/n+VQRUVSHg81iikqQrejuJkkjZ6eraaEkaH6dJcXOCFpStPZEVGseqre4Oul3R5BcOZHOiCEq3ZXFhhXaU2lCJbS2wqjiU1XVPqfXotsRd/erQvBEfigHsIINBt5bA3aZQCCgB64HnT6/Oa0N5l43Z7CixBcnW2oVzabbSVuDvRyC6mqQQhs+ulBUDTTrsHmeES7FNG1NWCLhjXIPLzyzd2YKEcPYRj2VRf8XVxXF8av9vzEudyx5VJjuxCnYWf+7UpTdAaJSUqBpSldT0H8lvcNlbCU1RPcMOpxon54iDd6kkZk8k+0BE/FM6rO+DNx/IzhdiUndiar9c5rbyox/SijH71JUttQVQ7kfpkEep6DPtpx55Y1BoL9a9NDnfhR+3uYz5GnfjqDGtx7WjA8lzrZ8u/M3MFohwrbiy8WtOOWu3x4UVM/GLH907JRvdkzpJ+7mgvyZDpW8uqu47VZpup0cs49sdOTdOcSXKdC/LyGHKunsv9wgtBGwoQ1BgMEGAX8USor/5ieRl1Zf8AuMlhKRISNphw8eiMbVJNUrS3a3VLbKdaJIJPqQOre2Tyi1g0tcvUP/OqdLe+YXXAJmdoXHFmXTDA15UXPnhbIQ7m8pppKVFKW27dtQim8oJRZ1OFRBOoV/fqDJL5fc7uMX1H8TlReLdLmNiOfIv/ABCsO09yhdlvIPIV3UWlfrFyRLYUkopqksssgFP0AA0+nS3t2tE8EIegP41Gd5gQau8Sf9Xph8ax1zx7L5Dan7nyJc3ENIUopVdJwRtHyJoJjSQaDX6ew6yOfaLMa/BYCOOlg+NCZvMT5HGNCOffOHsqAKtUF4OLXl098hRQsquqVklR2rLZeuKwdf71p1LZvey564x/4aHTb7eR4MhBXJdf5Vl7JgOJXpBfkZc6AK7u8/FcUvar0BW4qp1O5ND+HT581WsKC0YyXsKe0AVW7zedycflY09Q4/jUgPF/G0dlbsnIVyuyCtbDZbppq0r9CKtbe31+Nekyebty0HwIGNwzxOfrGdAJ73epnoJWgHAaWNHsJX1GshY8E4WlsIXOmXRtZcIQhLk1uqgmm4AwG3EVSNDTUH69AbvzJ5zlX6JkZYmekf8A3zqhOs5pym4TT6uQLQD7Bh2VLxi3CdqQ0xGi3yYJqUoSllm6OJWknb+rtSyVjcf7/j1T7qXzjdXHi3kgD+GLQnYipU+Da7JsRDDK5iYq7+XsrFP2vjmNdFRTh10ctgaKlyv217t1qdzaXlTO4olIOlAB/Xorbwb06AOMqzci4J8KkWdnsUU4+sic6DihK+qvmVA4svkNbAxK7SPtGFRIb73wegpR8kGOuRPcW0U102bfifTorbw73H3S+LwnfMMCvsGHSjU135agiWwgmZOB3XLi1CoVXHD1UEHJHhvhuXQP/s6e5ZJ1lurl3sMwPSHnLZNW4t6rXeQ4WWXlOnupCj3FUNR1Ok2Z74lYWhMQSq+umh5slJ8F7MCEOR7SDz+FEbhsFzDbVaYl6Yg5HOhQGoJmvtuvvqS0ErSEPuJC6KcSFKOh/wCUj16jnbRICwuAeOI/j7qRHvxjmEoZqjH6XH3qPRKLXjryxv8AgbkJm8YfbcxtMJxMi1wpsluJKjSwpLnycciyW34q1JHqO6ilQa9D7ny+zQfCke1+ShQo5FD/AAqa3zdcGTXJBDJGBgHYgHmMD8MOa18eUfk675Tf7eRceMoGFWvH4UuMhLVxRerpcJ05xlT5kzmoUFtuzMojgR45SpZUSpawaDoTtWyP2iYyMmc52SYomOJU/N7kpzevNJ3gNJgZE5jAMCpUHsHd4AZjjQlIehs3BgRbc+87bIlXYTi0UkMst7EMltr4EFaaoBJrSlerfYAySEDEotVC4e5zVLkU4H8ansfKFyY0J1NvZgKcUpMRhyKkKQ0kiuzcnc2hXuRSqh79FxaMOBUrUM3D4nFrTh24dh51hr3lF8nwJMpYTbpkVZZbkKT2qpCFhSu6tKlUTUDfoFe3v0xd27be0cWYAHCnraczXDdeLkxI4VPuKfGrxS5fxSflfIfJF4xnlyW47HYjuXz7GFNSptthmPHtj6XrTkkBwJC1BS25Dbn5Tu16p99PIZ4w2GOZhahKkPH8OOIKmr5tRjfZuEs7oJ2v7jQ1WPDcjqRWuzBQtwQ41l7P4Y8MePjF5vuHTDFv93YdkX2G0++1bryyvV4u2p/eWA638kLSVJKtOhu5R29zB4bWFjQVH4qmHsTHhRyzd4Ujnlx8UjHFQfaF9tJ28i2H/EfmKyeR2Cpe/wBkXqY3EzSNFQtptphL5SqRNiKCVlduDn6hI+cf606qV1bCSIsc1NWfAjgvYfjR+CV0bmvjKtaB782E/wCoYjkaw3lDiXitJxJny1tnGgyyPldvZkXp7HYEaabbcShMl9w7VoMUKWe6lZHx0p79RLJkltJ4Nzq1MKYgKnDP0Wp05bIBKxp74UoT82WIGCjic6hHiJ5QYTzDapnHncYjPNFabPDmKbS+mOokQ0EqXtqpn8ygTRQp1ZWStefGiLgD/UnDs4GgctuYS1kxBeAmR7VJ6cPbX1zfjOMXaBlfD0+GuNc733RZ5Tv20dlTymin7ZT61fppK3O4NCdKfTorbXdvC/QIwZZGEJkCDmFzUZjqKFywyuDi5yxtQezIpx5UJXCeFY74l8o49ec6npu1xTY5lutryArYlyc6htx1ppQUv78NNhKQaJX7etOrNsL9v2Z0d1ePIiewtaTmce8oxK4Zcc6EbkJtxPhRNcWxO1ODRihagTh8EC1ZGOZ+/i0PlXO7jZnXJdzyO9ZC2082kqdhPujtkJ3Ed1mPtqkkFJPp6dGNn8S8tbrcpP1Tvd1IJwC9iAiqruUzIZ47PM6QUBw45/EHGiO5AyK58n8CWzL7Lb5Tbn3EKQ4xHC1AJYZS+lJDY/8AmMpqPXUEdAvMchEToWgh7Ed/y8z2LU3Y44xLqPySNHXFeB5/hQ23DCrhleNp5ZM0MN48bWtSHHEJejyE7iXlb1J7TSEhJWBX3rTrie+bpq3hls4LPoUEZDlhXXNngfHt8ko0+EXAEce0cKdN4beYts8Y834WzzKL5kLOG8w2q2YHk4ipluRWrky4h1i4vx0JEdxuKgrMRxG/ckkAa1Bi0cJIfpX92KVzcxk4A49FyPMdlM3rjbzQblEA6aFj2u4amOIXp3T3m8NRqoP/AFJ+B8YouvA3mnwGUPZpZpCrVytk9hckm15ThVylsm1Rr1MWltubcLMv5xzTuMoWttVAvaDMcd2dpFxKGmaweuoBCYH4PaebWuR7ScsUKGnpZ7R+5JaF3gXMaOa5W/vMxa5P0u0q1yZhFUgGtdPyAbZymxYvzHiy0okLYhuz3Iy9zqZSAlxt9Zb13Gmw0p8epF4yN1q26gP7rEcDzaDl2hfYtJ06ZXA/7EjdLh/qBwK9cj6qbp/GzlNt5VudgyFUhlzIcfgR2VLeKXZDCGm1pcdiIKql4LG0p9U+vVj2yVlw3xmgDVjzz4LwxwPHCgt8x8c7Qvd0epVy9VNB5SkMwbTlQvLkn9snQHY77T0sm2PPupUpCnd7obYle6FAJqa16k3WDsV0HnllTMGgK/ugtBK8QMvWta4eSW5WEct27NLbKcagx7suQs/JKZEB+Wo73QBRRSAUmuhGvUIBkUocisdn2H8aW1z/AA/DAV8ZLgOh4VG/OnEIEu447yJZooXZMjiNqlvw0J7ZdWgFO8o/PU1/srqueZ7MtaycA6ANLvbnRzYrjQ4tJxKaSvr/AIVfv8c3LzCLX/tC5TVLViNwSpnuqAccsc5QaIWipUA2VBQHpXXon5fvGXNl9OcZ2IwnmP0ntyAofvkDreV1wANOvxR04PHsxJ6U0TkiNa8isWT4/mTLE7FJkVxEWQ9FjvRWpQCX4E37U0MyRUpqpP5QTUHor4XhyMeMJNelwIzBwyQgEdmJoV4jpC9oGqIhW/HPMg8wQgNZPxSajzrlj0S3RXft0LmWxSUwGJcd5cdns/cNpLiHWG9xSr4AkaE6dE3MDYXNbw9XoaSZyXB5XEjBccOHqocbtcIvGPnBktjutxct7eWLhzW10dQ1LfhxVRDthqBbbehr+SQnaSASSdOp/le+htd6dY3J0NuoS5gJJ8QsGlEyVCT2VB3qD6ixN1GpfFIGu5NDl48jh66n0rx35tzHk5vJLLyO2xCuN4s8LjuyJlB2HGu97vlosttSw/LcK4ScnefAfG1dUrJolQPVX8zxPg8wSRWDmwsGktAaAGKBqUZ8CXAYJljU2xuGN2h77nXI0uR2OLtIVoB9gHXA4VsKc3eMnJ3jTgHHeU8i3+zX+A3MtuMXmfjzclCLVd5RDkWAth9PdeYlraW2l9JAURQgA9Um6n27zHHeWlj3g+NzNEgQODgmrj3dWJBxCiipZuOzy20m5N8J8jtTXNdqQtRxYcB3w3FR3ShSqguSobs11+IpKmnVB1C6FJG7aqtNQaj0+nX5pv8AJvyPceSfvDu22zx+G2WYzN5I894AjBAQgTnXu3yzuTdw2S2u43amFgy6BP50tvyRiMce8t4znTiVR7fOkMsyHkgJCky1UAG1Q/8AmEUJOnXUP8MfO8nlzzoyye4+CJ2kj/8AFko7oM8/9NQvP+3M3PYn83xkL1biPbTAuGMriXWFCfbcUWX0NlYKgaHbu1PsaHXXr9BFrcRzwiRhVpaD7a8VXEJbK5QQAfXgfQ0W1tfZWUGnxI+hND9B/UdOhxDiHZUw5pHNKsm3UW0lRFdBqNK+1fagAP8Abpp7iTTsbWkFRWUSwTptAFTTWpI/4bSek68KwRFeQr+qaVt2ioprVVa0+hPtU9YHFca2Y+DVWvBMSFNFJAVUEJqBoT+anroPr1sUggDu/q/OqL5Dt6XYMtISKds0NRuBUnStdCDX09OuX/evaxvn2t3jbnAkutHoiL8pHH39Kt/km4Fl5ltnkoNQHv8ARPjS9c7Q5DXGktJo9CkuJVtr/i6FhJHqQa0p9D18GP8AEDdH+Vv8hYLKQ6C6aSLpqa44cMCAR/CvWXnq3F/5VlwVuhfd8ajnK6Zz9jgXl1ZQgtR3CULUQkgtuVB3NkGgPvT+3X6PbabxASM3tDsOoVPfXiORmmQNzAcW/HGj88eezMwK2PMhsOOISVraQlK3FlIIWqmp09T07LJ3iahtBTHrREtRFBOqvU/gCR6DbqD6+v4dMl5VRkKUiZ13KinStK00JO4EkewA01PSF9lbr5MUkEaj6An11A1A0p6+vWF/OszrzOQzUknXStPQn01SfcAU9ukGYZLW9LiFAVTUfusQCOsbiNwJFNKJ9Qo+4H99emzKVwypzwScynp6YUG3KfwlKaISP1W60JKlbUg0AOhBpUe/XzT/AO488P8AJFg3Im5Z7MTXoH7JBH3C8iPTlUfxOK4640tFNoUolJBIqF/X0pr/AO/oz/28WeH9spjwMx+JqL96Dq3CDHEMoj8ajaINADUE/ULrqUn3I9vbr6IBxAThXBS3W9wGB61a8dB2+h1oFGuug+JB0+PSNXKnvDaXIcR7svd2VkmgobUgmlaAnWpNNSfah+p61q405pAdqHQVx5A2baClKCuhB1+RHoddB79ZqrdVlnDcZ6xz2pQo39tI+SVlC2z2zQpUD+Y/XrbSaamDHN0vyK9MqGTC+NMZk224Ih2SRcZsqQShhp15xbqwgmhQg/L5Lru9B7dS5ZLiWURxkkpw99Ro47WGEySIMcyuaYBBnQj8sM2DF519sj89zFIslp2FcFSg8h2O4X0VivNvKDxDzugJFNprUj1L2sc4biHF3JMSnZnVduZrZ1zqDmaAc1yJGKVTGe3zOuFsm4Y4ts7y73x3lN0vEiQ9InsvPNCWhF5hOmcChqS5EcWUiOCVFsAooajrpm9Swx7ZBCIwJ3HScwjQ1VHMk8D1odtTXTbiS548HSHDJVVDgMgnGsVk9vw9zmS7OZ+wqNjTsFqXLX9qbahjtsdwJaUFH7mqyfz6qJJGnpSbsSi1/Zxk4ZZcf41codAl0yEFgXjx4Zc6tLhaR49yYbOMcXT4sclM27vwllEV8C4Suwl0rWpSZilLP/TQVbU6ip6j7fHKDre3FgJwRAvZmtRbt0aeGxw8ORwRozOkcjivplQuecXIIg8o8U4fHcQ4LjmVuthYdWWoqo1tYbWTIUK9htt0701NCoBJGvRm8e22tI2tCve3Htdj7glQbdhuJmk6gPFXAZhpQH2rRQ5U0H2W5zaJCiIzUlKl7Ez5S0wtSEAFDKHFaoAoQge3TNuNLSOVGtPfMahATkqZ+i9aEX+KO12rM/PrmHN79Gm2644pj6haLxbA6xKt62riWTPVLdadVHgFX6S1ISXFOUA+NaiLqYssJpQBre1reIQalKczhTc7Wt3GNjzpYrndSgCEdATnTOfOvI7NyjNmYBFvyL3kWOQv9zLWuRHecS3HbedjLix4zDQix1uthtaHwHVK9E+vQ/bGh4e95wKDNe086h7j4uprIvmDNRJ445exaS1DRldttkjLHB+35BGguTrU9ISoKL8Rh4spCTQrFFlA2n46HqftslzbuNxB3biI6m4YL2e1aE3jobstjlJdC8Iccc+fBMKpvBcc5P57xi9ZnKsUuVckzX2pLkeHMmuTYkdwx2XIzTbbj7zbagUlehKvbpF/Jeb043EgWd7RiBkBgMPxOdTLZlvYIG4QtOPLUcfb0o+/49/4+cotOU5TzTy73MDxRlA+2Yuj/wBlPlR26hS5i3f/ANzRVJWVbBV9ZponqK1kFjZlk/evnuwYD8rR+p/UnJoOAGOaVJYZ9xmWL9mxaO885uPJg4J/UR2Vavlr/JXiXBjE7hrxExyDMzJ5pdrlZyG246IBc3NuuQXEoWqG6pQP6xKpL/tt9ehU8k0zxGeOATLsA4dpxozZfTROEduCI3OQuzJ683HkMPZQP+J9xy1nHeS875Z5EayXP85uv2k9EyaXexBuq1pk2+0wH3D21KadBLxqskeoOnUd8MkMg8YgvOKDhyFFr/bAoZaNe5hBJJOXacua9cKZDx9w5bJfHV+4yxa5qsjGRWWQ0zeEgfoz7i2nvPpaqjuIWSTUkCvqaHq8bS4usJIsO81fbw/CuL7qA3cAxgRrCQFKkY51r9eQH8bnMXF19nWjDW5vJbscuS5SrVFZLTQmynSw0/JQpINwmvlSUNhKqqBqoU6pMu23bHuBYjlK4r2dQtW6C5i8OLw3iVgaAgaW4gITiUIHAdtMI8EOAOSuN+CJ8HkCK5bJ2SPuzIFplEl2zQmn1OONBCwatt/kCR8d5+g66BsNlPZ7RrmBwV3JMcuadfZVQ3m8jmvRE0BsutdIK4IgJTAF2acAi1ePLVvxq88M5xjt3ccfsX+25rdzkxlkOborTgUluikKXtKqEAgGpodOjExhntXeL/tBqnp2dlDLN0ov2mMDW4kIeXGl6/xFIskfHebMdsa3xYoeXSzamHXFUTGTKQvalCipDYVqTT/L8Oqd5bZF4ktvCvgh7yF6keodnCrj5lmkcxk8hJmcIypzKN0r1wTHM1YvmJz/AJ54uc2cfciYYtyZYr9FTbcvxZ9RcamwkJ7bs+0pK0swL43GTQKUHEuoG2iSQoSN/dNt1zb3kJIjwUDoUKLkUpGxH66zfZnQS5QdQ4KCi5gHEKMRgelMF4d5awnyJxK2chcd3eO8p5to3G1MOKTMhS2lpDqAwD32H2XiQ42qi21VHp62Tbt9t72E6cSeHEcDniR8MskNVa+2i5tJHamuEWohSPYDwyxByPbQ++aHg/ZeesWvF+xu3RLZyhDt78iJMitJQLstpsk7G26I+8KfzIT/ANQ1Prp0O3jbI93Y+RSLkNw/1JinbwFEti3WTbpWNJRgJ7xXAH9JHLlyrUnzjBcv4+y+44bnUR635Ba3nmnGXkuIbkstuEfcsKXqttdPb0Pr1xbcfGspXRzg+KCmIT3cCOIrv213VvuFq2a2PdACjiCmC9vA9tE7wbZ4N9xd/wC4hokOsSi0HaHftKylO4nQAe3RPbi2W2aXYEiod3qY9zWcHlezOijxfifHr1f7TCnMmIxLfbRvSdN52hSD8SfmK+mp16Jx2tsXgPU0NluHhvdIJ49lH5j3CGE45DVGjY9DmK2oSXpEdKgvt/8AzEp+W5OupJ9+jsFtbxNSFoA49TUN07XPLnELy5dnX41/ZfH2LrWoOY3Z9qCQtIYaSVGmp3LUU1SaCg0oOnfCjf8ApGNb8R5AxKdmXbVEcz4pY8ej4LkdntMKDLtmc2ZxTsXt1LS5jSTQJNU1rT6EdNSRsjlhla0BzZ2Y9pSol9pfbPY9SrHJ6hjTcoMCDkmOsQ7kyZMO9WCOiSzsSUrYcjAOfmr8kD5CtB11meJkrDHIAY3Yc/RK4aLp9rcia3cWytfh+K9uRqJ8d8NYjxFj9wteCtIREulwkXSbudbcUHXiSqiGt6UGupUokqP4dRbXbrXbIzHAEaStO3e43d/MDck6kPM+vHkMqp/JbG0z5ccc3ZPb/wC7s9+lOV27y61hd7UlKDTfo6gEivv1XrgtHmyD+oxu9nhvNWq3kJ8mXDOI0BFwXxWhfePYlNucdmTUdiddL4phfyV25fZKj8iUocjsIUEj32kfTqz/ANs29mLIYw/ph71oU7fd5eDqupXAHIlceysk2+8uMhhpV8daQgpT23rgUhpJ/MotUCaFNSSamuvUd1nbMJOlgPVPiaQb69mGp8r1PIkL7K/sNiRLCi2xdZldxKiq4vp2iu6mx2gNdBu9Kent0w9sIKO0N9grTbi5K6XvKf6iU99fCbG02l1YsyoSXSpTlESO44QSV7yt0ncTrX0rp1Mijib8qEkUxNcTEgFxPpkKwElu1NhCFtxQ61uLzTjbSlpQuoQHkqKhscV70P06hbhbxvxLW+z0zpcMr2kFSvCumFNx4LNvKbKxMkb1JiduA3IfSk1Oxnak1b00HyINeoLbFG62sbo/4R+VOyXE7u8XPzxUmu529WW0FC7hPtltQt2jP3DrMVK1AmiQpdEbQTWvudOpUEbWlSg9OdMvc96FgcSBzWszGy3HnGy5/uGyoAqT3Z7CShIJ2lCgpJXsr6+p9OnniIFNQzrTYpnYFjvZWIuGdYM0tSpmX2DalWvbuTLilbyPQldaKP5qGo6SZ4o2qThTsW33Tz+3G70519Pcr4HDcgB3M8ajsrbU4HZc6OHEAJ2rO95xPbV2zRFBUk9V26vofF0hS05lPT1UUh2qfw3F2kO/4h6YcVyqL3XnriSE4/8Ac8jYupKBVCmrhGLjrhSRsr3TqKetKdF4Nw22KAF8gaUyP5VEfs9+56Ma0jo4GqymeVPCdleT9xmUVtl4dwjuslzthQ+e5TgUpRANBSlOpP8AftljYrpmqOorHbJuLnaS0Bchj+X86/jnl94+y2Ow1mbEhbroKWWVoc7jtaICdgUQSaD5Ggr/AH6ZHnHZ3HwRJn2E1s+Wd01eIWZnDAge2rBxjO7PyJanLxZGJDcKO8mK25JZU0l14VqglSE1W0oagVGo16mWl3FefvQL4fOh1zay2b/Ck+fih9MDWZlIdKQQyonZ8VabtVakNqHy+pIp6fTqdJp041FaMU4VI4cVC4TSlIUkmqlnXaUEgACh+SVEU9adBTGXyGn8mq7MfGsJDt8VrJpMtD6xI7YQ8yRUJUioWEL1CqJoSB7n+vRnboGwyeKp1acuFQryRxjDSO6vsrOSrtZXbvGhP3Ozsv8A6bYYfmsNSmn0JqU7S4O38SNKVUT0T1gvTMqaiNhkczVpOOXUdmZofvMS5TcV8fuR7taH5MW4xbK4th6IspkICEqdBYUCASNlRT2qB69BPMk7/wC0vQo4fhl76K7A0Ou3B+Wk9vVORSg98fPNfjvjDAeABy5cI90xvP0x4dxu87Ytpm6zGlvvOd9yqobqVAdvdtAUCka9Uaxu4PBEV4QLlUVygFRly4KFz4GuhW9uGys8M/8ATSDJFTqUTsKZZ02y8+XfjHGFjGNZrY8kuS0w/t7IxP8A3F+TEAJahdhLq1Nxlmv5SVlfp01MyY4K0k4/MCT1wo1HDaWveUFM2tBKc1UZDiamMjyF8AvK+1S+DeVLRZbXd5kQxDa7ihIfaUUhhamJaExrzDWmtFFxtadpGvQ5bm3eZTpfHk4OChDwPH2ZGp7W2tw3QGOhe4K17EBC8eRXqoqkuRf43JOI8T5Hgfizc7DnnHt3gS0JwzLpLc5u3peQS01Ev1tLk5BZWuiDKYICNDUa9bbFt128OuJHQSpmQZGJyw73xxqSRf2w/wCljjuWBVbrEci8ShBaV54Y1ro37wf508POQIebZHwJndmlxJz8r92xq3u3/GDb1SC+thUi1vupjtAVU2pxtFNfr0+GQ24/6eN8sBw/bR5KcUUEJmhC8KHy3YePDuNUFwArfGUNJy0hyaDyReRFMwayjizlria550MYkzcuj2QsJVGZhSbhAnMtfplW91BY7i2ylZ+LiCPw6sO2XO026G8t3TYuwQAn+k97FpBRQvCgVzDuE0oETw1jslJQHi0Jm3lzpJl0VkV8yBV3v1wlyFWu4uqMd1x14W5tqSSyzJlvlTzxYbQCnaBWnVQY69uJi566WvOAyYpUD4IeNWEus47YxxAeI5g7xzdghw4cVWrZ4zTeeYOR3MYVdnJOFvxdtykNxzEZCHSlc6jaAUPPTHEJCnPU7QBQadW7a7ndnyNsoX6SVUEd0LiS4DPmnMCqfuG3bfDA+7liJ0gKVxQfKGk5cuwmm/NXPDuJ+PoeLmFHftE+2vx2FPNbGw+hhLLe1tX6jSmwrQnT1Ndep28W74GtfIS5xCEn9R5npQHb3mac6GAI4aWjgPwIzWhY4p4cuPN96z3iqHdlWqBcoci8tEOtojqjKWYsj7dJAbDkVtwLSNNwNdaHrke8WsTr0FwxDy1RgdOaL2pXW7C5P0LImEa3xknoQfmI5oUoj/IjA14h4gYdh91vFoF1xJ9m3wr3bVOGdPn4684jH3LZUrisKWGx9y8yUqUvRQAOr1w4fSEAoQAh4qDhlh286nRDW9odiwg93gVwPbRg8EWOxfySfxl5ZwndX4krlyyW2fjK4DrgMmLe4lTbJLxWNxg3qL8i58i04k1/L1cdpvIbq0ZNcILK4idDPx0uGDinYhA61XbyG5jdJBG8m+gmY+MkLqYfl1cVzaSOLRzpBmLfxl+e/E0i/wDAPJ/CF4mwn+/IxDJbddbfdsbv9qd7iYsuFeY6lssS2glKX2HksvMuChTQg9N2W0mCJ0D7u1ltGuIbI2TAs4ampra5M2lvrIxqVNu8Di76i2uop3DFnhFx1cXMcDocxcWkOVMwDhRl/wAc/g35YeKnKt4uvMvHMnF8Nuz6jbZjF2jXhIStlQ7z/wBqnbBabBG8EkmterFtNnHZsfAy5t5ml5cAxxJARAupox7FoXcTvuntmdbzRaWaSZAApBzCOOfXGmOeTWA59yXheW4ZxdYHMgza9QEs2S2NSWmIEmU2FKjJubz6m24KFuD9F1R0PrQdPXoaHNke5jGD9TijRh+r+RpUT4mxvErXPBGDWhZHHMBmQzzBIB50sJz+ML+Rm68UxTlnilnb1+aakIcbsd+wzIbiUqKqPbYeQIUdKFOnyJ06hMgtnxiL6/bvF05fUNCngAS0AkdoqG3cZmuDxt+7hpchJs3kDgSS0nDqAaq+4eNnkBE4QyfjLljgflrEMixqO5OtxynCbgyoR0Byq48ptMuMUoUg/lWTqFCg6JHabi4sgJQ2SN4cNTXxvUgYEEOKqMsMeVJZ5g2xt0YnSmO5jc06XskjeAeCPY0KiriicaWLwXlL3EvMFnRdmpVqEqS5Y77GnR3Yaww+8WEPOJdSh1aA4TtNKDTrn22PbtO6izug5hk7hUIVB7p5nH2Vddxjjv8AazfQPa6FuOsYgNOYKcuIp4VztPKfIMjHrbbrko4bEfiCW9GbiP7WYjQktPhThLyFymQUU13GlBp10BzZ3uEy6WP1AuwOI6ZqcKpojjhb4DP0I4DjpPI/0jhnhRz8O2qx23kTEW7Gyj7NcdmQsKjvO9qZ8UzFB+GoNRFrdSSpYqATr0+dYgeZPm0pW3MBeGt+XVz9MqhX8tGH4nYJnGvLTFoNruNqeKZN6ixlMqhR34q2Fx1vRlb3g+tzeVKCgaakdQZZ/CsW3xaA+1mCSAd5gfhpUcCcvXUWBpdfi0CllwxwLMCHFhByPFKp93B7/wAv4nxjfcK5OlYs3ic7EcniyrXLehXFy7W1Ua42tbMp9ZYfjRZzAkUUmoUNpFaEnvPE0Ltthu7RrfqXyNcHhuLhpAVUyBxQ/NQ3ZonG4dY3If4DmSAtOQBKY44OICAjEHEU1TEvPbm/y8g2Hjjm3IsRyfHsSuhkvHEcbTj0nLsgx65OwIl5yFTcya25IjIO/tRksRy6S5tGgHH7CxhtnSXETdMhaVxwHQDgP5VbbuSe6EDLiZ00Ubu7qAUIACXEAFzkwU4lScyavvI7TEhbRCjFttLh3lKlKruPwqVGoSAQK+1evkR/3G/tyyDcdu887fCkUoMczgvzHDUeIaCGrwGqvUH2a3x11t8m2zOBljKjlp4DDovalBN5eYU1kfGxuC2EyHrS+he1KRqG1d5skEFVAQQNfx6+cn223mTyv54s75jtLHSaHciPyIXOu2XcDbnbpYE1NHeHXpWV8bMghSsXsLsfttoSwwh1O6tVtgJKClSlLV8/f36/SZ9rvMMPmLybY7lEcHwtaeagITx5V4q837ebDd7iB+HfUHo7EewJTI7EC8zHWiqgEpUCTrXbTT3AVXT8OuiF3Gqro7wByTH09PZVnWpRDaRQAAUqD6KPqddaU6Q5wyXOlhqZYCpG2dNtdEj09dakA6fTpstGfGl48K7jU+o1rofzelKE096/6V6SXKOtbSvI+hBbUAD9a0IqT6ivrQHrZe5TypJY0kHitVZl0Zt+JISUBRWhWgAO4/5ChGm70FffodvlqL/YbyyeNQkt3tTmo9PXUzbJTb38Eq4tlBXLjS7+SIKWEzUFJAjzw5ShLikOo9VfFRJSobaDVRHX5wNrY7yV/lA1jO41u9ENVR3ZHYA+0gnmte25P+v8pu4l1svrAqO54tFw40hFwpQ0xDWS4CAUKSgpSlRGn5Uaj6/j1+kTYLpt1t9tcj/3Ldh9gT8K8R38PhXskfFspqceK3M1pS/AwFt/uzwmKrbu+SG3UfE0JNSdmmp/06NOAdqeMQBiEyoPJ4jJmxgKxzjTApt0eElDaFbTuTVJHofSgANVVHuOmlAzzpRKVO4iW3IzK1KSSsDT11PqAASRSn9uoznnUcakhgc0L2+nSvQGGxVQCSRU/gknQ10rQn36aLyiDKlCNgKgY143kIQQVfFJ+Op+np6+o106SpPbS6jV4Y3RzQk1Fd1PiRWoGnp6V1HWVlBryrGImbqLqCgqCUp+Sla611SdPx/16+bn/cXC+TLA/wD49nLia7v9lQPGuaxmDRj22iATQqrTXStU/L1CCo616sX/AG+26ftbI7gbglfWag/eZ3/3TiB/pojMei12EFNdoqQKCo/MkJ9AD6dfQJcK4d4PeVcOuK1ZEVmgKgnQCiUk1KSPxOprXQ+nWqda1OXqrJJaoU7Umvy1+ulSrX4mp+g6yl10ykhKNRTX822uvp7+nr/SnWVlUzyQ+2zYbjVJKiwU0FfilxxI/oSSNPr0pilwbTcpSM4ZioPxdfrzjsm0rxrHl5HdbrKeis2REeXIenpX+YxvsG3JrSmUVWVoSQj/AC0PUlnifUERjUSMug68O2oLpGxxtledIC4n2BOZOSDGgC8+eOuRv98xLln+IycVGWXC3R4sFSkud2EHlRTBdfRUsv7XqrUtIU2kVoD1f/LJY/cLY4Oi1aHIdSFRmeyufeYGywGTBzZXHW1RpUOOYB4ehoA73luUZP5m+O3Bt1dagWREJhVqbmsOXGG1dIoNvfeisJKXpDhiLBDyqpacJPt1fPMMcUt5DYhrATBNLqIVTHhgOekoDwzqPtU7rVr7p+o6JY4wGlEEg49ARlxpqPl3444Jw1PsmYZA7KucPJWotrlxO8l+RIkvBploSIiytDLmxz4mgDY96V65rCZrqF/gtajSADxxPs9MKvc8rbV4M71UE4BMOHp66oe5+JWCJXj+bcW//qaI0lh8h2S/GhSGmGvvn5MWM0hRDiHh8hUpcJqk00L9vaSwzESjv6gM+PEIMwVph13HLGPDK/tF2IOTssTkcMelCxzt/Hv/ACBcp868R8k41wNeG+KbA09kV45Bz6dbbJapinlF9uYzjrklWQy230lBQ0I6FKqlSqJB6mbjFbyhDdWQex5VhkWUFEADGg58cQnGmbDcQHsjt7XcJQYwkjYiIM1J8VxCgcdLSpy50U2R2mdDYkQLrEdZuEJpmJcGnW1mYuU0323juQNre7XsitUoAr1Hib3dJTEcDRoTNc7VG4lcckQngnxojfBrhbFuG4OTcnW52Cq4ciFtciXMTKS6p2K9JbYUuYEDe/BaWsOQ2klC1UJ1BIAb/cNmc20b3RHnknr7eBpFu18b3TLi44dOJzyUlEHacaH3lezY25euZ+UbNfmZWUMNqs8hhtaEuFESUlSu8ypRcVKjRV0AUN1Ca9B9rvR9ey0LQY3HE4rgvDhj+Fb3Nmm0fOHJO1gHBEKe31VMML8b+OOcrZx9fM3vcHF8WVb0RbjEgyWoj0lp0oK47jzxbTFLqkEE1Bqoge3VjtmywGRylznOy/icPVVTu2ulnjjBEcXhhdOZCqf50QOHzeDfGzLMuxLjm349d8fiW1tbCEyorSVXFlsqLSXkqUtTLLZ+QSTuVUmh6H3l05jyzAOcRqT4YYYe6rJtUGiAmPvwhdOvFeZxzx9dKK80vJzl3kK9WvGccvbNhxFc1xqVb7U99rHjNuPKacc/7dW1KSmgq8VOKPodQOozrV07DJKTqTDgOi8xTN5cujkEY+XEuC+0UtDk3jwxLky3askE5cpkSX5rDiHGG3lKShaLiqN/39skhdUkvAJOhr0N74ZoVyDiuPaUqTbsJCxlijEICB2AniOdVlPxDIrfmGFRWG7s3C/drbNmqEp96DNrKaSpxiU2sJdaSTXYSFfhTqt7jZTNmbPGX6AVcNRxPBPxq+7B5kiit5rK+a0PLUYQBgExLuCqEBFbFvCGQT217H3mXUNW61x4xQoOdpKEqZ2VrQOJCNRpT39uuqeVnidumRNOgD+dcC8yEi7kcxQ4SO+IP40RWWck49iwWu4XqzWq4rjfbKXJejImuQ5A+bS3XErIbdPoDqkmooerfHY25eHSEFDlgSoy64Z5pVb+onALYg7Ec0BXPPBD0qp+S50LLMGkqss9pDUu0OBiTbVIICmy3sLZZ2nt/HaWwQamp6XfhLct1LqOfHPjSbZ7vqQ9zE0tK8ss1/GgcFm73DWdWKQH5MxzE78jvP1U7vbDhWPkqp0qanUe1R0xdW309lIJMWNYei4URt5C6/j0IFeAEyxCUt7+HaQ7EyjnLG9hWuLcZi2mK0KnErWVoKSRuKkpqQDUkU6qflSMOuZ8MGvPvBq1eaXpZwBykujb/wCU41YH8s0HtWDjy9BjZ2bippxIAQpCe6tKTUVUhSgsn1I9OiPm2BrrKJwzafxqL5Sl/wCqcw/K7D1ocKXJ40865p415gzm2CPvzLRKktOZPi6nFCLdmKgOyI7RO1i+NIqEq0S8BsX7EUe2MtnKy5iUo5U+PtFXa9giv4zBKgfpQE5YjI9PhmK2quGucuPOfePrPm2H3OP95OjIcm21SksTLbcEoBcZW3uDsZ5t9J3NbQpJ0+hN5tdxt7uVLdx4d04ELzHOub3m3TWY1OafD1aSqYH25HNp4jrQQ+efgVi/lLikvKMagxrLy3aWHZEaRDQhg3osslQWyAkBcpaknutEVdGo+Veg/mPy4N4/fixnGYwBJyDgTx6HOjvlvzNNs8rWPKtUAOX9P9D+BbyOYpOvjRwpfcWt2Q4zmdsdtd+s9yfiy2nW3EtyVpdUhDrAWnVClIr7lJNDTrnUUdxZO+nIR7VBXgR+ddQkvYb2H6i2di5ykEg58ugyWiWkcdX6GtiXBdaQph1DkcpShCwUOVAI9UqUoGh/49EGzPOLlDqg4ojsj66vnPLFmr+H2DKLVe3I8dcYR7izG1rKZSAnRFFita099epslxMIxIHkLx/OmXNJIaFQHFCmfI8fwpbWc5fyMxdJLLmVzUht1aW0IATtSCQAFA1VqOhv1l2itkIK9KKxwQucW46QOZ+PGvPh1xyybNbdyG7SrxbHBEkNxpJR2kyYU1l1BSmh2uJ1+gI6L7LcTyXoF04viRQDzBBFCt3YIrN5hwBBHtHWthqyWl+7cYwX4UhUafMxV5EZxCdimXvtDsWlA/woQCfcV66zd3LvBe1pLSWKozHGuHxWwF0HZnUMD2fnjQg+GtwyiTknK2PZLeLjd3LVcniwzNcUpDXe2KUmLSlGFa0T6gDTqr7Tu77iaRrpHFjeZUL6+tWfeNtZDbxuDQJMFTtxojMuxCO7zbxTlCEr/wC1tOSxnkUIaLzmI5DFQsp9VJ3uj/SvTVzck+Y7aZcmOC9NDx+NJtGv/wDjd3bcdbMP/wBaxy/woNr5/JzzJGsK2Mbt2NTrw9IceShyUpttG4/poRHda1Qhv/qALopXoB6dQm+cdxa0hzWPf2kfmcOVWdvk6BzsS1uWbFX4J2mu/Gv5KPOQwSiBgXGsiE+j5PTLxdYikodFN1YigAvWqQdPqOtu8yblLi6CIv56nYHgfVUqPynBA0tbKi8EGXYuVYa9/wAjHkbhOMyormQ4vEyu7S5EqS5LhulEVTqtyI0YMSxE2R/ZS0lTg1JBPUA79uULTqcx8hJRzhj7BglTmeWbOV3dwYGgI1rcDxOQUDgKGy6/yL+Ut3d3TeW8bjkKKiiHBSkn0BrsW4akfTQU9Pql3mfdS3F8IA5N/GnB5V29hylIPEtaE9SInGmd+BHKV95ntORZTkeQS8guURYZfdKUJhsLddQiQWXdralh1Q3Af4Hqx7Rd3W4Wzp7h2oE91MhmD76qHmG1tduuBBA0ahg4piTmF9VCfMy/kPIf5O7fjjORXlrCrLbWa2lLxTAffemrO91KSCp9LKAEq0KR7Hp22ubtu+GEyP8Ap2R/L+nEEnDieFNPgt2bW2bQDKXFSc0AIA5HEqRwTCrM/lvyrJMew3j8YpcLhbJhyBlby7fLUw4qKl9bzzDva2pXH2tCo9z015gmmi2xpiJBdKFTAoAT7OdNeXIILqceM0OcAc+uA5do60mO+86ZXfkw+7lOaxHI7CWpCYt1lJaedACVLBTIQpQA0SCNB6dUL+5XGLTJL7TXS2eX9vaVZFGcOKj2Ia8Fs5SvUCaxPVc8tuRaWlRan3V59hwaE9xp+StCtwFDUHpt145EcZCvM/xqQ3aIGYhsbSOS+hFT+68q5JnazcLljl2VHhpAjrjXZxple1AbSpxtwKQkpbFPidaV6ba+VwJ0uI7U91OssbRjQCInElVLR6euoMvk2RFmJk2/G5CZEXept6TeHXU/GoNUdkhxJ1J/Cg6QZyR8vvNSY7O3CFjIgQeDUqics8leQJFynvPM2toNudhttxpStjTdUjc4R8x26AenUF1y9VRoAqZHZNI1AoTyApnX8a3EHKnP+SW/N8viMWbA7K790A/Fkt/eNJUlSZKd5BdLpFGkahXvTq5+W9imuiL29j02oyUYuPAe3+NUPzRv30cbrW1fqdqIwATgpHZkoz7K2YrxcMR46wuVf7l2rfYbDDDhbqlrulpKUdtCU0St5YAKiPYU66Cbk2zce6xoyHp7a5kWOnK469KlM8fTCumy5vZsp4/Y5FtLPbtMm3zLhB3BQRNYgIWorYLiUrDa1J0UR8q6dKbeCSD6gKWIuPalMOtzE/wnqpA7QvOl1eH3nlmXkTztypxtcsXYtuIYPc5sG3XZASVSXIhIeWran4FCviKqIUNfXTqBtm+M3GeWFsZY2JxGpfmAKKgyK8MuFENz2l9hDDM6RrjK3VpTEKqBciQAp6EUYfN2Wz8K485DzWwodVcrbZX5MQMVW9Xa4StlPoFLCNlRr+OnVgZcEMdI1e6wlOJTh66DOia4BruDh6eqtRu7eQXNmb55Jyx7OckjX43MvWq3WydJTGZe+4rGhqhgqMlQWAhzfqdfTTrmL9w3G4uhciWQ3ReoAJDQSfl0DAjgcDXQP7dZR27oAxvhFuLszl8wdwK4hK2lrYnL+VPCW127O21DMMqxQwyH2whT0jsIShToV8ktpUojbrWo166DuTTd2zYX/M4NJGWPEdnSqVZFllc+MxdJXE4qOB9dIh8peH5vCHHfGWAZG1Iny/uJExlLEYymWIzLb7yHHEEqS2FuOUSfUlJp1TN7sWwxsYuoOcvYg41cNqu2yvErAA1ocMcc04fGgdxvMpfH+d2nPMdlyWploLDDsUPKo/bkLC3GkoW6pSHBqpPpQ6HquW629x4rcDkU5fnVnf4xb3VHdwIwVcC3llwxC04rK7NavJ3jyx8y4Bdl2LkzGY8eQqbbD2pCZbTSauyOwUOrYnpTsdRU7HKH3r0ev7aaWI+B/uaQeahFGWC1qwvGsGghYXOT1jHI9P08Ku7xyy7ybhcS5Jytxv5BXa5crYcsmZhc2Q+uOWIiyFlciO+mYpKC2UFCg4Pem3oCDMbbVGQ6QD5SMiOHP20V0xvLZWgl4cgK4Y9Peg4Uyrxs/mQRmuBlrm3GLbfMqsy3bRlVudjtm4Jcj/py0OvxmQpSdCpBdZUnadek28pIV5LJAcwT+HFakXNveQtCM8VhzXEHlgf41f2E3P8Ajc8j7vdJ2KXGBx1mt/SXbnCSUY8FSJiCkkv23bbJIUR/81lBHqdejztzuHgCfRKgRSEenIuGJPU+2gLrDbzI5tu99vKupAVYHZqAeuYbhQJc9/wrctu5Xc8y4I5AxfNsJyCrsqzXRmPFujYKyULt98tyn7W84AugU6hKiD9enraS0muARN4EZHeD2am4ZFr294JliCKjT2u4Qwa4WMucyCxyEE5904EcUUEdlfeOfxqZ/wCP+JxJV1tSLPd5ZSpxiLLauxcfNFmK/IZRuSp9XoWwUp9+ug7Pf7CxIbdzPFJIL8QvHEuAX3YYVUN7tN6fB4szZBEGg6XAKXcQNJIw4YGoL5BcM5nkfHttixQYtztLzrz7CFKLzQZUnc2vYKhY3EUOnULzDPb3DxbxOBQ4EYjh7qG7SJIHOc5px9RwVc+IrP5XcsP4H8Sb9yFY1tHkq02uZClyoaO4993BiJSHWyx+t3me4Ca/Co9ffri+9RTSbg894MGIPBF/FErq+y+H9HGdLRLpQpnmM1pI+N+RPNGTcARWsphXO+Waflsgs3+ch5UduHcLml1DYcCVMAKeWQt5G01JB09ID5riaMiQIHNX1LhVjAiid4QOotkyCcR7SlMe/j68mV+KvlVZot+cl2nGOUINqQuI0ZaIrF2S6hoSW3H6NtOJddSobd3cClfj0c8uz/uu22QpHOe7yDxgp7RgnHhQjeIUAv2YPhaQ7BC5pKtRMQhBx9VbWXOfO8Pju54Dk2V360sY7lk2HZodzfhxm2Y9wuIDtr+/qpDDUafuLffCUhKyAaV6NMsZJdTIwfEaUTIqqegNToTFc2qukLSWah2fgnOsZ5GXy8f7AtN2anRJthuD0da1x2o7KW0vbCGw8ygfcBRPxqSkj8epHl1rzujmTtIkjBCHMHsqvbkXsjY3WHMc5M1xHLpxoX+DGrtd+aXpeOXCPbpVotSH3pS2GZTL0RwpSuJPgPntyG1KR8FfmSoaUr0d8wXDbWw8R7V1OAHbzqDZxyy3DY4XaXISvQZ0yzHPLOw2dyfas1nwIy7PJbgz5BxtpqOFKcDbLq3Ic5aW2iSDu2gJHr1WW7I+7Y2SEYuauJbx9VSYvMD7Rz2zOcjSVKKfw91EobFx1ylaVPT4tkuTNwY7jDgQopdW8xuS+y8la9XGlAgVoR9R1Aa+/wBrk0Rgt0nJAnX+dEpJLXeItUzw4OCArjjwz9xpN/8AIB/DNwV5f+M3JK+C8Qs2NeWnHX7nk3EmUW1Ee2S79nVgQu7DjXMXNzMeZjnJ9qSqAy67RcWY5FfbKS2upDctyuLwx2W6iNtnKA+GUtAdDJkH68CY9aNna4keGXPA1NbQO0tBa2ku6bT48u4Wji24tmkltzbnF8bY/l8bw1kt3NCmVnh4h5Fa/XgvySvMMYj2+8Wy+WzKrM/JxTKMYu0F+JkFizDD5Ttuu1ivlpkNJeg3i3yYLsSUytAKHGlDUUPVwsJbi4sHMmjdHOwjU05te0aXs7QeIzwIUEVGvHWrZY320rZbV8bTHIMGvieNUcgIPyuacAuBUHEGnacKePsW849lPJVtu60zbLDn3S1xEbYDbKn46n0w3LcFIXVl1vYtFBur6V6YurqSN8VuQC2UoScxj+XGlWrPGMkpenghURQcM/wThnVVXvJbX5X+KfJy79jAnXjHJF7tSbaqCXnH51rbfhqIjuhMgUU13G1kKqkghJ6N7dDJb7gLN51wSq3vAI5QUUFQvI8c6r11J9VbC9Y0tmYdQRxBaQc2kYheIXhSNvFHlaJlWH8pcbNfvFvynE5c+woamQ3IzNrVHt8hiKIkRxQWKj0cCU0B1HRjZbuJ+zXNlcahdQTSxlr2JpGnuoDm3kclypd+xrr1l3D/ALMjGuUOXWSe8V4FRiKYZ/HVjisEuGPJv4Wu43VDkhMJ4qU6ypc1QdcoarQwvfuUTWhP165HHDNGZYnNIcgOPZx7RiKsnjQPdFIz9RIARMRy5pzp22UxHliWC0EpV80FICa1qtKt2upH+vXlb/LjyNB55+zt/bP7t1bxOkY5FIICoO1B8SqV1n7W7o7bfMTWL+1KgI68PVQ75zZxkWI5DaVtJWuRb5JbBFQpxCSaAEaFSa/26/PRPE6Ii5A/eicHYc2nFOxD216+hdpkDSvhuw9uRoEfHG6uWi43vFZLgSq1XV5LLZNFdlbqlISlZprRR0HX3U/w185DzB5HbZOk1ysjY/qFCO7e8Ca8z/draTDuAna1AQQe0HD3JThcCm9+1snuBQQhBG0/lCRVISNSpQOleva2Z7a40DmuQq6rW8hRHpoACB+XUDcCfX/Kvr01I0gg1tj9Y5VJUaUNCPX1OutDu99D9OkkqtLAr0pKfT0BND8qDTWuvrT06TW6+HO2QpKgg7RT2FR7A6+h+vWVqq1yVhIbdNUlKg4BX019E1J1pSnTgAkjMbsi0jtUVgOl4cMw4H30CXKEAKXd9vqsNP7RpTY5qUlPqonQe/X51/8AJ3bHeVf8ipr+MaQbyCUKECB6OPZ/Na9teTJ/rfK0TDxic33VTDX/ANo4LMtskb2GXpLa9U1oQfga+qgFfT16+8/2l3H+6eQ9pvFXVbgL0QEfGvIvmuD6XzBcsH9a+uvH448OMxszOeMzyZMOM2RFdfq4kodV2dwRtSpKUr0BA9aeg66i4sjYc1eE6fzqszRh7muAxaSRjxITGu7yG8q8w485axDCrbCbeF7uLMVxffBcQHKFDjiACkNj3OnWo44ntV3eOXrzqK6OZxBGDOfZmvoKZDgWVT7taLbKmvMtLejNuFAfbUCVJCqJUFfOgJNRpTofJp1HDjT0QkcdLlDW9Eq2W7nEbQCZsf3P/WZKQD6kkq9QR/r0x2VLqO3XIrYtWxNyhDZqVGQ1XUkkk76BPtp0oA8jTEqvOlpCDrxrxTL/AGl6KQ1cYjqkIqoNPJcIT9FUUQB7A+vSUPWnQiYEH10KnJb8WZIUGlpcKVtmoISaEiumtAmmlPTr5tf9xg//AJl2LT8wnZ7P513r7LKJrjq01gsUnxoCmkPupQs9wqTSlSVbUig9QkDQD+vVp/wBU/ak8/HK+9KHfebHdYQD+j8aJDHLpDWlIS6DVNCraT7eug9D9OvfqH1VxUPY5QMUqfs3GNomuhACj/nqKgKR6k69axpQz9PQV7k3OKK/qKqddaEggkEmmlfw+vWVuvNLuURSTrtqDQnWmhqD7Vp/c16xfZWuFDZzhmrFix5xbENUtTzzTaEAOqLq61UwO2CU6CprqenYW65A1UU1EupNMZIaqeoL1qY+JXk3YOJsncvWWYZdJ7N2xwW23zLPGbcutqUmYZkhqKJymWQmeEpbdcQtJ2oAVVNR0m4iD2vj1HvH0XmPxpVldugljuBG17WNOBKEKmIUZ8Ow0H/nH5DZP5G5+zcYlnt1itmMypLONYvEUZkiKmSha1Tr/cKJ/dLxP+3QFFtKI8VFUNgmqjd/IZEd/FFISIFVeZGBcegGAHLNTjVH86vnnc64kQzggIPlYDjpHErgrjn0FKL4XuWZZF5p3DL84sqIUnCcejv2J6OG3ZTEl55PfjxS6G0R4qiyFl1JNBor166nu9w0XUzXMb4YgAYR83ePf9qBf4VVrVH20byf3XTHUMh3B3fYpSrs568vc/5hyV6HljFvXbMYvr0eDCjthSSuOox0Si9o6dzbelagEn2PXNnbq21mdaW8bWwNkxxUuLTn07BRpkM92BezP1vfGQATgAShA9mfKrk4482Mw7WLOJ4/t16h4TOt81cUOtm33OFbpLaxGeq3WPI2tAkK3IKgCaDTo/bW8O5wmdrXMcScQVxOHtHKo813cWixv0EEBoBXIIgPNcj0oxfIX+XvnfldNosvDvH9h4jwaCwj/eGRZmyMvzvIZLiA26xZ2oa2bBillhIOiqyZjyjWraRQi7HydFtsjrhxEsrstQOlvqCFxPEuKZIM1Kbj5w3Tc9ERcLa1YE0RIXPyXXI4K1qBGsjaMCS5xwFXrgHjrdeQ+LLfyPIn26S/kNqbupC0OqcuD1wQpaJLqlBS2/u3gdVFSkeuvp0Fnvo7W7daTNJe13Dl+CVcLYG4tGXMTmtic3BpwyGOKceFVbe7dfuOeIb66/AWq4W5uci3xWe80PunVqbEiO4SH4TG8JbQppqql6kkE9BtydHLI+WLFqe/kfzp+DWHh0g0jVkeRpF3hRdL9m3P3OHH3KVoyBM3No12vlrP2kx20oS5KetbENlbqimG/vaSpchZWXAj5a0HUny7ZQ3c0sjgQ1iHUB/SUReYVetMbzPF9HDHgXFSeHAlD15DlV+XmzZxZ4v/AJPyp86Neo1ymPsyw8Vsojocc7KW0OUbMZASKLKVajqXvcJbK9zCkXdyyy+bt59aAbLLFclkD2lshc7B2CY5dRxBVEPOgE5Cw/PcUzlb8jlOfHhOwpzr7T05xceRIb+KWN7gDf6qjUqFBQadQbeEPcC4j5SceJ5VaLlgjjWPBxyIB7qZ+3rVIOZllOU8XZpFseL3fJbu1MkQrhfld77NcJh1TTcl54p2MajcjaQVEAgn1E9zomQ6HlAmR4/wqvNxuQ5rV7xK9vP+PrqIcJ5U5ZICLJyjCXdULJYiXVUlcTIYfdXRKmL0glEpLKVBKG5AcQaUJA6ETRt1q3ShByPolXDa7e1cElaQ0oEOQ7MePOm+cajxlVwBllsv8dK8zt8J2fZ7nNjJg3B99CkOsvSGQ45Fky0IqCpgJSutSkdQXtZixyawMV4g8jxpe4+Vbxuu5smLEhc1HEnUBgOnMrmONTrxcjXyFZrndLjGc/8AtaM5NtyX1KdWhlhckxkCtQham9pqa1Jp1Ytlf9LK9rUPdCdOVcq3y2d4x8YaXggFePOlkeVdzy3Ib5kU25u3uS3HuDzUaipbLUVtuoK0JZWNoJ9CRTSmnQ69Lpbh8kjlKYDUidgX+NPWUTRCyQNVRidK5DsKfCru/ja5ayi/Jzjjy+XV66QrRbVTbWqesSHIzbrKyU71pJKQUEVJGnr6dF9iu53tfayEujaAWknEf6eqZg+qh25WzY5w9vdDgungEwUclwUetKLYsxZCL7CQrc1cLdfIylbx23FutObtifUpHpQ/m0p6dX+5YZ7F7OcX/wB7VatZnQ3EbyO6Jmj1EpSt/wCMuPFxXyC5vtjrVa3i7x0LQAlSyJUlOuh1GhrT06p3l9vhySlo+cNPbw91XLzCTJaxqcGK0etKI/8AkXwz/e/EsJKT2pkW8mVFCjuK0pUjYVbhuSlCa1SPrXqX5jY98EbQFcVAHDH40P2Cfwrg97SdYPRQCgPQ/jSJoEWZjFwWxNjll9taQ4w6KIcbQrT4n1B/MD9eqe1pjdpwwq8OlM0esjvEAp6Z/jRxeMnOkjiDMIue46yu4Mx0KayPG2nWWHJEdwIQqbCjvhyGi4sbP01LSQtKyKg0poROErbiAlsrMFAzxycOK8Dw4Z1DnjUrOzXCWlqE4KcV6EcOlbB/DPL2Kc44pBzLF5DILzu6fbGnSJlslg/JlbKil9txlw61ooEdXiG7jlhRp/cDQvMYZVRp4HQOLHczhxHU8weByNRnm3gaw5vDn3qwxItsyxKHJanY7TTSbs4kFS9zaAB906QVODQOEk+3QDctoG5EywgC7OR/q9fPhjR3Zd7ftqW0xBtC7jk3mTS7JUKfbJL9rusZTEmK6ppTbjZCRtUpG5AKdy9yk1r6jqjSRyQyOikBEjShFdIt54LmEXFu7VE7ivx5V1XCdcP2dVoQ8sQHHA6phFCndoNzSq/CoNNPQV6bc8hoYvcWpHcOIAWl2cpWwR8imo2gDur3CgAI9aJUK1NP8vU6jpoDvocqkKHA6Uww9OtQS135i2x1xQ2VvMolqQnRXcSUFVClOlKih+tOp9nJ4c4LM0I91RrxglgLHKhIHXGti3x3vUW/cM4JPLqgt+wstqS4U7Q72Eq20IrqK0R6GnXS7qYytY4KGuiaOuSGuOeC+G4RPlkz7Cg+GJFB14tznrT5W8y43JdbREeUuWwkI2BxsKeSkhSt20oKwAPRI6pO3DwpJGL3iU7Qvxq07nKZoWyBdOPqOBRfX7KPe/QrcvI8GfCgWmpt7SvSqEg2i5UB/wAwCpwJr9f69E59RuYZF7wLh/5TQ23cBaXEaZhh/wDMPTsrVbUzITIQ6lNEpWFfJJINCCafjT6dUwMARMwa7MXNaRqKE1PYOdZWQ1a7e4WgqqGwkqNEjQqQAPzU/uepsc8hRjcqjyITqLmlyplivAL041kZXGGY5csrkrLpDe9f1bRTd89x+FQa/wBen32kspDnHhSGS+CMleeNYhrg95G4uPkLRu/xAII+J3Gta1/8OkjbZSMDhWzexqFp4/8AHFg6MH4hvTyzU3K4MJLqajULdUdw0SfUfiT10Dy/B4G2ti45r6zXKPN0vibl4gyOPXDBDVh4/wCLc60eR8/ni43KO9AW1/2kFttJkFxCFBsCvyWkrNV7vyGvUyWydDduugQWuwA9X4cKGMvHTxNtye4ASAOZ59KGb+TJC7s1gNlLHccmOrHb+KlGqTvKTqUhRWNfcfj0N3k67KOFvzOe72IlFdlaYrovZi1rBhzxpb7HjAVupBguoLrSVkFLm1C1BJopTmuwBQ2q9+qydlU4YLXRxe6WBXqQOdWpjXh3a3i1IuEtbZA3hlSD8kg/Ip12EmlNSAkdPR7HF80hVvpkcqQb0u1AueegRPzr28mcOSsdsX7PjrCAJi0NOpQ2FLCKAbnFgVSmifVNB9etXkDGxGOEBpd6LTscrXuDj7ezpQ+zODLjGt0qVNAY7UN15ICB6gfIKp8kkAin1HQn6EganFpAGONTPqHuJLT7sPXivTCq38R/CHJPJrl+S5Otz7HHtnuqXZk51taY05cZ891TzgGwRGymlfVatPTTrWwbDLuF6Hv/APs7CpXkufLsHE0M8wb/AA2Fk6CN3fe0KW8FHy+sqvMcRjW29x5x/hfC2Bs2GyxotkxnHIKFPSQhDLklTDX6sx9IA3KWE0Sj0Qk0A6645scTGwxAiBo7o5fxOZris9xLdTq75gOWQHP4mks+Wvk9l/kNyO3wvxjGnv4RbLlFYyGVa9+24diY2Fw+80QOwBUvEHUnZX16p+630txO2ytsIBINTufQcx8atu07aBbuuLgfuCJQ3PHFHu6cQOHGnUos6bB41RoDR2qtXHUhCmFEJeZLcFSSCyDVCWlfEpHofw6skIDIw1O6G5dlVnF943PMZ5+v8qUp/FZjrTFu5pypcRIk3bOMh2zAPktpFyfbaPc2hLg+BBANQE6j36rvlti+O84HW7/zOUepPjR3zG90dvEHYMenVQPhivqpy1ljQ8wiP2W9WpmVa5rLkOfHUgKalsOoLatzZCkpaSE7qp0ChU9Xaya1odqQpz41TJJniRulM09VD/i38bPjDi/Ib3IUXDVPXRUszvs3221REyC4XSSn/phPcIrQDTTqQyCxicZmQs8c/qQe0cjTxmmLQwyHQOC4EHMEcRReX+y4wYcpq5PRLLaLJa21QIjSEsx2UsE17QSCf0EjcAAamgNSehF/cPgLHtAcru8TwHP24VO26GGYPZO7SjFAVCSOGOVFtYv4sPHzzG8X+N77nWGz8Q5Fv1rauTPJFrmFzLEJmvTEx5EhEtyTj06y3OF2no8GQwDHXSpBqDS9138229zQysZc7cxEjI0FvdBIa8DVqBKk4tOSV1Dyz5aguvK1teCSS03KcuPjKJGOBe4MWElNKAABWuBBOrGtMH+Un+JPyZ/jc5ghM565ZORuEeQLndBxPzhhcMxLXeVxiJLmLchYs6XJmAZ/EiPpUporkWyekKXEfNFNIARGOd7bu0eXWZkIIcgkYcw17ciCPkkYS12RDHK2jskMsAft+4xiLcNIIc1TDMP6oXE6gcjJDIBJGSQDIxHkevFjme98NZ1Ct9yjSncQvjiYU6MtlZitOOgtPBaAQkNPJUSCaFKtR7dWWK/gZGY3uCfpd/SeRHI+41XW2UrSQ4FoJx6kfK4HoaMnI8ruvjvzhE5J41uQufHnILLTmSWOOSW0pmKCVrLJoNyELU26NCaAkV6FXNu6GcyD/bccuRzP8KJ28vigMVupueQX+WOFVJeLYw5yrd80wNudGi5I6J0uJEWtlhurgUVSHQe203VQSVH1GmvTbbRwPiAANqTuG+Ry2ps2lyp3XZOKZhO3I5UTvHOI4w/kluk3+6oauEwPOruVtckww2+20FJZiOQ1Im3SeVJ2JS2nspI1p0xIZA4sjashwHN38O2q+IJ52gPL3DiBiG8yvA88umFFnxb5fcgcB5lcIzPJWSuYzBmJgMMzpjrqWtqkq2SVoqynthe0h1CiFCh16kW7JHK2UZAHgo9fKnoo3se2QOcCQgxTLIpw6+2mLZB/IriebRsXkXfM4t8kw0bUW/ZHZStTraEPKUWAlTjyvQEAn46DXp5gMOpELXZ1Iuddwxri5S3LHKojf8qsOfYVluU224NpffSt37dK0oS0QUlxYSshxpK2U6k1UVanojamR0rJHBWrwy7Krl7aRQxPIIwC+3HH30rLyMwnMFYXOb7EtzCr2t5VwlAuIjKtiGmHbrJbDZqrsRnASaKHsQeqvc2l3c70baFXMRx08VKAFOOOA61bdtu4I9rbM4DW5rGDD5jmGr1z/GmFc5Yx4g8UfxhwWbM7jj77FotbtGHITl8/fFpYkPNqSypSw+lagtTafyj1p1UHT7ta7k/b9xWOSN5a5pHXu9v4UUjEV1bie1xY9+sJghHzDomSUifmTkXGcth8UXLGTBFxsbNnvTMhIejyH3baG32u3IUtSwp7tlO0fE1B9Opgk+ncJGL4jZA4HsxXt5UUki+qidA9WiSIgHjj24YHE1tAcVHGf5EPDuPiVznOv3u1YlHTars4pty4xnY7RTbLg04goUH7Ld20pfpWooCeuh2102aMXEhJt5SA/FDjk724g8wlV2ynEUwhYzRM1ndDsjpwe1eS5jk4HKmO+G/CbeVeHeGceciyZF3yGyW2Rjl6kSZK5EmPdLRLkQ3HWXZFZEcktBbNakNqHr0xvN5d7f5ifPAcWhuYweNIz5g+2kWkNluW0Ne5Q2R7nNTB0ZDiEHItOGKghOBoKOR8CyHx9zm+KsN+kNzOw79jKcjLdeFuShdRNbZbcCWY6R81qGzQKKh0dvHy75YNdbxElV0gFyOTpih/hVcnuo9oeW3kzWPaSA4lrFHPvEBeYFCtc77kmQxUOiWuYh6S1cpctmU8tqapC1lTTL0daVKjrqSCokp0pWlegf8Abd3a3QHkNGYUgDoOPtpI3rbTg9gxAIwGPIk44Gsknkryjst/sl54gzpy1Wu0Rvt3sWu7ypcCarclRUtLrlIpbP8A01pP1BFDQWjY7WYQPgvmsngJwVFA+PsOdAd3u7R87LqzL4LoA/LkeWHy5dOWK0Wnhv5qcu8VcxZVkvku5Dl4Xn0GNarqnFW3pzFmm2p5w2vIG4CF99TrTbq23O2nctska0FJW87NBu20iygYyK4hKxopzzaSc9Q54Aio+yb+/Y95G6udLOyQBkwAAJaqhzWhBqjOSEEgkUMnO924hsfnNy35IcS4e0cR55Yx25ZlFahqtUXJ+T7fa02m78gWu2utIetM6+xI0RdwcUhImy2lvFIK1EvbRa3EW2R2l1/9oiYAXLiQ0IwFOLWAMBzLQ0HIUzuW7Q/XTzbYxLCSZz2xuCaDIdUpGekSSEyhqI1znkJqNXfg96uFous6+w5328O8tj7u2OMuPMOJdjlLiA6O2kGikkqCRuXr9ep08Eb4hG7FEIOCrmtDYtwuGTmaMloOYXAjkedCD41c6XKx+VfKvGEy1uxcPvkZyVFU4kNNTC99w3KeXtAQp8PK0IFQPwp0NlDg9wbqPhtBOPM4FvUfCrbbhktq2RrQzxDnw/5h1+NK35bubXB3m1nV3axv9gtGUNvt29OxtMeZLdAjplylBCWFq+0BLVACae5Nei13eyN3JlxKz9qe2a0OVQoIVTzAHHGmbW1b/bnwtKeHKpABVBlpHLHDpTIvE223GRfbTySr7i4wZspl+J+k4pMGCmU1BfUClKgI6O2o0O1Nfp1X9wiLrmZ7Wnw3AOB54AL7qeieyKNjpHgSNeQ0HDLl6Z07Ll/jhVsaxu82XK0STc9qZUR2Q0tmay5GTKE63KY3dttuoSpJqKKFSD1zre7CLetivNpuY2aZo3xjUFHeBCnivUVebCV+3bjb3sUpQFrinqKckKpjxqjZMExXvt3yhVBsWsj4qSsUXp7pUFH8evza/dvyjJ5R+4W7bFIwNZHdPLQB3dDyo09MSO0V7f2a+ZfbbDdtUBzAcc1pVeaWWXgfkil5qaIltu9W1oXXtF1Lpeb7SAEguKQa6+poK9evP8DfO39q3c+XbiTQ8SGPEFC12LU5FRhzVKpP3X2sXm1/WRAnBSBzHHsTPjhTUOMslSbGX+8O2w1vU4ogJKEpoFEpNdwoagadfZMEaQccq8pENVwwzq8cey5cxsPMOJW2FhvekVQRqQPchVD6+/Wy1cHe+klxZ3QmfD3VYbd7kKSjUgAGgBB2g0Naj81R7dIDG8KWS8cv416Rd31Cu9Qr6aa6e1NQKUr1rwgvp66ZMr+deaRdHmvVTitxpuFdxJr+U6UrTWvt0lzWtGXerTXPcUcSh9Eqvr/cXXmnB8/kkp3FKjr7hKR719zr0prsMsRSmvC6AcPfQzZe0ZZfBCiXo0lqtPkdiSpJrqa1H9evhh/3CNidYfdePdIwNU0C+whww7Aa9ffai7dP5aiBVGPQ8+VB2m9yGH73ZlgoZbltOrWCE7m3dwWj1FD8fX0r19PP8Td8dvn2W2ud51GNjW6lVRpCDtGRHtrhf3PtRaeaJg3DWSUT1r686Gq+y+ZHOYrZjXEWVPwrXJUpM2LIl/bNtF1BWotLKQHVpC6oTrqdK9eoGuncAYy1OK/hVQjtLaS3+onDg4txIwyyX+GNNV8Qv4R7F5YWCZ5EeUnkXzK3epGRXux4DhHEV8sOMRsViYtcXrUq85bf7rj+STMmv14lsLe+zbTHgRovaSpLrinCmNfb7a7S1ttJZx3N29oe5z3ysa0EkBrGwvjJcgDi97nBSWiMBupwuPaty3W5nksb0W1jEDE0eBHK98mhjjK4za2hjS4sZE1gJDdbpSXhrBIz7x05q4p8ieRuAU+Rk2745xtkTtnsuRyG27NdrlYHbNachtTt6hNqajM3yLBu4iy1xkCK66z3WkpC9qSryyQR3dswNtpo2vDHYlocMW6gmoNcCGuQFzUJActTdsbZS7URfBdyt5ZIZHMB0PdE8s1saS4s1t0vdGXO8N5c0OcwNJzmccW5HDwu8XCB5ATHrxBjJdonJEPFSk7UqcZYbfUoKSnXbQknqHI5zGkpF6sx+dPWtttk0/hu8UhwKAtQL2oKrHgzCeRs+xS7om8mqkZFEXLDkl6ZIbUx21qEBwNAq7iZbZ02hQUPkaGvWMd+2sjhgUwbj2pUa/2+2juvCtmFrCxQCcF4he32VX/HXNGR8d5nfsYzXJJUmdbbs9AKZLyUtuqQgqcUlRc2JASKivt/p1Gu9Ub/AAi7kv59FqJHbOERmjY4kYHjlmAenSjqseUQMqjsTY1xYliSyy9taWFJSSkLoPeoJ19v9evmR/3FZ43+UbGMFSJWr/4uHMV3z7LxyR3E+trmkjj2V2vXay2u6x2pk+NFecQotofcQgEmhAqpVaiv4af6dW3/AACkZ/8Aoqe0EK25OAxIXLsWh/3hjkk3iLSF/bPxq4bBmONNhJ/f4CTtqB3m0Ee9AorGqqV/93Xv7WMuFcWdBK1S1pD0zSpi3nuLoSScjt6SNpUlD6TQke1CSanX6daJC4ZUiK2nC6mku9a+nSuHkrC2Qd+TxAAf/wBJ6nadAKVIr/frRwp8QTnJjvZWLncrYAgEqyNhSVUIDW5xJTtosggGtOmzqccBhW/pLg5jChx5R5jwpTMZhm9qU2JJWsIqoI/TIFEhO4lSVUFPTp2N4BXDCtSWNy5ARzPTovWq7m87Ys0YcSDLlOyGYerXoy0kNGq1pVQIqaAEH1P16bMrQcONOf2+bwtbgCh9/wDE1VsK13rLp14mWpxuPeprjTUSTMX240V51IJMkA17S23KkJ1CDrqOrp5Qe6O/Y5P248+aYqlc/wDNMYMJLj33k8FC8MBjnlQ/QMKbw3ky8WbPcnZYym6W6Y9bUMPx4TjFobWncsOLIdmRH3V0QlFSVBQG4CvXU9yZbblbCUOLBj+oNcnMDiFz4CqNbiazeGPR5wxQkEk8eRTLkc6XvccG8qsq5NzW44RiNsm8c4pkL1vm3K5XEwpd3lpYFwXDs7HadMp5i3lKlOOFKAohPr6cu+jV7nSO0nWQMC5TgmQwB4kkfGrhbSS/TpFCZIYwC8gtbpbiuJIU4KgBUKVHG+7HyrL4vw+JNt0ZqVJvUpEaaw6loPxXlqACDHcJ/S3rJUr8K+lOr9sj44LCON4J4kDMFfhQPcYvGmc9BoBCLhwz7elFJjPL/GbHKPH3F3IERttjOl25/ts/BT6JLaXi9FdQkb20Of8AUSNUpJB0I6LXlwwAxNc0XJBLQcdSZ0L+lJ/cdr8LUhTgvvrZA4/yWxYJBxPF4kabIwd9yJECoZUtESNIHcS8Uo/UEMKT+opFdiCpSaHrj+5xS3Ek07SPrO8ccifz5e+r5ZXEloY7RCbVQE4jsPAnjQafyieUHE/j3whnOapVbI8yJFtkKw2YPJDl6uz8xtTUWyw5Cfv7lCltLNXmx2W1JUVFNDWvQRSNtzHdu09x7i4nHEI0IOPBBVqlvIpWP8NsgkfIxsbCCcB8xxybm5XH4ilm+FvM1r5X5SvOQXvGLbjl9nYhGXYFMtpE5G9BlRLa4yhNN21anHFIKiok60FerV5R27cLSyuotJMLXMe444Nd1OYVAD+FAPMUzHXUOokh8ZRAgViBTxBTNam7WYx8f5QyzLc7xp+9Q7bFlQ40duL3HQGHVJ7bMI1VIdnKUAklYSEVJ6g3N/M+5kE4RFaEwRDmQcz21I22xhY9k8Xf1BSp4kcOjffSp/Mflqyco5JFiw+P5eLW+Q+uM2CIdQhavlvXDUntMJQmtKFQ1oT066YO0o1yJmU9yZDnRRtuXwlCAUxAVPUuK8qDCP5ZTfH+yZHxjjFkVkFvvLYDsi2ds3KKtxtW16OiWh1lxQSopT3htcB9jQ9Ad3udF00sRxa3nkfT863a7PHNG90vcaoCHkOSe+svxbJwXPZWFW/IcjYscvNp6WF22Xb24EwfdrUlLMnHJjqHW3RIJS45DUpIHzoB1lpdGR7WuIL3cMj6h6dKeunSWcZltUMbEwcqgDMr+odD6jV5eS3DHInFGSYzxHx+/Ly+8Zi7bYVgttnUufcpbdwcZLUGISoSHFpSvtoKqDuKSgH6rvGABThzxQes9mdStv8AM93JEYSUcG4NaHHVwaG5nUTwHDHhT0bL47c4eK0HirCecMBVjV9yPCk3e2srvNrvzcmNCfixbzBkzLNKlw2L9YHprLc2CVlTK3UqClpNeje1OguQ+W1kbI1qNcWrg7NCoHDEEK1wxBzrmnmR88V/4N1DLBK9ge1sgaC5hw8QaXOHzFCHEPaU1MAIUQfJvwq5B5Iu8q98T59abFb7wFG62C7Q0rIUr/quRytSQXEK0CkKrT8wpp1q+2W7up/FtXMUkEg5+3KnNt3+3toTDcghuIw9PXln0rP+KfhJjnjnZb1dr/lka95fk8WU1cJLJbZjNtqbdQ8w04kKQkoQoltNKKPoa6dGdv225sWO1x67h3zJkBwA5jrnxNANw3EXM+uNwMeIaERB8STzOFRu1W9mJeJVrZcVKbROuTa336gOB9C0hVSd1SilAdKjQDq+wkOtmk4Kwe8IlVy4c5rg9Rg4e51K28O56MX8zeWMecNBLvk95ptQ/MlckkAA/nKFL1Hr1TdtcGXb4UTP1IcuyrzubPE20PXFVXnh6dtMw8kMZt2RYM/b5qTRyap1h5AStcV+lESGhp8UqFFJp+XUnQ9Gt0Yx1j+4PldgeI6iq5t5/wCpaRjhkcj2ilVc0eK16kYejI7TGE27QSsv/aJK1OMJqpakhFapUk11I2n8Oq1NYOlhLonAvABxAGH4n31YG7r4UwY7MOHEo3mUyPoaWwJ2Q4Rft/bfjzIr4EmI60rY80FbXmH0EDchxFRpqCag9V2V08Mo7qY8fx6Va4zb31prY9WuCjHPl2U1vha48k8VRLBzJxnHfumP3ww0ZRiKXglt0/EvPoFSk7G1bkOmlfRenpM268bNKWsVky9qocvw7KEbxtroWNkcj0AyKOAIx9XSnIYTzFj+b2aBcGXSxcXGEPSre4Ql+PI2KcWgJQpRpHUCCTQe4r1d7NkMh0sKP4g8D+XI1R7gOjUIdGPaaiPKnHVi5ItDt2taG7dk0RK1JUy2G/vjpuUVJ3HuuD81K19Rr0O37y63cB4sAAuwM/6h+fbnRbY/MD9tfoeVtnFCvA8FHEcj+nqKX7fLdPtD8i2zm1RZDClJX3ApIcSlW0uIJpUVHrr/AKdcrmjfDIYZcHtJBw5cq6xaTRzxCWMqwpyPvHolAvzM0lF8dWBtDiPl71UAPzelPT19DXpoJrwzog1ulpXiVqgIsN+ZcEtx2yoKUWl0oQkPII1KfWg00+vT8Df+pYMlKU1cO0wOPECtgDwwuokcDYtCklLi4Da47i0pJUOzuQhC1qBKSNlAK+3r101kJktIHA97w8fbXGtwlMd0+IBA17h7SqGqEw/7OzecN9YdQI7F9trzbKiVID6A4FBaS2BV1pSqgaVGnt1S2ROZuBi/1r6lzqzPkDtvDhxUevT76YhcYcdd4x9jaf0brOT3t1TsctEtG7eDUU9dfc9HpIRqjOKaz/6TQON4DJMQhYP/AFitZDF7CvKFMRorRccc2ghIG4Cmh2mgqCdR9D1U4ohINIx6c662Xu4Zfh+FFnxr46OyJrUuUgAJCVJKwAkGu4JCqfphum4H1006n29sRiQo91R33CsxOkDM88cv41cyOLrlb35bVpHeBC2iWv1FlVPkpPxCkp9gfTqUdYwTDpSnYgOcVd19OFRlXHd5CnUuWZYWN4KXGShThAOtKFSyfX2A/r0kOczHGkKCcwq8/T3U1Dxxx9Vl4mgW9bSorye5MWmlE1YaUpSVn0IQrWh/16uO1kiza4g8a5lvo17i5vAH/wBRUmvBwZyrdOT81z20rlsSLTic5+GkII+C2k12uq/Kl35bqJqkehqeisksdyzSEVrkJ6+nvoUWPgAe79TeARPXQB+f+VqRzBYbMEJd/abQ/cG103ITsDdUlNAAlShr7g9CtwjYGMBGLWvPaOX8asOyNfKHPJwIYE5Ek8OPOl4y+YeUpz6izcEoR8QkJU8SEBVUJ9QO2n0FdRTqi/3W9edRLQo5fxro7LWNg0qvan4fCrk46zzki/XCFHcuyC2VNqdACx8UmigdQaEH3H9enIby8mkRzu6cwKbuGxxg6VGGHP1pmOlHUni27Zi7CnG6BshoJIc+ILiUjeUqSoJDVRU+pPS5DJLhgCDSSQ3Ad0IuXCslZfGi55RkJsjshUmA6ntTXdq20uNFRLjYUap7ZTXX1r6np+x2ya9m8FhRgCk8AOZ50Pvt1j222L1BkzAyX8aZLxfxPg/CuGfsePQo1thRG0y71KbbbbXLdb3KHySUq7LdSEitCSVHq82ltbWMXhwhIxiTipIGfr4CuW3t3Nf3BmcO84nD0wX1YClm+Y/lJfeRJ54l4iVMRES8IGRXiE2opaCj2XWWXk6KfUTsNNGwCa1pQHfb0JHfTtAESlXcSn6QeR/UaN7fs4jDbk6nu0rp5nj/AMrVwXM0dvir4b8J8ZcUWbKbvc7e9yBdoDUuWuSpt1Ud5xJLkdNalbx3aK9BqTr0FlvZjO3ABhAxw7o6fic8qsQt5YrcmWQfUoV05HkEzRMOSrVyc3Ji2nhDN7rHU4XRilxYaQhQS2krYWwh9ITQ1UigIBI1r69W6JXwgKqt/CqO2R31K8dRXt/hzpX/APFjcpTvEWWWmTa0RmW8lvk0TFH/AOr+4uEkAhFdqXnAr5OD81AKdD9giMUT81cV7MTgPVjRLzNIHCGEIkftKgEk9mQpinMPLuPeOPCV05MmNuvymHHmYTSAhfelFAbZSpHqhHcc19dyqe3VjdOy2tn3DwoaFTmSUA9OtVdsYfIxgzc9B68l6c6TLaf5Kud43Ituukm6QH8buF3hNybGG3XH48SU+hshL5UWnnWkuVUCANCB0Kg3uZ1y36prBbFyENzC8QeJHsotcbSRbl0EjvFbjiAQRxCJgOVOM51yeXe+LrZkcBDzUi6WOLcUGPvUtKnWUPeiQdzJeIG1Va/26ORRNknGoamhpwOKqeI7KDP7r0OY5Uybwc8828e4DsfBV8gS15kIi2sfkTX1iBEhywnuOmqu4puEtalNNJJ+R0IANOR+ctMG4OuIQTKO6vAJkT6sPVjXZfJl3LHsospNOh3eGpVaDmOinEVcPk1xBA8weKLzg/JVwlZYlVrkfsj94UiQm2zOwosvwUNNoCHEK1QTVQoNeqLDdXVtP4riuPeB4hVKJ7qtM8cd/b+ES7UPldxY5MHNrRa5osdq4NzjM+Lr7Egz8kwy9ybTIbdiIW88w05vtstbCVIcR91E2kK11So9dEEcJgbcBoDXNBwxz4Hp6Gqiw3MkjmSSHUx5aRiCSOJHI8AKrzFeRpWZXNOLQrKhT6lNpHdZW40wupShaEl5akJFdaaj16k2a3jzBG0lwy5fyrclmbch7nBHElAeNOC8dOLLexxjcGcuw6OZEwIKLiktSG2Uq7gc2rBBkpcR8ggkbSPQmo6LS2/gsEbk1t5ZA0xbbbJPcukuQfpy7A/1N5KDgQc8Ki8+2YXhV8etuGxZ8i7PJUxKu0pIkXhSFrqlqJISCzaGEj4lDITUU1HUVloyNy6e87HmfbwB5Vcw61gtjbtjDQiHDAIOZzJ44Y1Ip/jTdc+48ySTDDEZ+NHU+G5gaQkqd3PqBcUUuzX9zdSnXUa9bmktYpG28rSXSLiBlh6Z1TLmeRXPiAAaVxwULjh8OVDH4x8QQJeVmJcra/NuzUn/ALjasqQltDikEJ7hISdydKUOtOmnW4cr2YlBRyECVqvKMch7uGHI0ceOXJnj/nmbx5KhqGIXuChMhmce0zFlNnt0db1ql/eQpYH5hQ9QxNLAfDj7riF7CMv5+qhd/bQOmLQFj0YLjniR1UfnRKc8HDbDhOPYZcLkzIg3O3XhURtlK3lmO+hhpUQPIStTSHw5tCjQuUp6Hoj5ejkdvgupU0ks1LxBcOHGhtwwR2zY4lLWuwA4IFC9BzpAXPPj5y1kPNuO8HYzd7wcS5Ty+6Jt1vekrTBYixUwEOvojOUo64hW1SUkDTWoFOmPuXZW9tvb7qQtDJJZHOP9LGBvHiBinbzNHvLm4sksmRtb+4WBARhrJdjhnkvXjR2+Sn8asDxbm+P93m3pMqPevs7JfYjrtEMJlR0NE7gr/qMLVXckAA6+/XNBfWlzG59u13dOC5ImA/FfVVhjlf48UEpOIPAcPhicBRv/AMS2awsC5O5W4RYnrU5hV6RcrZHWpWxeI5UVFDLYd2OPtNzEqSpQG3dSuvVk2u+D444pCgcNLsEHNh+PYlDb6B0NzceEqwuEzP6j+iRnYVxFbEON8iR+CMpQzMYXJxLOnfuYjrad7cO7pSCuKspqQqU0uiKjVSQKnqzy2v8AerVoVLuAaT1HA1AZIdmnc8DXaTu1t6EjEUdnFdusb2Q3XkKTY4sl292yLCbW9Fjqmswmd7yW0fctqSWJAe/UbNN20V6qt7NdRWo26ORzSyQuVriFOWKHhw5UWtrO0vLo7lPDHI10WkNkaHYErgHAgHgSmQrVf/8AUKQ858TLlavKngOxMY3x3lU2FjfKGLWxhxm0NZLJRJMbO4dptyDFsS5rLaWbgEBDLy0h1SUrJJtdhv12dlc55E93bFocXDU4xHAOJRXeGUBJU6UUlFqn7h5UtLLd2/SkW1jeOJZGMGRygK4MXBjZM9ARoeukDUla5PAXnv5FeQmawMQxRiWqG5JZbutyix3+2ltz4rbaUF1cUoK1I9Afr07tvmK6v3nwWtawcQ0IenXqeFQt28vRWDAJnOfMmAww7e3l66dWznVrx2RaMJvV9RccsEJuRcYrTilBhz7cuKjo+Si4veg1NaaEexPVujvY2M8Rxx4fw6VUPoJdQid8yYpj2kmofi/O9t5TeujMeGI8vD5kgKStK2+49F3JRHcLgo7vDZIUkan66dSW3MRB8MrgCeGfCoj4JcPEGka0zXLiv4VZPCvN3k1nPJV2sF94mfs3GC2UwLblT62R92tZ7aHFQ2h3YrRSj4rUSCoitOnp2Qtty4uAka0Ed4FT/SQmHvrTWnxUaxxhLy3UcAeRamJ68KDTmCZk/HvldAu+JXdlRt8x6ZOK5MlbyoLykF5pxoKDASl9ogAjUE06rzrqWK57jA4yAkqp0tGZz9/sxro0L7b+zsYXJOwjgMXZgc8QaszlO14h5OckYVa8pm2/FZ8qRa0XG7plojmVMUKxw+/KJEFx0NhBUiqfkdRTqzRRR3dk2C7a0W7Hl4AJaSQOBzAIwPOqy68njuNUJLXOwLi1Q0HiRkUx6itgvw7424R4Q8eLzaLvkFsuU9hmNNnzZs6HJkRQl96FItDMhKihTLbrYcBGpKio+3VI8zz3h3CEWTEtowiAqpICHHpgFonZW9pcba+e7kD7twcGnJO+cgMsEKjsNT9qzWzM8Ax674zc4V1mRIz7ZegSmzHLTjxCWGO0pbaytKAVEGilHTQdBLqUxXDhMC0Fyjjj+Xwqy2YdcWcPhEOcI0d6c1qkHZAlPOtlhcd+Kp2O+la957jCqKAO38xFPX+/Xxb/AM7fJP8AaPuOzzHAGiC8YGuQIjirsRkpxx44YV63+2G4/U+XWQklxjwx4jL2DJOCUv7zVx1dvVjmdxmlbrc8w864gFJSGlhLu5aU6ihJFa1r15k+yHmCfyn9zbWWPVpuAAMc3tKjTycSAOqpXQN3s49w2Z0bgC5pK9hwxHIVlOLeVJtxxC426124vTZlpLcMpU9sW4UpIVVKjRR3fTTr9Anlffod92a23GD5Xxscv/KF9YyNeQNx2Ftndy20riA1zmkYLxy/A1dXDl68hbbZnYErCVOq++cciOqSogw1AbNqnFAbTStSffqzOnY9xeVx6UMj2q1iY0aiRjmQvp20TVtuPPctpNcYhsDQUc2VA1A3UV8do/rXpIki/wBSdlYbWFVDmp21mUMc+vU/+z7cydoAr26JSK1OoJoPxFeta4/9dJMFoE1Fpr+SLHz9JbBV+3NAp2hQ7aQmihXZVBKqg/1r/TrRezkac8Ky/qFQm9YDzvLStC7tDYBClkoXoEkVKU0Qkmp00PSNY4DGlBu2KNekkdKg1vw7OMdD6swmonqcdUUKbVUoSvd+QEChoqlNRX36+U3/AHGPKlzI/a/NEcTRZj9tzw4aw44fLmQVGPJeVegftFuFm61nsYnqQ7UAAQAOXRExFA/m/Geb5ByLdBY72zCt0iE7uYW6preY7yVoQAkjUGnr6Hrrf+Ae8PvftadtaXB0Ehw1YBoyRvBTiTxyoP8AdiO0tt3jupwFexF04qv4DCqttmNZXiuZxpDUt1d0N3j29x56SmQ3HUWwj7toDdTdt/MOvoJa/UtlYAhDiAVPA1ySfc9qbBIJV0sYTg04pwHWtl/xG5h5H4S4kgYmuHYMstE1czILO3PkSbbOsc2+Orn3Jlx9hMlVxt0m5PLfS24EPNdwpDhRtSkXutoNwufFLtJaNJ4qBl2H3VBtNwgtQ91s0mKV2vHBCWgH3AetedA/zZ46ucpco5PzFlmTrdzLMrqq5XN+ElUSEzRiPboMOJHStSkQbZaYjMZpKio7EBSypZUolI7l8cLLdhGhjA0Lmg/itR2XttbNIDXAyPc9yZF7irinBT7kHCq6T4f4gtRjP3lbjcxlaZKCzXe3UHT46EK1B9a9NPmnKqQnZT7N5iBVrHFD6YVjpXijNstnmxuMMzlY/e22ltMykRGH1KUtKhHcebfbWw+GSfjVOlATUadLinfG7U44HkPQUm43Fl0NJjR3BeH4jrnVPccfxywhb7/c+ZL7OyPJ73LcnXC6SXkOSJ00rUoT0LbSkR3HN35EBIp7Up1EuQZpNbHuB4nNTzPYKks3RjIw1sQBBwQoA3kOKk4k8asmHwnjXE60M2KZOkNNIQ02iQ5uSykDSgAptG3TQn16+an/AHD7NzvJ9jKXantmbwzBJ/LD31237RX31VzOjNIwzK5fgeNeZ3hvF86uka53h+al9vfvZYcW2k7qBSkneCE/+Ht1b/8AAi1EP2tkeHnVLMFan9IKJ0x/ChX3cvn2+6xBjVRiL0Jq6LF448cNIRuRNdNBVS5Kz9CD/wBShTpr7k+vXvloJCqa4+7c3vAAYPWTU9jePXGYH/7ufWaCqjIcp6ggiroIAJ6URhnSRuMoGDWj1msijx94t0Lll7lCr8zytaj5KSreokmg19ukFgcMSUrP7lPmA3319SeCuKW29qcbi0QEgFSwSCD6/wDwj66dM+s+2kHcpz+lns9MaGfkzirh23XO3R12i2R3FlyjS3al5RcCG0paANVn296kDqVbxamu0tJHrpqXcpmuBkLGYdi+0qtXdZfBTj+/4Pec3uMC22JMKA+u1I7iypuJFYL9xuFye0QyohFG0GoQASdSOnYbeN8zIUJke4DDID09QrTr28ksZblzmxwRsJx4kDPonAnEnglL0tfGsq5tzI+H51FauFzN9nJkFQdQy1AfRG++CClb33bTKkpCAKaV19rVtsD4XOfErQpKpywzyxGPWqjdAzvZG8gu7oQ/6sT7CceVKZ5MxHJcG8jkfu2UHLr9Z1raVJCnHy024G5DCENOJHaZTGWCutNutNB1bbVr5rd15LISSz9WBC5e3kM+FDNwhjgY62Y0BjXJhjiDjjxHU414898guVeMv902nGrlktqxzMZaImURbSI5g3IPMdlxTrjjDrsV5+O4W1PRVsulHxKqV6rM91csmcyF7mxuAOBwJI9MuFNw20LmYEpiMyFHXgRyBqk8oiyp+L2i5QFuBhy7QXyhazuQ24f00Nt6qAQsUSPTTolt0rmsa8EqSB76j3QDnOjICgL6v4VbfJmy1c0+MmbXOMRDsTlqXJfBXVsKSww6hLiqlvuJ0WdR7H16sdxcRR3MMkqKNQB7cD8caFw6jG/SCS0hx6ofjW5Bgd7wXIeL4dzj3KHBkt2qLMiIMlpLraPtEOIShK0r7jZ//R0qsaCp65vuzpoLx0Q7xXlhn0q72jIJ7cyjCRCgOBJ5Y+hpJX8iOLcS+QkqBg3JmbQ7TOiWdF4bbQhmK68lEhaGkw4zri3mY8l0NoUnQCnofU1nc7x8DCg1d4DFEwOQ+CUftrXx3NBJBawk9pHHooqsfCrwR5wvHI3jrAwXkO0WyxQbe9ByPLLoP3X7fH7dKkLRAs7cftN3C8TktlpO9R2NnUmgT129m9WW0+W4RcB0kbLLQ5n6nairADggBIJLlQYCufOsrvct2DbcMDpJiQ4kgABukk//AIIwNME84uH8e4xVkFm/3ZbnsmjW+PcGklMSNJmIuTTrzf3EFtxJUYTTatAdoKwVECg65e+WO7YLwNLDIS4g5qO6nYUUGrjbWzrKeS01tfLEjTpBRCAV7cUIrWC59S3+5xe1lCFLEhNW1iOUE1qTRLSKKqfiErqmnv1kgcBpBI9M+2isaE6cFRUPA1OPHLx54+zXIMfgzpsGbfMku8aVKckiEpZZYkJKkLD259xQPyIHx9hTqo7iPEuAws7rCTmQp6pmoqcZnMiPyBzyhwxAy4/hVteY3is/zB5N4hhHE2H2jHZPFVjZyZ/JUx48WNLl29KU7SWgHYUt1CCuvwJ/HpqFpfKHhAG97sI5CmzNp1Md8mjSSRgi/j786v3+N3iXmXkXkvnDyV5pcsuT2njq2K42xCIHkv3OE7YWTImTGgGXW4DEhhaAp0lMlwtpW0dD0cGuSBxfj4jg0JiQ0YuJ5A5dcqERzMNy6eIM0RhD+nF2WkD9XFQmaUZ/I3PvK3L/AJA47a+TOQr1nU3GMSXaLFPv6oLaLPbnXo8qSxGat0KCw5LubzTbkiU8lyY92my6tWxPR/y61lvCIYwjXSOJA44YHnlgOQqneaWSz7jJc3JdJI2NrQScmhSg5BSSUzOJxSvPk2fXW6ZsxgeJdl9cCOqVf7kp5KDFQug2l0jalI1CqAqWejkW7SQ3zrOBiuaFc4/pH+nmeAqp3FoHWwnkd3TkBmSqAHpUIvnIlnhXqNhLUpx66OAOJotZQCSEuBmoKnEIPqfQDTq3w3LpI1dgXDBfmI50BeIzIWBfEbnnnmnSqWMEw82NHFhmTNa3KccqlDj4PcASk7k1I9DqKdTIC42zQc2hPYaVNIC1wGYHx5UqLjqKnHv5GcgiuBaGpt0UVVFFkObFKKUFQ3mqSaagnqoW7NO9ygcdae4pV0unul2YOYMAW+8ZfiacjyvDadx+c2qPtLTu5JqNxSVO7glRJqFJ19q+nR7cSHWbgedV3bnNE7C0qCQMudUFjsx1MJ61vUKJLDrLanEJLbSnEENpUCDVKD7e/vWnVcjnLDpOYo5d2jZHGRmZz6+mfZSzPITg9y6SrnMMJmDe2vuH2XI7W1mY1VS0OJUB8kKHt/j07uFtFcw/Vwj91rCSOfP11m1XrbOdtlcAguwBUoccOnZUNx/IOVONcNh3RFy+2s1kjuuybWHCXEOR47f6kYJPbS260gVQsEV+X4dcxuruXbbl8sBAOrUBmCDn6jXUoLW13mzbBctLmGNCuBCHIJyJzr38AfyCIs+cXrK02FFxU2HLfc4MtbkfvoQ+H25UV5tlZSlst1UkJSFoqg7RQ9WvY/MsVxMRdNImTJilW8UXl21Ud88lvtomutyPBaM3H1BefbnTw+IuXsN5kwyJlOHTIj0hJS7cLeye3JjuuKUtSkR6lbCmHCRtUPjQD8euk21xDdsEkLljyC5+vivOudS2kts93iLqXHBMeXLsI4VjeWuLGM9tzz8BtDV/QkPMOoo2icQCSkUFS96VSNF9BPMOwR7lAZoABeD/AM38fjRXYPMUu1zNhk71qXYjiFPonKkl+Q1jn4/fzBukdcWWyFNrSpIQXQk7O4CoUUqqf6DrkMsckMrmv+YH07K7Nb3Mdw3xI3K04dnHH8+NUDikkNT5ISNA0lRptJ2glJXSh/x0NNOnbV5bLq5Csu18LSOPoKdb/HxcBeuIb/FAQv8Aar1IbQHD9H3CE0OgpvqCdOuixSPNhA8YIC32Ffxrk27MaNznD89YPqLR+K1S/KCZGNebGAT0qKI90ZeaUR8NzrjCF1qklVSpNQRoSOgzIXO3gA8TjRQPA2kPGIGPxx9ONMSVIfcko/XISxNQ7u/TLpdchyUFeie0miiPUbT/AF6t5sVaByPuQjD21ThdowsJzYg6d4Gkv838KXjxj5VWWorjmL3Ob91bJLbSgy2ytalttb/QFI9B/wAvVQ3ba37Tfd0O+nLjpJ4cx+XOutbNvDd1tQx5BuQxe1p+JCY0TfH2cx59qD0RaQZjKEOBtKT20hIJO0AKWdKe1K+vW2OBbhlU98QLPE/Tmh9noKvzFstt9iS2hNrakPq1Wt4thNHEa7/zFYqfX06yQBzcM6QHhoUgOcvHHCu+ZdWJcl+Q4hne68ijaAkJSDQBvaEip2gaAjpsNJC4rW/ELghQc+C9nKizsjaYHHEyaye327JLUACDVXaJUr8Fmp+J0H416vW2QLZxHmPxrl253JduLtKlOnHGhi8KUsKa5GvsCI2hFyyW6F10fLvE3BDH5QnciiWiFJ16emtTA0aASriXELiVw91RZpjIADgzS1OGGJKnnS//ADMvM26+Rl8s7VmuM5LVgW0h+LCffSQ87tQO4lJSk0RrT/x6jX1rcyxhlvDNK4xJ3WOdmDyHqqwbGhcZHubGA5vzEAFB1OeNBVGtN/ZfXTG72sBZa3C2ya0r8U17SqqKqf0PVE/+Ob60FbC7/wD6Tvyrojr2xc0E3ECplraPxq+uOrDlUYyJUHGcpcbtCGnL1Lg41eLg1ZYi9p+8u7sOG+3a4oFVF18obA1Jp07Fse8w28l5LaXDLaIo57mFrW9FKKegU9Kde+GfuwObI9MmuDieeAJX1LzprXD0OZkn7Narchx1TkdpyQ6nctKA6rSgG3ape30Tp7+mnTdrC64exkWL3enu91DtxuGWUBnlGICBuRdhinD10wyy4ZCx2J22Q0y+EESnUlI2kJG9IWdx2kiqiDqdPTq8W8MdhD4UYGOZ5muX7jfS7nceM8d39LQMhwHU9aW35neV0bHmpfGGCTkP3J9oJvE5ooeRChugoK3C2aKfdqQ02CD/AJHTpi+uoo7ZzXOLZD+ofp9XFxGXIVM2uxmkutGkEjNQvDJcj1HDjQt+N0W3DFMoyN5tp+4RXCA7LQh1SnHnKqdWSDtdQKn2oT1zTcZRJcyMjKQMaEA7PTtxWuo7Xbm2t2ktHjvehKfpGIA9OFWA1nt6vGa4ZYol9uTAmXaK0mIxNfQw2hLias7ErDRQpNSoEEEHoftUN1eXjQri10gzOHphUnd32VlZSSBjA7QeGK9tNR8pmRj3jLljrjwARi6GnVrUqhBjfMAjXapSiAr2HXZIAC/QcmtOPYK4pE4yXJc3icPWaBr+PCyRoPDDsqOEhFzcVJUAAQVLfU98SlJIT8vWunWrKEEPcwABRT+/f78bB/TRPeYvAF98gPG254TiCyjI4G+6QGQFLEt6MA6psJACtqNgr9QdNenJoTcMdbatOpEJ5gqB66FQy+A8StC6cU5p/BaSH45fx3eRWa5/a4ma4xJx6x2e8xpNzkSFFQdTCc7yUpUQgtNOBAVQ600r0HOw37543vLWQA4kHFOnU+6rA3ebA2srDrLjgAg96+3Cn5cpy7HhcHFsMeKQ1EhRLW0lYSpt8sMhLjzYJ+alOD8g1SK/XqztuorV6vKEhG88PiarRtpbgq1ChU+v4fhXvucKFidgwTOn4v2s1M6DFjuRkrSlDC0hbpFNQUs6qB/xJ645vt2yfcLgArHrI9Rz9Vdq2ezLNntwf9x0YXqeH4U6nie5ovuI2a7W2Q1KYehRnnFsqC0pBaTUfH1Bqfr9OqTcOb4xbknp8MqskH+3qGR5dM/ZWm7/ADl+Orlj81o+ZWS3yITXJGJtuvSGGiI7t2tTwAeUpJH6iokjarT0T1etkuGf29msqEQc+7glVXc4SN1lUnvhrh0XA48fwpVvHmAXbAs0iSLy44yZpSTJRIS080v/ABKSFhwhQOo+vR60uoTOMUQheCU2bV7Iy8FXH102bhDyBnwXXMTF2cucWMVLLRUl1ae0NofUEbkJQtuoVpT3+vRh9zbyvRdbzl0/NetN2811AwgkmMMVDjzw9M6ZNbbDw/IxxecyJVoh3Jq3fuEtqWttCkfBLqlOjcne0k6invT16GyPma8sODVwPThjShcTXJ0lXgjquHBPxoDuTeTc08kYszGfG66JtRxAvpyJ9DsdcpTURxxchNvLDiEJ7raCUuEKWUk0CTr1HDoHDU14LlQ5HSeRPOnW2YmeNTA5O9xQjLFfmTkE6rQ6eO+S5nZ8zlupyKNbbrHkqjvqU1FeZU9GWUO72ZLlS804mtaihr69PRu7xzLUT+NEyA1A0gHD1jkKZJfsNlZzfcUv82Q3+/8AYbccusZK0h1Kkb3JT5TuP2kraE7alIV6aa9RHN1uwxIPrrU7Iy1sjkaWjPoaH3ys5njYbdcLsONRxkueMzYtqas6luxlLgzJjEVMpsuJKUfbvj9NY3IBFK9NQXc23bhDI1q6nNQKi94YjoONQzbsntJACC5MhwKce2sV5ERuZpGTWHNJVshY3kHHNpYya0y2FIluOXNbDctuEtpKW1tR54aHd2qqdop6jroV9tdl5hnc4hsismc5pyKAuTHLLs51WWSv22IW/eZGA1rXZOaSUVeKEp1oHvJfzg8j/NjKuCeMv22W1mWLzrU4ItsICJslRbQ8842zR0xVKbUkBQCU6UqrrgLdmO1z+AwnS9mpHHANcOvYgTPhXSWyQCJs8neexGqMSXKFIyRTieAFWD4/8ncm+IvndbMo5ghzLFZLjjjFgzL7hDmz9luU1C4F5dLqFLraLoEBXptZdKvY9PW0csMrWDT9O+MFpGQcHFD25gg5ArWr2RkjnTwajNC/vNGbmuHeH+rDEcyK3GLxPtnP3j3as+wO5Rp8nGbnEyG29hYcS87a3UvuxXaVPberWvoAa+3V82y7dY3qShIp4i0nrkCPXnQ9trbbhbeHqCWty0pmrVBIPTSSKY3xtyZEuHH9iyFxbULfaGFy46nEhTUxiOn9wZUofD9J1JA/p+PVUuYXtunxqpDjVzMNk6LxocIwCfVyTpVOc1YJgPkjhc/FOQ8fg5fhuRIVFkWu5Rm5MNbD6FIX3GFp+dCfzaE+x6dgln22TxYX6ZuB6H3Gq1uscG4DwrhhdbpkcweBGRBrWM5y8OuD/A/Prrj/AI9YwzDvWYR5k61WZdXEY6xLfUhyVDKyXk73CpDaNQn+3Vv2meK5sxd6WseCdRaAAVzQDJTnXO9yt54dwdal75SETUSSFyBJUlBQTcb4pNg83TpmTuy5OaTIDzqoL7oeEGMuM+79278ihta0fHb6pSPx1lwTuke5hOCKE5dvIcB66jX1q23awhQQ5CuQwyHXnXn4Ctjlry7OLlJecQwzf3ZTjSSdshCXlPdpxWiUjYkBJPrX26JhhbcB36fC4ccaB3bRJbFnOfl05UenEPnCzyHmt+4UslmVHRZIbDLLrUFthK3GEqUlEiaylK3O3T0V8SaGp16JzQtDcHHxGpqCYYjIHiedD4mO1eGn7TtWly44YnD1e2oxccG4jGX37MeVHXmrisyHm3JARHHYLh7QfQSHXGm1IJqE/IV1T69ELOGNhDnNhI05vGAB4flwWuh223bSdpbdXEr/ABnkKGlEwTtJwxocZ1q4zvN9lXdm/uttu3B6LbX2m1rlfauBDNvkw17tiERHQNCddoJJ16lXU1oYiyF4GGLU9meQFBLaze95Egd9OTh2LmeZ7eFGdjeOOvcf5DiN2yaSkXSDGTGdUt6Mv/t0FtTxSFmkYtoK66gqrXU16rT4DdgAquIXiMMP4U7f2rLafREAGBoyGBx5UQPhbzRg/GeC41huNXm65LBsl8TZ84lOuOyUMWyVdnA9cAmVozOjqClraRUuNJO2nr1TZrWYztbfBI3kgHqO6CnairwqxC5igtiLXG4jALh0PeIHbw6itiO+eHeH8k4YvJ8PUm23y620XS2XOC8I8C7y1xRIhPyYwbLbzU0FAUogfFVa1HXm77/faPy994vK8/lffHG28wRMJtbpmDopmKYvFABEsOrCRpBdoJLSCldQ8leYbry/K3ctuLptsehfGcQ5pxcWYq1yYhP1YGkkeSmAXG5YDlmNXu0yrVkmNuOpn2i4MKZnQZjSVoU2tpevaUQVNrFUOoUFJJB6+E++7Lv3kvfXWW+20tj5o2m6Z40EgR7CD8zc9cUjf3IZWkxyxlr2OIy9W7deWe5WzZ7KQS2VxGrHtxBUceRGT2lHNIIIFAN4wcsQbatu13uTGt0myS3oLqH0oZdBjultDZKgEuhSUgg19T192P8AHvzTH5j+39q8Pa+eMAd0YFhaC1w7QnrWvK/3F251luzn6SA4KhKkOGBA9fups+Oc24qY0f8A+1oqRsSKJeSKuKAqmiRtOvr9D13d7TgG5Vzwv0lHhuXP4VYlq50wqStTKb9DLqdwKC6qpUim5KSTqQf9fbpHhvXAEmsErCMSAfTKs9/5zYkCQq7sV3U/6n/7RIqD/wCw+3W/BkOIBrfisGZFY6XznhrCFbrvHO0rSaKBoQaKIJIAof6g9a8GUlErPGjPykE+nOobdee8GLDi27q2oITrqkfKugpUUrTU+g6U21kXKkm5YmGJqjJ/L2OZfcnbVbpSXnkFKypO0oG0kpAAVVSf6deFv89tkluftU2/8MuENw3EYoRjjyKYrlwrs/2au2jdpLdxGtzFA6Gha5czeFx7mUCRKWWk3fux21Ko0lBfbUsgLUSEq3DUdcd/7eG+RtfuPlokeM7U5uOACgoeZxwHLsq1/eiyfJZ219H8jXaThjln2daiuDcr8fTc5hxbzJhPyyuLNRGUGkupdSpSCouEKUXEpH19Dr7dfVaKF4ChNQy4pXnGdmlgcSCAcQM05pypiTHlBhtsjtQxJZbbjpDSG0uNkoS2miE6UOtDT2Pp0wbORf41G8d4CDLsqp+RfOTjbHkhVwmJOw0SUKSdQN21IJ/pqaa/j0l1sWfM5o9fvpLpHPHfa4kBVA91D+9/Jtw8HV9t2V3UNk/PtgHUBSAFKBrp9ffTrWiNuD3tpbWagrWyL0aa9GN/yS8c3aa6m3LKpBUEqC3U7/ag2Iqsqqqh+mvTb3RO7rXApwp5sE4OprHgcynpnlU4uHnNaJbBTHZcUSSlJO8jcRWhA1KUqGivbpssCYnClkSgfLj1P5VHsB5vPK9/uEEpKfsVI2pVv9KlRcqdDtJoBSvXzX/7iDtPlPb2JjI8nDJGkAevHKu9/Zlrg+4D0JDQeWJzwqFcn88XDjfKYtrisPPh0LVsbZWsVQUk1IOtSfw16tn+A4km+2Vyx3/tzR6ewhy+slKG/eNv/wB2ICuBicU9ldcTzayK3QlPpx+Y6Wm1L3iHISlDaAVFbxUkooaenv176ZGGhSXJ2VxQiQlGonrFZSw+d+W3mGJMTFLktsrKQ4mE7QkfEnRJA1OhPp79bcxjioJIpIbM0d4tqTp8xORHkDt4ndQpW7ZSMUFzan86SoAbaUJ9/wAOkaYh+kmtgSE/MwA9KxM3yh5gmNL+2xm47FCiVBttAUSNwFSQU7f6AadJWNcWpS2xEhC/2D4UJ2b8pcnZbkP3My33yPMgq3x2m3WkhMhp5Lra2AdyiruNihUSkUrqOnxLoYACg7aYktWPersXdQp/OjFs3MPLvJmB2HGbpk14tFgTObk5BYYW6ILrDgsKXMavEhte6QJTqRRuob0rTShI2165zlAaCWnIIV5/wwpqa1a9oZIXOaHDB2XRRkTyJVK/mO45xtJl5PluOXCZZLvY8chxZBbuDkAw0B512S2+vZ20yHgNxKB8xUEH066FY2twzYoXzNVj9T2k4gk4YgdAicKrcsltJvL/AKdx1tcI3IqhMQnXFVFJ1xplF85+y6JdZ8mbOk3e9z4Uu4zHpMqWGm1I7Tji20OL3ocCidEimgA6A3VzIwvQlFVOmGHq4cqLXETXWnfGZaFT21DeZMwtWOOXrGLqyw+iLJZiPPPNBxwFKUPFLSioJSohdCoa09uojWSTgGMAl2XpzoCZGxNc0hxGshB0NVDkUpc7CI7tldUW03GHJQlratDccLQQ0lRA2V+p9Op1mHBiDDS78QoqNNkZMELfWaJ3LZlmu7XDSrg23KSU25iSCkqcYXRA3hTg3KcbdpUj1qfXTotvUoa6B+OpSnalRtuhJfM0/ISF6jl6cad3wvhF3EuPlX7zcnbK1YIrECzsSn2ou5qOgxg600sBaGl1J/xFQdDQitbk5zm+GMyVX8OedH7PS25c9S7SdKHILkeuGXLOkVeWvBHNt08vrVyPcIlznYdeJFwxWMm2OIQi1quEeTN+9jxS6Y7shtDCUHduSUnSmnQvZbG33fzFHtMjkjk7rsB3QQVcFwUEIqpVjn3E2W3m8065ARpXBQ39BTEBMcM88aP/AIB8qMswzhuDiWDSGrdynhd/tmPJtcyY1bp8CK5LKHpiWSgFyQlxfcoAA5uP/wAPV88zW9vZbRAIEeRGInNPNhRSmGSELnwqpbNI6a6eF+WRxYclY/EAccyQV5VZvOUbIpGQvXXOBIvWWX2wNXO7zZjyZBDq29pQ2/M3uKBWkbkgJSlHtp1z1k/jRkj5dSD8OzpVwhhMLzGCGq1SBxJ59eppLfkBEuX3bbjtttiWkzA52kuSVUIcIXRQZAOwUJNKf06kuJLlPZ/OpsRCBEy9fpyolfAzi9zG77nnkNmq4qMVxLGJi7I4Y6myzKYZWvvR3XlqSlBIP+NVEf06qe8TOMht4mgPcW97tOKfn6qkx+E5/iyuHhMaTjwPXqKs3hfNMsHB3kH5N5Pdw+/nNzvELDUrjpSqPb1hyHDV9x8pMohlAUmnvoPWnTPi+EzBERcBy/FahwuE8Uk7QrXPDQpwCkevr20Zf8VLmY4/495ndIVls0iZJuky53KLc3Jbcq8vvOP3KJeJrEd1L0hp1p/7UJTuBKQlRQQmsnbr2WW2GtuJJX9KDgfwTlUSS0FtMWt0jlqBdqcmICcU45cOFVperlCvPMUq9zojFrvfd+zeixkOIS2hhSg6lQdLTyXl7ilaTQADTTq4eWhI+9gKJEXuPYUNVHzQ+Jkcur/f0tThhl7aAzyy5W5Z8WeT5+f2uxzL5h+VMJQXIjTkpJbSQWnh2xTYppRToSdw6KeYDf7Nuf8AcoImyQPbjguHEHkevNKAbNa2W7wiyuJhFIhLQSmPFOvQ4JXz488s3DyP5DxnJ7FiV0REjsqcvE95iQzGjN1TuaDjiUKBSQdxqUjUeo6su1XcW6NjuIAWtLcjgnMZCq3uNo7bL42kuKu4cBijiip1K0VFyhrsWY3dmU669subL8YuUqGA+paVqAqhLZQoCo1On4no+1waNIKpUGZw06R2H8D6xSp8skM2H+SCFNW2SiQI0kgaauJUnckJ1IBFf6HqpSAR744t/q95zq42xLtk0nItX1jCnOZ2/HuNtuSOylAXDbWhChsBWprRQTrtSpSvykHT1PRu8aX2j0zSq1ZAQ3cYzK/A8PRaobH7Gi42xKiD3kjaVaFKyFH1H+JJSfxHVahg1t1catcjyH15brhVqyQsWvImFIS09VmQmv3KEAhYHcVqtop9U1Ap0QtyY3qFUUOvmiSAhy5jLh2cqXhzbjqLNec7wCKYrsQwG3rcqQ6W6R5LzkRhxuOhK3nFvFe1Q/wSmqiBTrm3ma3Y3d5GR/IWhwHJcSPbXT/KU0p2mKWUkyNJaua4YE8uvWl88P8ADf8AszmCzWC6vx5cTNGHlSWlKad7BUpW5TLhqEugq+JFfp1W7fU26a1pLSRmDiKts/7sBbIA4IUBQj+XvoyrzgXM3iBnUHOuOZb16w65uCRc7Yh1aYsqE0nvyCqpLDM+IxWgIqaU1BqOjbVud7bTI3R44bivyyDjhwdxWudb1tNsYSSUYXKCc2O4g82cF4DOm0cGeReO80WiFcLG42uc2lpVwtyHFuy47qAlbikspo6wUahYUAQBr7Vv9juVrucBlhJDhgQUUFMfV1rmN/tctpcOa4aWqM8sRwPFp4HlnWI8sPG6zc62ITLcY9tzKGhT8WS0ntpnbU6iqQlIfKQap1JAqPp0D3zYYd0jMrO7dcwB3j15n40c2Lfpdre2N5Jt2oAvDHI9AMjwypTOB+Lt4XmU3Hr5eP22ZFSUlKwQp7aokKbCkJOwe4NKV6583aLiCZ8ciB7SnbXUH38c8bJI3N8M4qMU9WFGx4TzZGByeU8G75kOwb08pI2kJKjtXurXVNT6UIPXQdptA+xEEh1BpDge0Yj1c65lvznuvTOBp1ANPqLvjU0514qzTNuU+Ns9xWM0+uzS45mrUEoKGW0rDvb+IAUhCtFK/KAdD1uXa523zbm3ALQWnrhTMW4sbYutnEB6Ox4KSq/hhxomkmYp1aQ8j7huOlpSgD2PvSwUpSTUVQFr27tRuIPVnDm+5aBFoCYZn3egqzucuHce5ww69YndGWzc2Y7zllmUT32JCG1OsthSkldG1+o/H8KdI3WzivbUxShQfwyK9OFFNqu5NuuWuY8tbqxIGR7OI4EcaQnblZLw1nFwwbKkPwpFtmFppb5cbQ/DKztdaUoDalVADT+nXLDE+zunW7z3VwPMc0+NdbtruK9txOFAeMR/SeIT39lGDi1xkX1hl+KkKZWlLapSiGo4Q4fjveWUpOwD+mnVk2Ty7vfmKf6bY7Wa7mBx8NpLW/8AE7Ieuoe77zsvl23N7vlzDa2ygAyODdRP6QMyeQHwqeX2/wCE4VNjW/MMxtka4OojTGrXbpDMybJbc2uNrabaKlq3IT6U9dB16E8p/wCL3nDfg2bdJY7W2J+X9ZxxTUhCDPA44YVwnzJ/kJ5Y26N58vW9zuL26hrY1YmEKEc9dIxUKXADPKprevKLI8ohROLOIuGMvvK7xDEBeUXOKYMFphxSS68pMpQSSQfiTqPoeu/bL/jj5Z2q5i/+QzzyWcWOhndjw/8AqylCVOYaOi1528w/fWaXabndoL7bNuuw8NDXSCe4OopohgYSC/k4kpmlY/FMG8z8fulkw7BrdhWFWWe86/cJTkdC7mt6Q+X3SpIaS2sh5ddx1/HrpLvIn2ns4jcttbZ+3R/MFceH6Q1FXqfVXDv/AOYJ93CbG4vt9m8xvfpgjZHHCHEkBXOkBQY5oKl2S+CvlDIyeFklzzvG0Imuqcu9xftjU599o7lBpLjr6ft0hRJGm0fh0SsPNn25gibbbTAyKGHDwxbtUjoTl1zJoXuPmPfzay/3va9xuL2UIyQ7kjWHm9MUTgAg6VbHHPhG/H5Q48vfI/JkaPxnb8hjTeQ4lssjDs+fY2UOLeiMIjkvIZkvJSlamquhKiU9C/M3nO2m2K7i8s2TP/kBhcLcPYwMdIUA1EhAmLguBIQ0z5E8xmz3m3/+Z2oGymUa5hezSG2Zisjo8PFBwa5rcUJRKc3DlcZ8H2/nCxeC6+LYGJcmcWQbXfU8mw8rlIhck3Sy3KxXe4Yal+SzdL1jS7TMa+5tk0KgC6NlTSgyVpPkHcPLHmvzrJtc/wB3G3IvrTcX6RbMgAfZB7Xhtx4YEbJiQ4Ryt/c8FyPBcle4du+8H2n8pwzD7aRw3Rh28OdKy4lih+scHGNsLJmmR7W93x3M0t8QBjCQHupNl2wXzK8brNYl8e4Rxry3YAtqFJmW5xULIkQAnYXVbkLSl1DYorUHd6AdehJvKH2c86XLw63O33nFoLYWt4EtOlHdmGHGuBWX3i827PC9/mPcL4NLljlkh+vZIT3i15icJIQvcBeD0Wvenn+45DnPH3CnPNivHivC5Sv9uxiRyzd4M6bjVmXdnkRUSnZ7TD8KGwpx0JDz5Qw0tQU4pLdSKD5q/wAe/Ldtst3v/lq8uN2+lie9trBpMkha0nQoJOpAUwUjAAuSutfav7v7p5z3+DaJm7bGyUo98kjonNacFEUojILl/q0tKKUobv5J/wCNjGPFHlbHbdwHz+vyaxvKsXTl2aTb7OxReWYtdrtPdZgQYl0xRYsWQQ7xAYclNJWlmVGbLf8A1ULSoeSmeQvPvnPYZfNPl3Y5obCCd0Drcve6Y6GgukY2VrHvaCdLm4nUCmSD1pu3mz7c+SfM0Hk7ety+i3uW2ZPpuCBEjzpaBKAA1zyCQ1y93S4PQpQW2XkvFuJON7hYVwXY2Wypvb/apKXUPIU4sgLdYcbUZSeynXXbX1NOuPusbpl3JaXsckNyMHte0se0jAhzXAEHhl1roL5YRCya1Iktzi0tIcxwP6g8EgjsKHGsp41yF5rzLhUl1wPPO3pMlz/9E2GhQNproA0Dp6UOmvVg2iAW93ENKMacB6s6qe/TudZni57sfV/MeynI/wAhN5Zt3inyB2HBuFtbifElKkj7UoStNBVaQRSgFP79XduHic9Dvyrm9o1Zmgf1gfGqK8A7IqF48YkXl7XJMVhSlDQmrY2pSNKfmqQNKkfj0Q2tPp3EDva0PqFL35zW3LA/MMXDll6GmPzs1sHHdij3DI5LNoisxlKS+6tKFPbARo4do2q21pWlPXqEj5JXBqlxNCyWMashA+J7EqpMP8teL8sydnGIs1yNdLqpRt6nQpiPcCD8SFuIQl5BWR8kk6GvoejBtp2sBeCicahG5jmLWkFrdSLwHby5carvyVhwHsgx7IL+wCxZ3P8AoppuIWlZQtpIoBV5WupoBUdDLyFs0Hj4KzALwKotT7eZzJfp4gVdiQOPRasm+3Cx5Px9hbVq7U23w4/fdYdCHi1S27SXEqJKVhwKpuHpQU64nuET2XMrZCDLrK4+/wBfCu9ba4P2+3dH8nhhOhTEdCOVZnxM8jZ3EF/axe6GVc8JyS+ustSn3XFt2F930Zb7xKVQlLG3aiiWxrp6dUtSJVcUXifx6JRWVzmDXGFbm4DPtH4jjWS/l1xXFMptvEeUPxIVblcV2iHe+20t2G5d4LgiJS+pKqMyHW0ivp79dA8muifLNbTZqCnuwqu+YRIyaC4jP7LmODkxVCHBF4ovbka0+vIXB+TcPzadbf8AvHIjalOwHi0hQSkFRU2pWqhRGqToSNepO5NurWfQ0kRkKiYr150Y2yTbprYCQHxeanEfgeYqBcBcv37i3lmyXDKHkTrbdZ8eDcWpAClRw45tQ6CqgDKq0WDUUNffpvbNzdb37BdEmNx7EPD+VObvtTJLJzrMI5oV3VvFOvHsp1/kXgUPkGFhfI+C5RcLRiKY0B3JYdpfU7b5EJYbZkMyGQoIZENBJI/ySrq43kchax7fkzI7cqpjSy3L43AiTSnNCc/dnXTnHClz8dWMP5u8Y3V5Dx1lFkct3IcZhSSJDslO9U5aGUktPR3TtKiKbD6dBY4gJi0aWkHvDieTkGdHIpdTBKCrXAIcsOIzXGqh4UZfuOWX28Cy2wqul0emLjOuLSG3XjuLKFhhbbraVHUqA9eizGhik5HjW8dBAxITP24Uxu0Z7IwXOMH+0sX38R5cQy7M/IZbS5RCESGEFbbkZ5hhIC2kDalZIAHr03CdJL8VC5YZ1qVuqMtTMcRV+/y63Dxie8SOP+QuOscsOPeVNpyvDJeFRYMFgX5Mr7pK8itt2ZjpS5OsbluPdWo1S24lBBCqdMyTXDIHm6c2S28VpgLk1B4xf1A04PGWRGNDtNn9RELdnhXqOFwAqGL9J5E6sWu7QaWRxBFvmcY6m9+RHI0qJfsgcbetmPKkfbqet0WFKcltvKKdyQkn9JHoAkAV6t/lndJ3MkfKWCTvMaEA7rmkFAMycc6G7xYRMRqksIaSRjiHAgk9emVR3hPkzhPx18vXeaL9iAuHHdrtFpxxy7GA28zap8SrbT4WUJKTLD28rpqTrrp1S/PHlzc7+Oa6iIa6CGN4RA0tb/7YOSocRzOGdT9u3BrZWwuV7ZJS1OKkfMeaZepRVb+dXmDxx5D+VV+m4Fjf71h6cGcb+7iMFbrjqx2nky0RkDbEeaPwSaEEVpoOudbTFNFatZctc2UOJRVQE5EcD0q3OgEdyV0lj2DFcO7+a86cd/Bpynesl8br/jCZMt1FiyC72F+3XiSt2QrsPLFuksLdPdQ3NtygkBQJS4ila16t9reGaNkUp7oVFzBBTPqBlQ2KIWrpZY+68v7yZOa7LDiRiFovsf8AIe9xfJCf42ZDJnQIeRQ3rpj8uL8YkwRaIXDW2CDGuygaOKACTt10NeibrEPP1ESk6dSJggzIPIZpR+0uYhATIG4FG8yc+96sjx40zXGc4XhlgnJySVGTDx4kMuuOtp76WmgQC4ogKKUmhJ9KdB9xtW3MjGxA6ntxTtoRdX4iL7iY9xgw5kcutasP8h/P2aZP5YL5KsTIg2q3WRmwYxHeKX2LguNIcMi4OtIVsWwhxwBs/wCSqn0A6kxyTbbCy0gcHRNGI4OcScewZCq9HE29u5754LZpHtI5taGgAY8TmaoHx+n3+8cl5LlmUOmRPn2+QXXSkBSnVRnAhtIqkEAqrodD/p0b2eV0rnvf8yUK8wMLIY2ldOpeuPGpDxbIixrpkEiVRUFd5dclNrPwcjB7a4jaipP6Zqa0pXTqx2x8W55jQB76q95pjgBJPzk+5EFGZwnfvGO05zkUjFLQynkNwRFPslxkyZThcQ2lHaa/UWChSiFfQfj0Xv7e9ELFI8H3oRgv8ar9rcW4mcjXGZFw4EZ6utWb5X+P6cmuPHGe2KX2ba4uXab80phmda10S3Ps0F6LJSEicuSFI3LBQPkV0qB1V4NwuA99t+oHDn/LkmRrosdvELaKQl2kAkg5YofbwNKY5QhX+ycpOY5/t5y34tNU1drTK2DsU+KJcdnsqqSJBNEmgSCaEenT0c1xO9pkJIwXLMZqmK0VtBGx8jNIABwP+kjBOCflR5ZHkuK4JZeJr3kqX/2y6PWuFcIwfejLdMZl1H2jjr294xXlgVUk/JJ2ilOrBazlkkkbXaSQdJ5O+HZ1qBfRh0TZHApqAP8AL8Klt/8AIfjPhOx3bjXBePX7jcM0jWyU1kbbIMGRJlx5T90uBeaYK48i2xzsbUKIeKhtKVE9VTzNb3MN0y5viQXN7rRyTFeRyJXNalbW6KWN9vAhDipcqkEHujmhyXLBK2tf4pfJC1eSPhpxtd2nKZLx407xXmcdS0qdRfMQZjsxpbqASthV3sT8SWELor9U0qBXrmPmWB31ov2/7VwwO7HN7j2+pwXsc3mFt/lV5gtpdllCXFnIWr/VHIskT+itdpTHFhK8BmvPvjXjW+ccXDLLuYFqzyJDMGxTGnI7NxyAOuJbTj8iNUO3Vh4OKUioUqOU7wUgKr4z/wAvPJfkffvtReeZfMHgW/mzbok264VrJ5pHPath/VcRShxf4Xe8F48dmhJC7rXkHcL6x8wNtLEudaTuWaPEsAT/AHeTHBELsNQ7pXCtHHlTirKY/P13sNkusu1RJFzauO5g0aKFKU28Sk01Kjr9K9c4/wAFfNj59uPl64kkM0D3RoMe7GpaSFwCOQnkRR/7ubfH4JvWMaUxU/6gMF7QvOmI4P49XmXaIDMjLX+6IqDTvlIKlpKi4AARUV99a9fTht2IY2tLchn+NebpYg55U5Dl6Gsbxp4/5JMzq+2uVkN5TGZMhMV5x9wNgsuUUsOf5JX/AIn0AOnSzcaGiUoQ7hmlMujbKsaJpOOGC9KKKD41Sgn9TIZ7m31UqU6Ka0UFhKQAPQ19utfXjLSK0LYDj7q9r/jM062Q9d5LgqDrIeB3JHoCNS2E/wDv6bN4VyFONgAGNYyR4w21MdwG4PbnQQvdIeUFkJO3aStO1KQan69bF++tPt2uxx1epPhUKsnCMTB8qaujMpSqNFs1ccUpW1W5CB+oRVKj76D0686f5RbIfMv2e3G3c5DD+6EGfdILT7q6B9trt1n5ohBxD2lvYcEPxqhfN/je75tYLLLsDiU3W2OQ5rCFuFsvBtfzT3E0Wqp9tST7e3XzZ/wf3CXaPupLbPQ28kOktXEFCrmnmEHJeYrvP3MhZc+WCf1slDhyOOR7VwPA0tOyYRyUrJ4U2NEebviX0QkyXfilpjupDmxKv+q4vdQGgoPX06+0cEhkRzSoOK9K8vzkBSAdSYYIV/ALTjeNvGdx3GIUzK3gu7zWWn3GNxWqMFt7i2SVKUQ4Tp70OvUw3iqgz9MaGzRqAwnU9oxQ4E9PzpYH8kONWLhuJa1x5jEd2e+Gih8LShxSgAppYQSdrYVqK+w9eok8he0uzJNSrLS16vIATFcQq4YemNJ3h5PJnZnb4EiVBZZnQ3FxGUoeLz7qSASmqiVENqrQg16GkaonIAq8M6O69JQnAjso7PA+ZiGW8zT8HuyhNlNLPbb+yKfgXQXFqWuriZAVUf0r05CxzVJwUBO0cKg3b2hqHMlByJGPwrYXc4Swy1wwBaGabW1gqZSNvxBqqtNxO0a+nT7Hl3E6koW95VQPbjUewjD7Jj2Rz5VsiJY7ihvSAAlI9FndUlaq+2gBNOvm/wD9wJok8r7c9x/cEpA7FX313b7Pv0y3Bb/SKxWU4ta7tmTEqZARKcAWfmgFAJUkIo2TQ/l1Pr1a/wDBiNkP20fpzM4JIVcGlOlDfu24u3mJSU8L8as5XFtgv+I3OzxbRGjSZ8TtpkFDdO4gK2KVQ6kKPpoB17rZK5rlcSQtcdkfwJ7pBGFZzhzgyz4Diy7XdYDE+a9KcklxSU12LXXZqDRIrT6V6kOl1HUzAUy1GxaVJcD8yYleHZ2Vcow/FGkfKzW9KQQokoaGyn5aVRVNB/Y9Nk8aT4jhllWHn2/HoiXTFtsBdG3AW0tt0V8fikAI0VQeo60R204yWTLUgSguzC+zGsxks2/EYLva20e+2kLSpSUE9twIQB6K9R7+vT5Y0sVxwpDZDrKNChOeOC+iV34VMyyeLxPaxiPGmWtE96Jby1JbZlKej9tK3hRQeaQ4TVIG7WnU2yawaiCoGacMKh38sjXNBCEnAY45+nrqNKzmVMCGJuPLx653p6IZDD7ceO9LW2wY86QlaBtlQg6KpTT4a+/XaTbfQ7HFEH62iJvqXEt9S4+qqfZyC73UvczS5xcSmQOQJ9lBJ4+cdwsx8wb23ci6WbVDucsLDjzqVCStTKw73ENLcO1sJGnroOuebq0xxSzAoQgHrONWdqSvZayfIXE4ZhPwodPKmXit4zrOcOctTUBVuyDtCY6WAyyiEQUymdtH35MvbRYUEkVNSr4gTYbxkVhFA1n/AFLWgh2CIcchiqFOXGqiLWV15NLrSMyHAZ8v4nngKqSDY50jEpcHHoa5a0mK2wFNjYppBQskuahKQBU/6dPbcyR7Hlg/WCfjTd4WRMDScEIHb1q18ziXCFi3HCnEdu7sFgpbKClSXO7tQKBI2gpOlDUadS/MDXMgt5R8+vDll8KTs8glnnz8PTh8KdrxbyPPxXge43V5QdvdsxV6RbYTTKZjzzyoCkIb+1dUn7lb/bVVJI0qfSvVc3B4LWuYgUcOHq5UesW6p5NXzAjDJe7gnVfypO3iv5T8v8l8vWi5cjy0KssLN7xazaJMGIlNvgMSpEqBD7Uiim5c+OCUOJqEtigIHUnyTslzfbu3dI2v8EeJG5+GlrtOpgPHvIuHNKe324ht9rZGC0vEjHEFVeCUJxwCcsK/vOvDH2v8jvGd2w7MLra4WY5Vab/cMetMlblrWymEJiVXSMEgoS+r4kAlKSkV16g+aJZ4d6ETXOET4QXMBwKKO8PxHSpezRxfRAv0l5nIaoRMkDeIwwprPk06V5mhtyfJSmPZIcdYjFQdRISwO486G23CWEAgEk1qdPfoNbDRaqOZSjOoC4cR8+keroOtJF8gbTbFofcNnvIQl1wl1SHgtS0OKo4O5LDoSo0UTTWo0p1OYNKJgv5Y1qNw0dzIniq0bETIcJwTwmw/jLJluMXrmGfAs0WKwmY7LlKuDgbeEj7YmQ64hg7tgOxINfTqvXscTrwlQHpyzPwp1yttCJAdEjinDt69PXWU55h2DEMf4Q8YsXjuRMeg26HNyCGlSkuKPbDyS7GYDjrjynVJCUarWpXQieZzR4bcXvwXoDh76WLfw/DgGoNa1eWY/LJe2m3eBvGHGdk45yYZpygMLyW3rns47x9L+wtyG7Y421JRLXHmR3Zd6UqYS6G21tpbUAmit/UyBnhxtBAMpJCOKADmAOPwpFw9r5y0TOiDAC3SzUXlMsQQAMkz4k0uXlCEq284LF5f/wC4uNylFZfbbjPvvfcvIDz0dgkMvSGlJdKUgBIUANB1fvLDmiRrXf8A1E9o/Cue+conh7XoFfACnItONXfOi43keMG1ZRY7bkVrjpo3GvEdl9DPcSErDJUkLZoU/lGldeupmJshETwHNPAhRXMRK+OTxInEPHply/Covx+MZxqJfLPi9itVhjOuhSWrcw2z3FKUpe3uhIJ+tBQEj8T05JBBBpZCGtaOAT09VOm4mlJfKS5yItUPyApas5eWtBWlTTbqkhaS6UJcBUtxKa/MpO3aPQCg6gxj5kxOuntOoYfMWAL140p7yctN9tHnDx9kdqsVxkw7im0NKfiRXS0lKShay64AUJRscr8j6H36r98XM3RsunAtGPTn6kqyWcjf7W6Fe+WlrR2ISGjimZHKnD5CW3LSw+pCkOKt8YK2qAWj9BIVSvqN2hrppr0ekbqtH9W/Gq1FqF+GhCBJhxGfD1VGMStamIqiCFJSpSgqo2KqrafpVJHqSanTqusjMeHCrbq1KeC1YAsUeWtkutoo2QFBQSlwpFT6kfHuE1IqTp0sgErkaS9NLtQBYmXOlAfyE4nb7byFPlxpM2Be5NpK4z9vkvQ1Fp2OyFtb2iCUuoV8kVoQK0165n50je2/Y8EgloxHLgDXQ/JL2usXQlCBinLFMKTfw5nGUq5xtAvM56QbDNajwQ5vLbbO8pFQ4aLKgBWnp1XLQnxmE4laudwxha5jcuXZlWyVx5lON57bmsfyFiPPiS2o7UiJJWQ53A2G0yYzwquNKTuISsHUHaajq3lC3UUVwCcPX21WnFS7FvhuUY5n1daCzkbHs48HOVp3KPCkdV8wTIwE5Bj81UjY2gvKfM5KmVb0zIayoqaKg1JFAsgUo7t13NY3wmjPdcVIOTuh4KeC50E3bbILi3DXhG4gENBDFGWOKH2g4imhcB8/Ylz7hEG/Y9LYVdUAKvEAbUyo0hIJUUMjauO605UKRSopQaUPXVILiG7iE8BGl3D9Q6OHAj2cRhXKb6zms5XiTVoaACeGOWOTgnEV/OQsIsl+uiclipYh36KyEvvMoQ2iakJUlLoCaBD5WPkj/Mioqa9Rtx2ht6zxY0bcgH/mwwHq50Q2fe5rBIJS51rgE/pxUp0oK/HuWbd5E8sWSalTMp2O1Kq4mja0LZcQHUqIAC/0/WhpoOhu0F7HPikwIY340R3x8cp1QnUw4j1mri518kG+EVY3HXZnbm3eJDaH1MtqUliO66GlGoUEoDQNV+qiRoNOi0l9FbH9xrnAjgQO3Pl76E21i+5UtcAnphVpNcgWv/Z0nLwglo25N2LYUSEqD0dW1RpQKVUH+wHv0/48CeIp8JPdnTH07/F8D9Sp6cKPTDMbu+ei33DCLVdcolLiqkyY1jiOzn222CnuTFttAkNMrG1zUErFKE9Ii3GKexE0z2RsKAl5DRqPDE88ulEp9tuI7sxQxudpdgGgkpw/KhJ8kbD4RsZs3M8hmMjuubnH56ccxzALbNuN/VkzYrDblWm3qZccTKkNhkrkONsxnPks7d3XYPJ32N3vzTZM3eW3tnWXisOqZwZqjJ7zoziUaMQU7wXTwrn+7feCHYbmTZ9skY2+j/3JJWkwx8NMjig8TPSxqkuAbxoKOI+BfKLnHKzbbhgsjh7h5tjdDuc5TbU+clJoGnJDbQbZdKBTayg19ievY9juvkH7d2j7KxZZw20DQI44NL5XuOZcmDRxJcSeJNeWPNUG9+Z7aK9bdXm/+b7mV2p9y19vZW7W4g6CNRA+Vg0kuOAGZpgfDP8AHL4vWnMZ2UXbOYrua2qP9uLhdLjb5CmHCkrXIUi9TVF+jiNoShKViugr1Tt8+8O7Wrm3uy7N4r5QhkSVz9CjuhzGkNXNcqFnyD5t80bBJ5Z82eaGWezuKtgs44IFIHN7y5zQcC0Na4kY0Q904KvFngS3OPcvx65iI28/3XIrcVYDLS1NpiT4veaZUpsHd8gkq+mo6TZfdTaby4ZH5is7mHWQ1A7UMSB3mFCQDlhlXH91/wAZt/2y0kn8t7rDc+Hqe0yxlkitBI8GUa2sLgocpCuxVFFBs/mt7sl5fj3OTNTcojxQtTklxf6o90qKty61qCeu6wbZt1/ZNmtGxutJGqEAROxE6V5eudo3e3uXPMs8d/G/vFzn+I0jnqx6++pXceccqulhRZZGQzX43cSssurSVBLaisBx+geWkk+hUQdPp0Kt/Juz2t+b2K2jbMmYGGPTL3URu9+87bhYnZdxvp5drwwJGpxBJALwA8hTiC7gFyrEHOrhJiMxWpkhSFq/IqU4UqqAlQUmtVJIHoap6IDZ7VkpmLGhw4oPT11U3wbm1joLi4nNsFOnU4jEJzy6e6j78NvHTyX8jn8kkcaOYjFsOG25hmVdc7ky49sTMuDji4NotRt8KfPXPlNR3FklCY7baPkqqkpPAvvN9w/tn9uIrYeZxdm+vZXFsdq1rnkMAD5JNbmMDGlzRmXlx7owJHsT/Fn7Gfdf7wWN9uflO+26z8u7aGwiXcBI8PlcdfgW7YWvlCNUySO/bYC1veJAqI8t3a8eNvIznHnItousHM7A805lFqizVPWtxUttmVDuFslICYdwjSmHg4wpsBKmyAvaoECf5Ot7D7l+XP8A5F5cnifss4LYXuYkg0ktcx7fmY5pCOB44tUIaH/cWHf/ALKedx5T8020n9+g0yztim1QPZKA+OeFxDQ9rmk6QWsILSyQMe0imK+ELvA3ltn6Mayx61T71i1nXk9stF1iQUXWWYrjEI/tzcuM7FfkQly0vOLYClNoAqBWo8+ffBvnr7S+XHbptbJWWdzMIHyNc4xt1AuV5a4OAcG6QHEAk58K9a/4sw/bX737/c2u76Jdx2+18b6d7RFNI3UGKWkI+OJxDnOjJDXOYCig0M/8m/8AFzxlnvKsjN+MLmnC7hb7fYbdIXhKIeOx2H7Ywpks3eNZm48G8XBO9PddcbL2oSqu2nRn/H3703p8rRbf5qgkkcZ5ZGPL3lzg4qo1kpGSuluLcFBxq0f5JeQL/YfM5u/JVzby2f0EUclndxtmjjLSQA2T/da7RpdmrQWhCAK1+OefEvnLjeVHevfHTnLeDKU+iZk2NwxNvlijFtTZlSYDSRKU0G0FSlskKT6kdegPMeyfaX7rwth3e1t/7g5WiQ6YbiMkJqZJhqzyJIw+U1xf7aeffPvk6CWOxu32E1uNTbSYm5sLgEqfDce9GUHJuhcwTVleE3ircYkVHkDjV3s1243xjLouKXGNc7k3GymPkNwdYUIEG1Ka3XFMJMhC3kntvoQd+0gHrwt9zvtHffa7zU3aIpZb61kj8VsojI0QkkAzHIP7pxb3eoJAr2x5P+6Fn9xPLv1t3C3bt2Y4tdbveHantawvfC4YuicHt0FyE4jMGi+/kibty/G/IYTbTUdV2kMNl0uEJWSpKKBJ+Qbc3flGldfXqlWrCZHB2LdP4ii8DxHPG5gC61Tsro8UrCzYOCMFiFFSYrISkAKSEEJCQfRQUoe+nRDb2+HC7SqF7j1qLvAfLdAEoQ3H1klB0qpf5Msgcx3BcLlzHJMaxqfZbdkoSoRg460VN94ghKErcASSdCaV6btpTFchxUMUqR60U/Chtyxr3xIFeQgxxU4UtjhjkqLyFzHxDjeJNv3e6QL5HkS1Q2lOt2+MSloNOuNBXcLyEncmoSkCp06avN/Lr6LbIRqYWnW/MBvLDifcMaKxbD4W2SbldlDqaGs4kriewLnxx5U8fmnHImS3c2Sa6ESLfFbdWgKUta2mkNF5BTpuCXEnVNaA9TrOOO4sZopTgcgM8MV60Lc59vdtezLAdnD+VIkxnzHyXifzFzbjO6znrvgN2U1a7PbF1WIMtbq20NqSgkL37fgqo2EEGvXAt2vf/unLboHNQFq4YqQi+/lXo6wtTHYs0u0xu0jSMgUBJHUnOmb3qFkcrHWjj7r1uRDdXf2y4tvcncjvxW9zNUqU2tdVJIO6u0+teqru8WhhTBwK9vp76J24brRyEonQVIvIXmK5+RnhNcrDGmMxeWuKJLFxh2pBcU8+u1tpnR0MJX8nGJaWCWHd1EKJSTrrvy5vbba+C92Nw0kkqhHy9mKDqD0qPuFi25g8PEzRnW0J8wyPTJew1q5TvLDL83z60tZLISlhT6bZNjSGwXYT7TgjrZkKWkuJktOAoUPanXRHbi+4nBcEkwHNOnM1FdtrLWDxGOc6MAFcgVxy54/nXXyZhsq05YzerpFdRaLmgyYMgBaWSpwBZbaWkbCtB9PQqHp6dQr+18O5E0oOg4jtqbYP12joGYzDIcx05jnyo7fCHyQitz7twtn8wvY9kMcw7VImL3hllSFNsKZ3AVXHdUA4NCpJ/r1YNn3WO4Js7j/cyaebeHs+NVzedofbSi5YR9O5P+V36geYPBeGFNA4byGZ4/4byNxdmrb1+xG/ImTMRXtXLbhCUHaRo1N3dZcStJQailfpTqa+3kbKHOXU1yg4Yg8OdQYpA9ga3S5pOIHA9e3nQncPwYP71cVu2e9IbeuklxHbU4HGGjJUsNpCZiSkBCgBQfh1IcXBp4HrU1veYGOBxAX81oyLwWF8jYKlbslxiKYLjkgd0uhDIStLz9CEhLDYKVkpUd3r0y1MeVLkB0ENzSi78x+M8cueIYPy3i9iteTz48Bi2IefbU99v3+2HXgySllEpBSCAsDcNNND0FkL3MdHOD4kTlaMsHZ/ghqHKY9cUzCBDKzQXDiW4gHkAVypPN8yq9cc884RnPOVjYm25ffj49bmlMIYl3BEcJtMYQ2iqIhstubllyu819j1L2qZrZ2kkgNY4dQ53H2YLmKduCJIWkhjnmRqcAQ1ShPxCJjV9XbCU82cf5z+6Wey4vjtzXcbuwtDrLs37ZN1i7JCmkJKWksAKCCCRtHsOunbTd2+6bLdq0ujdGGIe8o1gFepTH1JVUvGy2W6W2oBfHJzQIWlD6l9ldf8WHCXinbbD5C3vlG92CTlEKdkUG3sXuRGKGokR2S5BejOFXzDrCAaD01Hoa9eePMcu5bbeN+lY5tpLM7FNXfDijMlRMyeVXq0nbdMR7m/UNjwGShwww5Z4ihHwPyxe4Fzq75HwPfDCgsZpdod1xlLxahZRZmLkfuI/sy1dI1e7EfCRT8hqCT1LZeeF3nND8nEZYrinI5+rOpQsmzxxFS26Z3VCgIc2k8Wn2ghRTtuGOcsD8g+Rcc8nLcWTeeO8emjIbS4gNSZsp5tMd1DrK0h2NNYDZUsH/qBPrUa3uwuo5rfwonAxSd0H+jVmOnUc6F3EstrOdYLTG0ue3DEAYZc8wmdL383v5FOYebsmudkwC9nCuOoeTO20zYzriJN9gW5f28ipZ7So7MqQ2UKXUqKRoBWvTO4zRWqQbaEY1Q6Q4ueRyB+ViqgzIzoHB9TuZNzfluko5kbVGlpxbrK4uTFMhxqrMWeuXNV2bl5Rfm7hJs1tZjoKFI+0YS02SwhlHs2Upp/+EDrp0Ntx9QzXP8AOmQwz6UTmS1lEUC+GcccTjw/jyoncBweFbJN1eYkpdeNrlpSEkqUtSoyxRKRVwitPlp0b2mERvfoxJCUC32ZWR6lOOK+nuqs+K8cnRJ1zYvkd2EzKvKQXHQACw6sp7tfyjXU6+orr1ZLSF8c7nZt0DLjjl21TbuUttwHAhxeSholuO/HHj3E+QL5yha8ubkXIMsOP29p5S1KU4sISd6iO0pAVrSgI9TUdWC+vZ3xxxSDukjFOQ9BQi1jiYZJIkc7ScioxPL05U6uxYlbeWfHq7SGVsT5arNcRHdjupROiPWdlRT+qlSY7Evut0QVUUoBIVqR1zCd7oN07vd76Y5FTz9Erq1kGS7Q18jSf2vWAmYHT21rj8kZZEyy8Q7TEUrvY1fJC1tTWnxco7bj32k6FLYWtIDiJrZOwnQkU9OrBaNDHuao1riM0xpxkhfE14UsLUVMyBw9nsWia5143u+U+LDOR2WAqTNxhp2TEjCGp96W/HCFqhR0HvFt2Q38A4k1Ffpr1PLJXSFkZGsjAc/RKjSTMEIc9UDgvTh7eVU1fL/nmS8GWfL8cxq2C7sxltz5U6MlLzMa2WtEUsfpDfFRAKdSqmoOp06LeZrSPcfLhvYwXTxgvA490acTyOeaIBQ7Z7mW03oQYCN+lpPAqVwyxCpjxWr0/jL8meaPGq4cg3nAOQ7FZZGXlpjLsUySMi8Yndp1ojBFtvTtmLsdTF5tyHi01JYcbeUye04XEUCeNaIrqFsdyjmqoUoRkChGWAxGRQKMBV9vjJFdC4t3uiuQzQoQ6m4uDXNIIcGkktJGppLtJAc4Fttr5byjmhTmdZzlicyyuZ21SJyO0zboLaa0t1itscJiWi2NDRLbIr7rUomvXx2/y8sN0tfukbvc5Z5oQxzIBI5WxMBUNhZ8sbXAkuIAc5xJeXErXpn7fS28vluJ8AYJD/uFqK554vOZI4A4AZAUtHyvwNyJzFiWUxpSoEOW6FTXk7kNuplfpOqV26blNkA0/v8Aj1UP8U/MbfLv3RftxLg26MbwhTHVpcAf6dLlcDxRKMed7E3/AJbc9iHww4HjwUFM1UIKJjEb5iVhgRFP30StkVk94OrJKtifmaqNTQ+nt19smYtD+BC54Y15KlYWuLFyPGvRZvJfiqNkr9pjSmTckoq+tIKllKVbViilUbJAAOnSi5i6NTdXJaZDSSjVPRDh1RMquJPkVxykbV3FXcRtCkJCKmuoKdaU9fXrXFFHtpLnac69TPkTx/IC1My0qSAUEl1r4jQlWhrqK00pr1mkHHU321rWDkHH1Vgrz5J8fQYspwyEpLTa3SC+18WkJqSQFGtSPbU9KIa0K5zU7Qa33ycGPPYKFaB5eYXm2SOW63lujM0NB199LTe1RKdjY/y+VKVGpOvVC+5lvbbh5H3S2c9rh9I9ACApRMV4VZPLQuLXebeYxuAEgUkZBaszlybEVhcS+OFtyOyyt9al1ptSsLSpayKISg+ntrXr4xf487tH5c++ETLgmO3N0+N3AoXoievHkK9R+a7V+4eWLiKLvP8ACDgOeC+9KU1yR5BRsf5Qx2fYpURdtRJaXLU0Q8EJIR3aqPsTUDSlT19wI91t4GMibiC0cMlPqry0drurlSAiDjgSnwphj3nTYbdhEWZDYivSURWEBtLhLilBsVQQnUE0rWv19+pxvLZp+Y6uSe89KE/2/cHu7kJA5k4JS2vODNYHkpjWJTmrSqZPiXdlctthpT6Y7akgqoB8luGlagFIOn49aiumyykYho99TRYvt4f3mhzicuVBdjuE2m387cduu4LNk2qNaHY83uQ1nuSWSCpw13IjrbSaAEUA1NetRhoicpKlUxxx9M6kyOa4hAMAOePp76Lrha3M8V+SuRchsYgq12WbHjiCsw2w4zqXA6iiqulfrUAVJ9OsddQRsaApcM+JQ8eqUz9NPIXyNa1XHurgPVyNGVyX5xXJORW+0w/02JHbCpH2qwG2iU1QlKU0U4NdPSgqemzeQNUAOQ88DUX+zX73AnSE4Lj29egojuDuRWs4uMvZMcllva4N7CWUjclKlNChqZAUfkPXr5yf593ccnl7b4GtcxyrjxJd+X413L7TWcttJdeLi1AnPKsTy1y1AwbLWIb0xxl7Y4U9gM9lZroAVncVg6fUajq+f4PPgH2ukc5pMgnafUhoP91bK4ud7iMZAZ4Rz7RUah+V4ZohFwUmm2m9cZtSSPcpOhJJ1I69ti6j/Sz31y07NfOCKwkf6ffhVa5r515PYLtDt9ul91h+h3hbCivUgUJVRO2h19KD69adudpF3JAA88qS3y7uz+81zS3jwT1JUKzPzezyPaZi4kt4uONBaQHmg3WlFLJSrf2xSlB7+nTUu4xx97wwR6fGpEHl66JWR7XIuCYY5Lx61XmAeYfIE2E9Nvk6W+tTiwyoyDFaUB8glKTqQgag+p6YG5ukODQAOdSB5ck04yDUCmAr7meXuYJuTs5MZx5O4pBSqQdxA2klSEHuUSfw1NepX17QwEtUdU/nUcbDMXktkavYaKfxR8icnzu75JEkWtwPhUeJEeDMl0NOutlfcdZWj5hWidmhIV0d8vXMN1M6NwQOe0Ye1arnmawu9vEbtYd+2T70w9VY3lm5XeT5KYJbBNTDkXONJlItbEVKQtLgVF+1j9xVbYoyQFKQARTUEU169uV20bXFBASRx6oUVaou0RvZuXjSIEaV9YUYcMvwq/8Ax44KPH/LGdcjZWgwUyYDzjKpL3ebMVbTiipDjmpdKydNB7+vVI3p5faBgILnPHHJDxq0WjgbovcNLGtOCIceaZpjSGPMCAjJubM3mWC5Fq2ybq642+wv4KfadUH2nA2r5OOA/wBvw61C90QaXNJJaByISgHcc+QAoC449VzFWb47XdDcq0Ys3HM2S8WYzcp0BaHC8kNirNFAgK01OpHVu8uSBzpMMwClV7eWHS1xOALvhx606zGf4gM78iLZYsqyrkw4Hj8NiLeIECww0SL1cJaf+6jtS5T60MW+AggBRQlS1+mnUPzPvuyxkW0zZpbmMnutIY1csSQT6gi86PeUfLO+7k/x4XW9vYSDF7gZHOHANaCACTxKpwFQ7N40LhNGSYjIkDJLviEuPaXiwolN2TFaWhJQtALaFqS6QtXodadVu5h8W0E0eDSwHrjwojcsO2bjJZyEOmjkTiBgmPTrQbWnCsZ5F4m5Y5LiYcrDc6xycLra5SIzLcN+XYW3PuE2hMZtrutIho7bhVTepRNCOrL5LlvbHYX+CS1J3vRFGpoUdccv4UJ398VzuToHaSHBgLQUAD+Y4c14YVXfgXy9mHkN5GQZuYYpZ5TnH+OSWhfAoCe8S4EMPMRQ0eyWG1bFq31J659u26N3i9Fy9pbclp7uKAKU9arhyw4VcrG0ls4xGXB1u15VxzCN9460xDnZiWL4m7LjqhqlyXGGnJaNUssghEdACtxbeVT8o3fXTrbGOjhDHKgHxrI5GyyFx5lOuPwpRHPH6ibmheTx2lolPhxtLMVKEq7iisKSEOaJNQQVA/Wlep8AL2KqGnm4tBT9R5hUrJeKWC5Dy1y9jWcZRkyJnGPBtpeuxbkupZhRH47JMdUhSlGMhyiKJNdxrTXTqv7nA9s+sjukIOanP+AHOpcJD3N1YtYVPQYlEPrJPCorN5evPL/nbBZtbE+3K/3S1DsC3GpMOStcZ1v7SC3HmNJWhucAELKk1bbJV+UVFfkY+Pe4rNwcJo2A4hO8QuVSo5Ybja3X6tNvLISoKjQCgKjPn24U1blnkXEOA8+tnI/Ol3vuLyrHizv+x04q2bxb7g93HYy4LrbLyW5zlxklDbcqT3W2ijcUjRXRovigf40qBGEKBqGJGrlUYxmWMMjEh75RCGuJRWry54Unjx+5t5L8jeXsy5MyOdOej2/MbixAjXF8SJSYwngtuz3GkNh+a6y6NSEig+nRzyxdB10XFQwSI3niie3hyqp+a7YSRNJa3xCwakyA6LniFPOmI8z55csflYlhrEpEJ/KI4cYcOi3Ts7p7ajQCu7SuhNer/vW6SwzQ2rHadYVeJUolcxtbKMh8yKgOGeAxwHZiTyrH2S85JjEaEy4oXpUiS0mdRZXIYS4tW0qoQitSABp8a+vRONs8MDQSXu448+PqoJ9UHzkNIEZPEdgw9M6k2RwYz15+5cdW3JlxmZDH6u4hJQFOFKSBudQaA0NDXQDqTDKVT9OdEQCcawao9vnvxFXGDBkzLeusOZLitvyIykEL/QcWkqbRvTpUkAnTrctrFJIHvaCRkeVKbK9gOhVPDJevSspdHnpkZxfdJC2my4p30QlYO5ayQQ2hAHoNQn06mSMHhFp5VHt+5Pqd82KD8P41ZODNcYt2xX7rzFg1r7aUrVGkz4oeZf0QtstvSEOrXvISBt+Rppr1z663wxyuY23c4ByAgjHgKvsG3NfEHvmjYSFKnLmD6JRE4XwRlHIjpawGJPvkFAQqRf5VrmW+0BLi6pMZ19suSSpIruSAOn27kWt13TDGOCkL66bjs/Gldb2rxI9pxQFB68gtIx/mMw7M+EOXePrLmWMXJqZesceVEuTUdZiXFmKhKHA0pBWStgoAWjRW0g9VLzY+G6bDdQ4xHuKMUcMUJ7MquXlaKexlltpWpOIwdOQILsx8Dy40kGRc8dayWzOWyL9hkEm4FbndVteSG3NyUqBG/wCBrX3oNdeqiC1WuYoK+iVcmmRxLZDicuacfZTBeNeYXIkuPHXNEG8wu2lCe5sDyQlP5gSKoWB8ff8A4dWW3utbBE4fup7aCXEbW4BUPPj2H8KOez8jWTkK0P2bJEMy0TYxjyo8hSFINU7S6d9Sl1J9wNaD69LDR8pRKaLmgcVIIOChD16/GgovGJ574wcnM55xNKMnGLq8qRcrKtxbcSZFbo9JSlKSsN3JlmpSKFSxp6agztl/cwzl5c0SAZ/1jqBxHOq5um2QSRaQnhZNUKATm12WB/iMqaZxfzPg3NWKx7zY7hATdmSW7navu0B9qVHCQottKIebejq0cSoDadf69EsNzg3CESROGpO8ORGYrm24bZPt1xl/07nYYqR0PHTyPJKlVssOLMZLLyBq0RU3q4MdiRckJCFrShBCdwAG5aj7n2rpr0swsdIZQO+7P+NRhK/w9BTSDhz7FoX/AC7gwpmCLlPsMqXbFqkxnlNJPbIUQ4tlVDQKJ1Ogr0D3+LSInohU1Z9gOpswz+X0Hsr5jX5k+Mlwu3aoEYk2neAmpJdhp3FPsoA1rTogY02sSc4ifdUJzQN0byL1+JqzfGD+Rv8AkX4YyvKpfBfjNY5jmSWeRbGovK1svL1is8xaVKt+QftuOvwbhLVa5FHjEVIaYllIS6dtamPKX2p377iwu2t/0222bXh3j3MiGMnunSz9Rc1cCMMwVoj5n+4vknyNE3dt1+t3AZGG1jcfFDFcA5wa4hi4OQKQdPGiP4C4ZzCVc8Ov2XvP8y+WnkBkMw5HZrjZ41tnQs6vd3cmvvRGlIagWjH5MuatTXybixo7awlIbb69ibZ5bm8ubPdQ+YN0MflXaLVrnXTSsXgxsQtjAJJ0tb8gBcXOa0d5yV4t84fcKL7p+crLZ/t9tB/+QbvfOY23mJhIdg98s+pjfDjiaCsigaGE4kYnf5neNPlz4wYDi8rkbMscXxzkUiP3bdgFzmohW3JkRHHFWWZIkQYF0ddjx9xDjazHeAUUD46QPsv53+yv3F8w3Nn5fsrqTzFbsJbJesaTJBqA8RrGvdGAXIrSNbVC51VP8kft59/vtJ5Vt93v96sZPKNzcMhcduEkDoLl4kcyN5lb48jXMje5sglAJadUbcBSgbjlMFDzyXYjQKt9SsB1xa67ipx12q1fJR9TUnU9exILFrGBsRDWDgAgTsGA+FeIY9r3K+d9VPcSy3Dipc5xJPvKmosnke62JwvWC93W0OncE/ttwkRklNaqbdZbdSw60fdKkqBHr05d7Bte6RGLcreGcH+tjSe0OIUHqCDV/wBgk8w7S9r7G6nh0pg17g09CAUIPEEEcxUjhckwM3H7XfiqLkjgUI90SpKWpjhB2VJ0bfUSPiKbh6dUqXbdw8myG5sXeN5eXFhUui/Et65DBavG47XtfnNou75ngeaUA8VhSO4RQ1srCrWuyAc0DLmgqMXeVeMbmCJdVq+2c3LjygFpTJQKBRO7RDjdRuTWgr1cts3Lbt5tfqrMjUEDmk4tPDtB4HjVB3HynJZyGOSJzJsRiCAU/pPH1YjjWCcz1cN5JYkrUtqobqfjXWg0NAnb0VbaxvajgPTjUVnlNtxGRKwBrs+dG34q/wAivkL4qz58ji/IrW9a8gTHTfcXyi0Ivdguy4hcMGQtlMiDOiTYgdcS28xIaV23FJIUDQca+6n2L+333XtY4fNMMzbq3JMU8Enhyx6k1AEtexzXICWuaQrQQhrsX2a+8vnv/H913b+T22c+xXbw+W0umOdCZGhPFY6J8UzH6e67TIGOCa2uLWkVlzZ5Qch898jZFyXydcI90ynJZaH5rkaOiFDhx47SGIVvtkJKlCJBgRWktso3KUEJqpSlVUbR5E8geW/t95atvK3lhjo9qtgQNTtT3ucSXySOQanvcSXFAFwAAAA5p9zfMfmT7wedLrz/AObZI3bzctYwNiZohiiiaGRQxNJc4RsaEGtz3ucXPke57nOOEwfnDJuP8ktGX4Zc5dkvdlW45DuNtfU0+yXG1MujckhRQ9HcUlSa6g+x6L715W2rzDtsu0bzEy42+YI5jwoKFRgeRAI69KqXltvmHyVvkXmPyzeTWW/W7iY5WEtcNQLXNUZtcCQ4cjzQgkYPmNnlwsD0GZkF2lXN+aqeqdJuLy0LdU7vU49ErsdU5Ug7tSdST1QH/afy/DftuIYIm2jWaNDWAIERA7gBwAyyqybj91PuLJavhvrh897JJrMrnuILlUuexEe4jAkuxzK5VaPEfmdecWvsR3J7dDyCxuzGF3i3LR2HpMAupEoW95SnG48pSPTTbuFDpXoB5q+z9ju1g9u1SvttwDD4b1UByd3UMCWrnx91PeUPvd5l8tbxHN5gtLfcNhfK3xmMbolDF73hkktDkxCgdoo6fJbwy8K/JzgyN5I+InIj3EPkpbLnDyBDOM3uVZ7Rkt4iBDd0xnlfjJUw2X7wQXFhi8x4yJPdDag48yoo68ueV/Ov3a8m/cEeQ/utYG/8iljoi+RgkLYXg6ZLa506nsLgNUD3EAakDHgGvpzeTfZzzD9lZfNf2wvIH7tJGJowybwpvqGlrnW9zbucXQuYC4atAV4D9UkbiJE9cv2/yC8o8QgeP8XiPJsh58xTKbJIu+J4lbDPOYYvFukVq53y17FojhDTXycWVhFTqQK0m/dL7Q7F5Xs3+dfLV/bt8oyhQ2aQM8PUC4xgn9QTuMRSFaO9nTvs/wDdPcPO98zyvfQPk8yRkDU1iHAtaswHdbidJcDpJIcCQShrY5arbj1hsNijRzFjwLfFjOQnWnGZTExlS4suNKZWhKmJUZ9hSFoUNyFIIPp157tCTatcCuoal5riDXd91YItwmhRHMdp0qpGnA+8flglWDlfFuE8wYS5iGf2SNfbKvatLMlsOKbqkiv6m5IWBT4+1PavUGOeSOVWZF2I9PX7aY0Ne3T7DyPMdaxnCfidwXwoJM3j/CLZa7lKBQm6GO0ZLXw9WihP6YV/UdKmlA7sbWtBCFBii5LyXOlB07QY3Pc5qriuJNCXyDbc2k+Rd9VbJqm7BFsSIjcJ1RX91LcWhiOGE6kOPuukUSdaVPQ6eWSCIzhxbGBifefUmfSpkT4zI2NA5dIQBcclx4rwpcvkP/HZeeNPKfi7l9tx65WDkN+Q5eozgDTlum7wbe8gCjaFodWpCwPzHUVPXFILu13HcZZWgGQHIcQTgeic+PbXc7Z8zYYWFTC1oLuYLQQn/Nge3Ki+uGRQrDNu0HI73Ftzi0yrZCiuOFLb0ZkJjBss7UtEfEFaq16b362dIxvhNzValWbnGRBwIz96ei1SFtnW7Bs5+9tdukKg3C2SoOTsSy81CulkcZV3W1lXeZUtSl9+O4miEqAB/N1QYY5WOSUgt1Ycx6+Y+NGOTgU0jD05Ulfzr8X4nHeePcvYYFTMFzaUzNcnwkkx4VycKSzdSI6A1GMpdGpKdEoeRu9CeuibRdC7hDgVuYSjsMUHyv8AZmeYqFM/wovpn4RyAli8HZuavU4tFOc8aPD97yo8NUTXsXcyC/Wi3LFuXEU3+4y3IkVLq2GlLSlv75nbvQSpJUNPpXp15ZRyW0Tp9IEoJBPEj4Y0C22SOeORrhIbqF2GlTiQUHr48xSCuRMFy/jHli7YvKYuGLZFis5T0VNyZdiS9zUg9mQW6Dc082KEpJFa9UuexubS8Dm9wtQheIPDqCM6MRTOnsnRXzXeL8rgQjhxGHP1Y05zx052svOXD0jHMmucZvMsTYVGaecc2yHksJo6ykkhfd2o3t1pUadXK1uG3zWyNwAKOHHt9tUe4gns5X+MBqBCFEDlyKdR76zvE6I/7pIW5kSo63ZqCKstCNvSspQVFUbYN49QpVQepM4DWFEJ9PhU1h0v0uwaQPVhh7aJ+ay4vmLGoLzjTizFU2hhOxMZxxxgAsrqFDY+khwFKwAsaVp0NYdLVOSGpDnFoAHzE+hphHjberTyNgnJvE10fZmT8XnyGW2XCPuWh2luQ31IcKyaJOxK0gBQTUevUW9cGzMnZioQqMOz2VCYwPEtu8AAo4aUUYe4qFpWvMPj5NZ5FeuGeSk3uz4vIXOxyyFan3VJaCl7EtlspbDSgkj0Vt9RTph6A+LF3Q4fDnTVs8sSMlx0OJAPFcs/dQw8V8gW26ZzzW9yBdblZbNEtbUKw4VEckxo63Y7DzyRGY2tynYryE6+iCo6k0A6sXl/cHbZFK4yhkQcEUYHBdQAVSuS0jdbQXz2SeES9zCvFMUQ8gmZ9VQXyJ8cpp4Wxjlvi1VzwyFufjXBSjMtblyYmRUvxUyYtQ4860+/R1TgUKHqZvthFebA2dhax/iGRQPm7qEEdpDlzVc6g7Tfy2+6OikarGx6BjyOCLiMMKIbIvAXinhXwcwTm695BEn5s+Wr9OQy+JAfnPrRMeQo7y6px0GhqSKn29OuN29/BLeOt/DHhMLu8V1HTxTt4VdgZ3NY/Xg9xKDknA9ONY/wLym3Xm7cqZBblm3Y9eY70Vcff225L7ccUkpRVCSqODsPufUV6sthJ4t00QElhx5AkEY+mdDt1jMVu+ScgDBpU4oiovED8agnkbwpds/MOx4GyxZI8Wa46uYhsMIQFLW44VOVBcckuEknXU9XfdNqkuomfTNa1yAuKp1qqWO728A0kB7eAyGGAX1ZVY/hz4q885JnDPG+IWP9/vc+OSX1ENQokNtSEOXC43IlxLEJtSwK/mJ0SD6dCoNmuLcufcuZHbNCukcugDh1JJyaMT6qmz77bzAW9vG+W9cQGRMTWSM1xRrW8XOwx405bmv+Njm3xe45a5mvGW2TOYFuERzNrZjtsl297G4swIjquER6S46bxboL7iRIq2ghs7wKA9GNjuNpubuSCxllfOBlI1rQ8DMsQkgjPS7FOtV/zHDv9naRT7tbwRWr3oHRvc8sc75RLqAajvl1MwDiAcCtAneLvBuNztVqEIR2pmvfaSGipx8hBdCaBJSSa09xX8OrS1hj74QEcqqLlkaSAjRnz5Y1bXFHBn+2rnlmXXbIHbhAuEBTTcV+cOwt11t1tDTcME0aKiD7VI19Ondz3ATwRw6dJjxJ9PhULb7AW0z5muLi/BMgFOPaKMXwNnMcBXTMMXyrkiNeGOUsmYl2Cw3WaytDU6FbHmo9sTElOoQp9plKe1tKVeqFhYWCOZ7vOb+b9thaIyemJOPrQca65sUP0kWsyFzpGNAXliiDJATgfbVXc/eKNjyzmdN5wa1pbtrrkW+X4sxipU+VfnnTOcf7VEolsOs1KCAAFU01qc2WdbUtlAMzcuKfn+FJnEMNzpB8O3UKAcDzOKoSc0NEPxvi1gmYVlfFk2G+yuVbpjLbX26o65jQbWyEMr3Uiuh0FOhCqH16JF2gtlkCgHHkenZUactkDorchHDDinI+opSQMOvMqxcgcweOc679tywpuyrVCaD6XDbrrPe+3iuPqTsmGM4AHXEAgj3r1d9tgbdbXPtsqBuhRji0SkgLzAyUUGEkY3GO8a4OcH5jI6AF9eZQ1THG/EPIF6uOaRsIdnybjBvlxTIDAKlOuNSVoKwlW1CW3EDQDXSp9uvPe4sO13EltIQHNleAVAVHEYLXaIo4txjZMzSWaG5jHELieGdNh8JLDy/hztxs/IEG4CApW+I+/s/6LiRUbUhO1xt0n19uvnt/mp5Ol3bbbfzZas/2Wo94LSFGRcBiqZnlXXvtvcW1m2Xa2kK52oAe8j8qvzyyw6XlfG8lNrZ7l3aWtmG6lXaLbwQXWlB3RaAFJqQPp14G+10wt/uLtUrnBoNy0FSAHN/U0k8ExzzSus3jWHa52kd3wyQezH0FLwx3x58i51lhTm3x2JqUPtl+8OJKUKK0qBQilElaTpU06+6OzkSbVC8ytcHMUd5xKZD4V5evGWLbp7BHiD/T78cqxlr8Kuamb8/f1XaCw69u3oduTq2wsqCt7iw6lWn/AIa6dThE0ldbT7ab8WAFSwp/wj2VV/I9qv8Axvc0Wq7ZFb1Su523f+6eUjcfg4WyX1Aap96/8ehd7uVpYNa64ngha4oC94CryU0Qght7hulsZJRcGj8qv7i7gfJOQMfavVpzy2Qw6hDjjbjncWpB1BFXVJVSh9aadTYLi2nZqbMxT/SQ4HqENQ5pIYnFYiQOGnKphcvEjKni6xK5Bs3ZkApcBCU90bTvUApSvlQ/h/TrUrrb5XygA/8AD+dKZuEbAscDlHEA1B8V8JGMcyD9ya5BgML+/TOdSlTbgKmVBS0JCh+mlR9qjX06D7lDt8+3XNp47Fmhe3FzcFaQqLinHLlT7Nzl8RjmW7ka4HI8D2UeWRWzHb1x0nCZOWQO4YximYH2zuHZCDQEkDctPofbr4tMsIti/wAgTaCRoay/UORA5pcFQHHEZY59K9HOkkuvLpmaw9+3y5FKE9rwc4lktxpd4ztmTJUlLiluOxylCq1Ts2LSpJbqAK+o16+0cW67FLbxSy3I1GNp+dgAwCcVrze2a9jc6NkPEjEEn4YVI1eJ/EUOOiKvPluRkEFtgyIhQv2O39bWp9jTQ9PO8w+X4/nuo16yM9DSPDvziLcgdh+FZC0cH8OY5RtvK4j7bX6bbbsiO0liit4KB3HEmh+uvp7dRH+dPLMWAu7cAc5W/wAKcbZbnJiIHKRwb+dZlPH/AAY3PFyfyOzokBJQXy4gyCpSQgnVYKSR6FNKV0006jn7ieUmYyXlovH9wfDOtu2ndns8NkMgXk2u26Y348zAE3HKIKiCFBaJI76AgbU7VqXt+IpX66dRJ/uX5Fb/ALt9ah3R2PqxpMWx71GNLYHkciMP51CZHH3iCpbbky8RH3Gj+k65LZJ+JNEJUpVULCj+b19vr0Pk+63kGIKdxgP/ADD86mM2LzE8oLfDsqaYdlvjNxXLdmYvfIzTz6k9zdLbeSFEfNa07viQqnp/U9eGP8zPNHl3zrsFkzy7Mbq8Y/SRGC5MVGAwyULXUft9YblYSTDcGiJjwEPA/nWFy7PvFTOLmm75NcbfOmNtuNb3JUdFV7wXFUqN26n9fevVr/xX+4HlLyT9uBt++Sut7983ea9qOVozQkI0qo5nEGoHnrZd23PdWyWOl0bWIq4Y4oONRT/cvhbGNe7a9ze4jbOY00FClYUSaa1Ht16c/wD09fbmLD6xuXIVSG+UvMp4N9/5UCfPsnhK88mYrcMMkobx+NIaN0RFmb2CmqQvuFJUhDTiU+itBXqs719/vJJu4zZvMsbh3nBpKJ2YZcOdHLPylvjbYh5aHp6Z+3sqKcy8n4E+YtpwWxxnG40ZKHnW0kxkkJSn9R87u66oDXbUdB91/wAjtjihDtttJLi6y7ztEYAGeSkniAECZ09aeRtwMpNxM1jAmQUk9OHrNTTx8554nsiH4HKGNQlMpG9D0hjusOIBAGwoFUFGtBoR+PSds/yL2GQNG5WM1vKTiYyZWnDkGqPWE4KaXd+R9yjGm2ma5ick9udFYfKXw4hAAY9an6KJW4m2vr19BtSqhcKkaFR1oOjLv8hPJwwEV45eULvxFDP/AITvyK57P/Fn7KJTxb8hOD8/zaTauL8fjN3Np6AX0R4RjneO48xLXUAq7akBKf8A4qA9di+zX3K2Lzru1zbbbFNG+JjHFsjS0kHUNYGSAhOY5ZGub/cnYNy2fa4p53KPEIw45YH4isdm37NknmxjnIt8w+dATx9ZVuNOPMFxhE2bJcDkie3uDRYcbbJSCnUH1BA69KvntpLEzsIDmAgDiFKEp1P41xZkk8V+GvwcULk4t5Ly9+CUXl15e4/5H48zLI704cYx5aJVot0tbYt633IzhaW4wSpKmW3nFHZvVVZIPVPurkz6IbcF5J/8RB92I41abAsbbzXNwQyP5VXnn609+FJ+i/xychcnQ8jzHBL7Aaw9l+7zrdNvCnFOzksuKkyG1rSd7byidqFU+Q+R0oOrUy0t/CY66lLLh/6Q1QCefRapjru6jldFaweJDGAjnO0qDywxIFUzw9aDxxyk1i2SR2XEWp6P+4yWXmm0MtsPoW8X3yApgoNKCo+Xtr0U2e7gs5nQTBGlQSUGk9ei0i+tpb2EFq+KmrTz6LwNbMXEvmBjr+HM4dDyyEtcO3LjxUfdsB5yO2ztDDKwoKdWykgkK+QHqK9A/M+zCaQ30IKOOfAnt4LXS/truboHtspi3VHiASFaOzAFO2gpFjwPLLpzM/meQR2WXnE3SJMalpiuvfuqftGJrazXvm1ONgKbbqoetDXodYwy3UDIS140kAjLI448EGONMeaBA7f7m4neBqVwdzdw7SuYFC35TeTeEePfHeM4HlVshrx/OrZIcN+tHbji4tW1lVtmOtQGmWpcVx+NtfeJoHFKJ1rper65stiGuYkawGMGWKBSRkSmK1z2ygl3CRsAGoBmt2CuPeQAE8F5nkmVVB/FZiXF90yPkLk/ix+5tW5FtbaeRKdkBiTJ7z7q5y2HQQyXEhI2V+WppTrjwt3wyfUl2rU4omWa4e3KukNuGSF1q1j2hjMdWYUInFcBgaOvnq/W9+Hit1yduM3bWZriZIY3tMul90grdVtceUokAhIIFRpp0VknkuMCGqAmAz6ntqHC3wggJRefD8KGfkTF8futmdONcTT7xbrm1IVbrg1bHHkSnmkKdeKVx4qo3xAJIKzX6106nbfHOU1Nc49Mv5D2U9N4DY3O8RrHJkSFXh6+KZ0z/wDhu8T+AsJ4PyPyP5VtkCRkeS5hf51pxq/oVLx/CrBj8tUO1THLA8kRbxlVzdZcklyS24mIjY22gKCldQt4+obdR21m1J8SXE95q5BpyaBnqHeJKAgDHVgbK4ilvdxcX2TUa1jfklQKXuTF6kkNYukIrg4nBMXlByPxHzf/ACX5xzfCsjGD8YYRcrDi+LO2iQxb5l2vNhAZiZZeZMYJjx7vecgeD/aV8Aw0hCj61pm8T28O4sfLJrdC1rS8uJc96nU7idIcQ1q491TRja4pLqymmiY1kVxKXiJrUayMANaxMtWkF0hAAJOAwBq4PKnh5PkJn3DFm5Ay5JtN2vM+bbBLdbYkTYrSGYzDRh9mMhqB9yt1TYS2hKlHckbgT03eXj4bKS6uAXvjY4lcMQOxPwNO+GzUxjEakgJxJwOGkHs60Lkjwhy/w3z7M8xkT238FzzJI6cZtaHSZUSEtaGmEvs0Hcdd2bivU01J9Os8keZrLdrz6aAu+rYxr3BCAgIXHLsqveabWW2sDI8DwnSEAqpGBQc0T4LRxNYVxdnrmO3DObYuXecZibrHKHy+3dcbBYfcGocegyDpUEFJ1Hp13bzH5fZvdnHGHujcG/Ox2lwBx5Y8xkV441yjZd6ZtN66WRjZQHAhrgrScu0fDiRhVaccePEuyZZld9umdLvtuutwflwrY4aoixi5ubZQ4UtNAiuqgKjQAadO7DtE+zWwtZp3zsDWtaSqgAcutQ96vYt1ufqGxNiOsuLRgCpy6fjnUY8k7zjnGkGxZfOlyG4EeQ1altREl11x15YaQe2qiEJQaa+pNOiV2DbPbIPlTLL39abtP3gYiAHIq/DD3VB494bmphzmFqMW4RWpTRdbCVht1sOfMU+CynUgVFT1PaNTQ4ZGkPYWOLX/ADA1JsFaufJXIrPC2H2u75JnV5trslq22qKpxLFtW0pszJ0lShHhRlBwjuqISVCgJ6amnhiDhK4Na1iknIA4Kv4caSyN8kjBE0vneUa0Alzufpwzyo8PDb+AjhDFs1Tz15R2WZk+eWPKhkOI4HLvU6ZidplRaKt91vTKXkNZJdO8oraYcrEibE1Steo5df3+17Xcibaj492qiV3ysJXFrDgXDgXKnAca7P5e8r7xv7E3mPwrUEN8EBqyAJjI9uTf9Lc/1E5U/C3ZTasDizbVEsdugWaGEiDDiMNxStttAbQhpBCWFurAAAIoogenVcdM69cHuc50vEk+1a6RP5a/tlm6RpY1gaoaAOGAA5r8aUF/KbgXEnkJx3Zsu5MsbUeRgFwVLsjnabcnRu/tbdY3gtNqDgFXdx7Z/wDxQeju1Wcd0foJgXWrjqPaMF9PXXM/MV7LY27NxYjbuNxaDj8rs2gYZlPwrX/d8IvF6+3hrOJeNPNz5Kkz2HXXIjWi1lfxqtALbqvXYDtH1A1tUPk3ZlUkgFyph8T6CqDN5039zy1o7wCKC5f4L766cx4A8bcXbgXSXiF5dkTpiLdEmwPtV9p5Qq2XHAlXeaqKbSEk0ABr1Ml8r7NAA8McSSgIP5DjTEPmjeFIkkQNGWefQ+6pjbuKuP7EqE5arTIIQGwlTnaQXEL2rQFpKVqTsCtAo1PoT1JZ5a2gEaoy5OZOPbSn+Z94eumQNwHD0zqb3zFuN51qNsyOBbUQZq00E2WzEWDuKQ9FdOx5LydQCj2V606n/wBg2VjEfE1rSM1SoY3ze7gk+IX8wG4YZDktYuz8HcN4FJ/fOO7P+3ypDLSJrkSYh6HMdB7m91tgALdUVDcRqsAVJp1lttVjZvM1o3S44YFV7etRp7uecBtwBhkULTj8RUhny3YsKXLS2qU5CjurbYQQl18hR2IASB8gafiQNB0++XwVcAXEcOfSohAOCVDstm4vcMdiRs2Yg2+DemULfj3R0x3SQPitpte55LZOgSUj0qenW+BcRAXAboIVDz6ccKegNw2TVbLrTgfjl7fVUeYYwZWGzrezcLY7ibSI0WU2iaEsRoDitoU65X9QLlJaSD6jeNNOnCLUtEALTCBpIXIFfxp4i78USFpEqHFMz09X86MSz+ZseFch27Pag13AHCyw00VNkAKC1JAUoCtaglNOqpBvt3b4wzyDiinP111Wby9YStWSJxA5ELjyGVH949+S3Et8yW15QHLbjGa2Bxi6WW9qVFadi3KEd7TrEl0Uc7eoLawULSSkih6stv5p33cLGTZ7i4Eu2zscx8bnFHsdg4OZwXm04HEYgVU73ytt20X0W9bTbMj3i3e17JWsbqBITScy5pBILXBCCRV3+V3BXmZ/JjhiMx4t5Ewe+4xxyuWrGMNW8MUxnKbo/HSmYm23Ftu4b8yVGQUb5zjUJAWEBbKVE9XX7Efdn7WfY7drq28wbbeMmvXiN920ePLHGwqnhqwfTByE+HqleWqjy0AcW+7/ANtfu5/kTKzapZ9ttPKu1ymWO3friEty5mlr3vSZz5QwuawP0QxiV2ktL3uOq/kbt/sd5vNgyeHOs98sNyn2W+2i6sGLc7TdrXKehXK2TmFEluXClMKbWmpAUmoJFD19VrC+2/cLOHcdtkZNt9xEyWKRhVkkb2hzHsPFrmkEHrwNfPW/8rXPl/cp9mv4TDudrM+KRh/S9ji1w9TgRhUZF0h0q48W0mp1+R3GpGtKip+lepJkAKcKSbG5XuNU18/e27cFLdWgpUFJWmqVbh8gtsghQIPoa1B1HTUj9YLSmIRDkVzHYaW2C+ZjEO8OuVGxxZxk3zdxXlV3u+ZWS1zsTKG4rd7kJRNuTZZDyXGXHXEvJlhHxIAUhygr1wTzVvE3298z282120sm33TSXsZ8rMUQhE0ri3i3FK615X2qL7gbRPbbpP4O62kmlj3DVqUB2oOVVwLXj9QDScVoY2cAnw8hl2u8N7YMSM5MbuaQ45DdjqbU6hZeSnZvKU0UDShHXXLHzPYbht7b20eNZKOY4hrmHioJy4g5EYiuXebtv3fy8fp7aGSe4dI1rfDaXB4ORag5KozBBHBaxfGz+JZXyRbsUmZUxa4EiWGFTUOtLU2UhawGkLIbV8U6V0roKk9cm+4v358o+SGv25ksdzvqYRNOAJy1lq6fw4pXZvIH+PPnDzvZs3DdoZLHaHNJc5zf3XYBAyNyJq4OdhhgDTJbT47+Kl3lybPM5iJvrqP0XF3KM2tCyglre0G0p3JUKKoNK/TrgR/yl82iVroLWx8JQrVJXHEAr7K7db/4n+VYLbw2zbiXEFHF0Y04ctCFM0OBOVUJy34zX7jVCLthl/h5pjzp1VGcbXIYSpR7QWW1qQ4rYPSiSr2B1PXevIP378v+bXiy3hn9v3QjDUe48/6Tw7FNcM+4P+Om/wDl4Ou9pJ3Cwb8wa3TPHyBZk8cy1CD+kjGh7Rc5URZalt9mRRNUgpUFFOlCoUCaDRQNCk+vXdoZYbhgkiIdG7IjI9leYrnatMjonNe1zHEOa9pa5p4gtOINSS25S/uS4FJUGikFBJJoDpShB/t9OtvgjITJar97sUWksQgu41cmE8qX3GJyZVrucm3lTiaIZc2gj46uoWShxJI9FDQe/QDdfL9hukBhvI2yBOI+B4eqgUMO67FN9Zsc8kF0BiWnuuCqjm4tOXLspg/jR5gS+PeTY+dzpZtdzTYrjjMu7WqJEfRdrDd1NKftl8t000ulsjzGW5RYbdaeLjQUhYI2q4J9zftBB5j8snY7VviQ+OyZrHlwMcsao+N7fke5pLNTmuahRwIKju32Y++155O82ndN+LLfxbV9vKWMBilikQETxkgvEbkkYGOa5QUOGlxCc22Xhq1Zlj8njXk248oOZTb3cpyq5LaSu0W683iSq5NxoExthhYVITLUPtVhSoymwgqJr14v3Pyv5ps9sn3XctsO3W8U3giNVcje6ZC3koCuGDl1AAV9IYvNvlXfdyZDtO5W9/fSwtke+EgxkuaHM0cWq39BKghMSDS8PK3y1yfjK9xuOsXt/bmzIH3JuDv6bUdlpGry1jctTjbjgHbT8lH3p1R7W0e+4BVGAqSMV9XXIfiaM3dzK1jmxkAoFwGRwwOajolR7w08ouR8p5Pj4BlFw/frbdbe5PYlobWh9oB0NOdxIUtCO0s6KT6j+/Und/Aig8WNn7i5g4AIeHHtpnbHTPk8N7jpKjFVB59iJVjcjXG4R+Zrfd3G5TNjsuRwJ15kRwUJ+xjyHA6FBFVLW3Q/UEVPQu5j8fZLmONDNLA5rQeZagzota92/iLl0NlaSnABwX3UNn8y/ljZGMZ4rc4Yzu2zJ0dbb5agPMyEuyorSSylkNud3/tnNxdVQdtSQDr15Q8r3LmTXUcweyeNyEHAnHH/AMJH5LXpl1tG1rJonsIkjw094AAfqGWIOHHOk788+UFy5C8U8XnS4kyDyRaL80+/kMY9sqcbmNl1x51FEyFOD4LaWaKQo+nr1fp7jxLXw+9qLQvtx9tDxatyajW+IPdiEOePLhTA/GHK71zTxvabhlUONFKbeiA5LDXybrAQ25R1PonYmqBqEkn06rlxaR2sZa3FuoouaZ59MjU6KXxWB7yPEIxTieacPxqyOIbtxDjfK0zgjyJtzVy4czmSLdaL7dWFv2jFLpdSlLS5xcQtsWKYtSPuCT+gCHPyhQM/yruDbPdWOeWtLijS4gAPXBr1wLH/AClcMetQt5iE1qdSugXvN46Uxe1MQ5nzYYoDR/cLt3j+LvlyfxDKmu3nxx5OkG48Z5E+f3BvH5bwEj/Zdylnufc/btOByzzCQZMJXYUVLaBV3e5bt277M2aMeCWOOpnGJ/GNBk05sPLqKrPl87htu9G0neJRIFbIMpGYIcM3jiQM8eNVp/KR4cYX5b8YK8ieGbay1n2MMLm3Vq2NNti626LHJkW/a02lxan2yVAE/n1rUdVp23TzW7rQkGdoLojmHAfp9eXbVy3y8bDJFdg/7ZSTirTx/wCUoQeS4Itaw/jNKyKw82rsdghPOOygmDco8gLSW5AdW2GJDaghbc1lwFClEaU16G+X2XJ3TwXAqShA4PAITtRR6saF7tLFNYslCd5pIy+Ucfx5Y1sGcQ8A8rPdi5MW2xrZfk98RXPuULJWKrTvSlSSsK9VFNK/Xq4XzmRMLZFBw9DVYt3l7g5oUdv551NrVYpFv8jLfbLpB7KIEErmw1qWUCJUBwNvIPbS82snd8QAka9C3lpt3aOWFSyjpkKhwPwHolWBw7xveeH/ADavvJGGzJcvjXlayCz3uO7LXKi2+8wklcVakLWQ2hxHxSpFEk1H16GuLHwOjeVmXUBwPZ2UwYnW94LhoDoZGaXc2lcCvX+FW1zFiT2RzsxlWgsvZnia3LhAhKKQ5MtzoK2ithJ3vdtQKDTXYddOk6GljSSjHceC/wAahSCVskiBXjDtGaeqkuZLxtOxy4ZvzzyGRZro3Gfii2oBrJQ04uiDFbX+gwgDduNKgmv06ZkY8WzoAujgOP8ACidtOGyBzy0ZcyBlj/PrU1xfKp3kN4w2+DyrkUTFIE26XdnH2oNxEMTUOLVGgsR31bElcqO2FFCdQQAKaddF2wS3nl0WssSB8RaUxIBdg9eeAw4hRVXvfBh3N1y2VCZQQTkSBi1OR9MqqbC7xlmL5ZeuBuUbzeM348ctqG8L++f7iIzaIpdhzFNr/TlR9e0VjUHUV65d5w8t3cG+ltiGskRin5RIC0KQOfXJMKvPlndLNu0GW7GqNzngcSxDlzAX0Srv8avH+Tb7FnN3hvKs0Fi7Sy3AQ52GWoy3+8kkEgKAFQEj0GnRDbIfor5omBEj+6BhxxyFV/fr9t1bFkADmsVxJJ4YBOaiq38sGs7jIs7eJzp0JDqGw+9b1qacS4QAtaTuAG+u1ZpUa6dXq8Ze/TEWg/fJThlxRcP4VT9qbazO/fTw8TjzHMZ5ZVse/wAOdzwHj3x3t97uj8dXJMkON5VNmOBy4SpCHS40lTq/m3HCQClKaJ/49VvzQ67nZBCzG28MFBlrARxPVa6N9u7Xamuu5ZtP918UjUcxEflDeQyX30Zvkp5e4/e+Pswwl6fDnqukCXadrhbUzHYuTC4y2VMuGj5KSaJAUajpny7tk8V9HevUBuOHZTnn6+sP7TNt0ZDpXoMURCV48eXWkVZPxpcrI9jNydtzbFmeEOOzOlJKOw3vbQC6kDuI3AgjX0IoR6ddCtpGTAsUB4Poa4fJbywgFCGEcfxouU8WzYXFEjJDcrctiVALzEVsObmBHeS2gqeUQfuUOkLCT+c6H16h3oLpTGNQcAFVqNK9adgt5CGyO0+GSQAuPLL0KY0tvj/AMZx3nK6c6c5cgqi2bDpl1Vjtpl3RUSA+qFGDlwW8y46QXVIqGPRXxFFECnVS360lsHxeE3SZWFxOYDf6iTgp9w7a6RsstvdBzZ3ExxABOoyAP9PE86cxwnz1xtmhgyMXuMb9ovsWK7a1vuJRKkxH21rjMushO3vlaFKQB81jcTT49D9muPBuPp0VQAExPP0PtrN7haYxKw4LmVA9R51SfkHyVlnG/PeBT7DCtz2ITnm496WCltuRGoC4h5xCh25SFuEgfga6nrocAgdYmN4WdwKL05Hh+dUyOe9F80Qhv0ocA48Qqeh6CleeaOQWTi7zBsHKCcdfXHzGyItLlxYitob2Pb3VQ20sqWp1ttbhUXVkVPsOpw3W4hsYXRNBmP7YLswG4gHjipTgDR2xsLZt7KbjUIh3yG/qXAkA4HILxIqA3nmS+cFCZlOHtQw/mUj71uJOUtKobi1L728t1CmyHCEp/v8ATrxb/k35x3/yda2d9s/hie8mcCXDUWBoJOCjUpwwI5nlXoH7b7RY7o+WCdTE0ApkDhmPUmBrw4l/IzyVAye1ysg/Z/2VtwpmojqeU6kEijgPdIUhIB09vbrwV5/8+fcDzr5Yn2SeSB5diwGJAqEHNxzBSu0bd5a2na7pl1A14IOKHMcQenvoysp/kv4YvOMTbSH4wubsFHZeWVFCJ4TRSto3JUlWo9zU69eRrDyJ9ybW7guobMNmgeCx+GB/qI4hOGFXB8u24t1ktcCCDkn4Ut+4ed/MKJUuLYcphwrImS9+1sfbJU43FUoqFVFRP5lVr9NOvaVj9x/uhBt0NtNuMrZWRgODGMDQRy7p/nVJf5Y2F8zpHQhwJVTxFR+V5sc3yQe5nzrYUFBXajtITRQIX+UkKTr/APdp01L59+485OrdLxehYP8A7ynW+XdhaQluxfXVLXzkG4ZXcHrxkV2l3W4PJAU/IdecKUK+XbS2NEpWTWo1116pe4z75uc/jbjcTzznN0jy4+8oB0AA6UVhtrG2ZogZG1vQD41IMd5ky/E4qoONZTfLTEUCrsR3JC0IrqQgFO1KVK/x9q9btb3zDYs0Wl3cRR/0slLW+wFB6s6alt9tlP7scTnKuQzrKPc/8qPmqszytaqmoAlakioFezUAkf26eduvmB/+5uFwe24d/wDhUgWm1DARxewVgnOZ+TFvKpkeZurGwrLf3hFTU1ICajd7E+vTLpb6RqzX0uPO5f8A/h0vTt7Pkaz2CvK7ytyc+aJuWbOJUd2/tzN+v5VbwkHd9P8A29AZfL2xT3Rv7s2r74lS9z1cT/xEk+/2VJjvWhvhMcRGmQOHur5RnfKD4I7ufPV1NF3MlQruP+R2qTT19tOib5rcBH37AOs7k6fqxFMn6RVDGk/8K/hX0L/ye8kq+0zh1fuVG5HcndUEqC6nWh00p1DfNtOrv3sCdZPzNKMkQwDP/LXnD/KEgkqsuaO1rUKVPqoVJ0PcHt9Pfpp9x5dHzXlqv/EDWamArpP/AITX8EHlN5RpiuYOE1opxUvcda6hS9UpHrrp00688qNxdfWa/wDLTglTARvH/KfyrtGL8tPnTDMncrUVUqTUmhJoFK0016aO7eTWZ31oP/DW9cx+WJ5HYfxrtPH3MskDtYHf16aBRdBWaaJNFGtf+J9ekjzH5IjPe3C3XoBhWgbpf9l6dlej/wAoucHadnALzU0qP1gd5BACiRqR/p1g82+Rx819GfVSwLk4NheSnKvXG4L54fAKcAnUKaFSkOq2lWpNSgmhPv6U6Q/zr5HC6bwlOTT+FK8K9UJE5Ky7Hjj5ASQC3gUhW4hJSUOqSCnTQ9utNffSnTP/AM78lqjbiUpyY78BWFl6RhF7x+dZVHi35Ekf/wCEOt102qDyQSQaBICdUqpppp027z55PBxknP8AyFaUyK9cP9ok9orsPid5GyE0bxBxv/H/AKUsDQeho3QqJ0FfXrTfuF5QYVIu3D/8k78q263vstDAer216GvDPySfRtOMLIKhRX20tQP12jZUq3Cmo62fuR5UDlZDfE9IX/8A4NI+mv1VI1/42160eC/ktIqpGOLQCoDSHIVtPqAVFIITp7dPt+5Hl9O7Z37h/wDkn/8A4NaFtfFf9sD/AIxTG/41PFfmninm6ZdcvtwhxbnCabiuyWVRYrTjAcdXJdccpuCRoEp1UaAnr2D/AId+dtp3jzzeWcNvdQPNkEMjHNDg1ziQCQMh8a4n97rK6f5cjlWJ2mUDuuVCSEUfjRs+XXIdkwe/3vGnkWx3MLjbfvITiSgzywA6lh56OklPbfd+LZIoSCQT19It1bFFshnYgc5pRqYlOPZgmNeRrB0sm6vgk1kxvALk7qEYBeBxUD1nCq2vd747u3jTimH5+z+3z8tu1ttrYqqM3Iuct9Xbjd5ICmZK1/MLNPkQKjqp7Eya53eBsQ1PUEj1Y1eL90EGwpN3VcjSM1Xj6v4VYrPDHKmU8U3SzcccqyeP7DZbO0vtF9Dcyc3EDjEnvhFA2kBG0LCakAEHWvV83edtnI2JuoTOCAgAkJ28+FAdq2v64PldpcyM95pJCqOWWHOl5cq8cWXjHjpm8qvYmZdcZEqNNvCFIuDzry6tmUpTwPf7i6lSST9Drr1V7iR8epyuQ8SMcefrohFbh88ccLQWkpywHoKqHDPH7OcdiWTPbLl94uUW8bLvJgNvuJ7BUotokJjLdUUoW8o7g0ohLda6adNNup9JjV+hw/qw9lSY4fAkbcRF2tSEaMeIx59tGhxLYLrl89/GL5CU4qQiczvfkO90z0NNvt/bOAgpbQUihNNpNNTXo3trmOX6kftgYpmcM/VQHdX3Dy0lS8uQauIPA9o5caFr+TuTh+RW7GsZlsQX5mNoSx2AQ5Nhtvw242xO4EvONPp+aUAHWvWedpo57K2cw6pNeoJjwT29M635VjnZO9zh3AzQTgMVLh2IOOVFD/E1xNdOIOBc3vV4Ylx4WQT3n4UWS24nZH+1O0MNPUUlCQ5u9aGtR1SpY54Gst7lhZICXJiqFOB+FWqG4ilbNcxuDn/Ig4oMPjV9SbfZ+eJU/FLvc2o9tiXVtLNsjvoQ68mM8kMs7IylO95tQq4Vaa06JWoZNM2CIHU/Mnh1KcOFRrh0tnaullJBYiABF4HPM/hTDsPx21S8BtfHFndtSHbVBXjkeK+1J+7lpjSQ7BZcQl1txl2O8srVITq82NqvXq1+A2zd4sjD4OghR8oamPaOmYONVJ25Ouj4cT2tnEpIbm7VkPXzPHlXPJm9Y94UeEWby5l7ZN+ctl0TbFOFtp2RfL4tSR9pGANEx3JKlCiTQJqa69U2/vopbqXcdJbbRt7qcwEb78TV0trO5s9pZYaw6+euPLUVOHAItI3zLD8U498Y+COV7njRlvSp9myrJ27tDhxGLqJrcl2elqSitzfmlDokOOSklLbhBQVAIV1zYR3n1st3ctc6EBha1yaCVOLeOog6iuC4irZA6CO2ZbQEBxXUirghIP8ApOQQrSVfK/zS5Dk+UOCcssN3jF+PMUesCLJYGpUmXcVwra422C+XXUt3CQmFUFAQkLQuqQKDren6+0fDcAiKTW0gnvBflxPPPJOGVPu0wy90MLVVAEGIxTrz60y7yC8r818j834ty3GkPv8AFuK2OGm4faPS3LerIZEVhiS80ZLLa30Qm1hBc/KXtwTX16Jfbzyduvl4z7hfsD/HkDQ9oOkRsGAJ/q1FSAoATKql53vLG4EdtAXteyHUGuwVzj8xHPSEC8F4UZka6tohW2Wy4WlyLcw4NySmn6LdXNCB20rIOvr6dembeUmFoIw0j4VxOaIPkcRlq+PCs2m+SIhC5Dv26HGyXCiu4r/KntpOpWpf9upTABQ97ScuB9DVT57bTdJds/e47dytEsqeEK4x25DClMr3Jc7blUjYoAkjWv16Zuw2SRjXo5nI1KsnPZreF1f1dKwk6xsInRG0oDba0tBhhptKUo/KUNtgBIQketD7D6HqS1gTpS9R0lxUnlx5e01sDfxn8M4hxtic7kW/WK3NZtk6W2helx2nLp+yR6mDBMshTqYxQuobFQkp9euWeeN1L7gWMLkgahcnE/w/Gup+QNoZFEd1uWDx5FDFxLWLw5Kc0+FHZylyDDTMYbj7m2VtKAUmoJNKCqQUgJ09SdD1y65uxEQDiTXpbybZMuIHyucAcMOKLVELuicpkICdylwwFNKX6a+o2qJ3E+xPUmxvQNS48+yi/mHaGyWYa0hFy69vCg788cGch8F3nJJlnk3WFbml3CZHZaVJCGGAHFHttA95LLia0oSU1Hp10XyjcxPvtD/lLSR1QKg615l+4+2visA+PAmVuJPykuzXl8K0oeVPKK8ZJm16akz8utVmtcuRb4abNGbjIpFX8V91IUENqSBTagAD16ReeeRJO6Hw3MhYSAWopIzJOfROHGq9ZeVmstGyBDI4DBHIBwy+Y9fZVgeM3khlkjNomM3m6P3nD7qtTMJy7NNGYzKpUtPEpKVOKSAUr+CkqGo9D1ZPLO9v3ORwDi63KpqwILRw6HL1UL3zaGwW4kGDmYYf6upx7QaaFOkMsEOBgv8AYQ/IShGqlobaW8E1NKqIpu+tdOri0AlOFUwA4Be9l70Wkl5by3eedue8gwrIrlkmMWG0TVsRZDD78VodhwttKCkLZK22yNoSFafQ9cg3HzHf3+7vtXvayCNxAHwXmnKusbfsFhabUJgx0k70J5IODTmp/VXfhXLPJXB3OlgxeTltxynj+83Ji0sC4OGT9kZKlCI4mQKKeaUU7VBVSn6+o6l7N5iubbcWWkkmu3c4Mc04jHAOacxjwqNum0QS2JnEZHdLhq4c1Ayc0ZHI8adawtUtcZ1CAll8Mvtmug7zfcIWaH3OnXUxCHOFcsldpJZgSPiuK0iXyh5Wzi78z5GxdsVym8WO0PiNDjRXZDcdxDaqB1ThcZCkNhNEo00164X5h807hDvkluxzRbxHSGA6cic+fPkuNdx8t+WdtO2suWRu+pc0AuQHAYoF7cTxyqgl8p3thllMJjJm8bmuLi3fFnFTVCQls/dxmWG1OBxtxu4R2VHaspKQamlemB5lvTDraoQYjUVIXAcwh48qmu2S1F01AdJdwagXSc+Y6c8aYsrPZzD6lNSChwH4hShT0O8JAAqCPX6dWPxWkq0oamNbqaNWVS/HOUJ8EoLU95CXXEodBfUlCkuupZcWohRUC2Fa6ge/UywnDLhpDkcSAvQmo8sIe3S4BNSrWzz/AB+c8co8AW/HuFcV5DZyPGeUW52RsWJ1FruDkCQ7aojtzyCxyQ67Nt0OQhSGHVlzYp9CQkbwSOR/5Gbt5k2ryrab/wCXDGLqGYQvDmh58N7nFrAc9esucAVAU5CqhfeZN52iORlgPDtzN4Z1MCkuBGuN2CEcySEIOBApXX8t/E0Pivl9nk16NItzHIklxd6Q60UIk3ltsqNy3Jo2t6U2kIX7nak/j19N/wDBT72u89faiDYN/cG7xtbfD0kgOa0H5NPBo+dvQkcK8Qfdf7cbnHukvmC0GqOaTvr8yuGprl5Zg44I1BiTSmP9/Y64WtgTsaT+cqCyqnvqajUV69w/3a1f8hUVxL/4nvDA7UupxyySpFFzSwXi4RVvtsNx2yyjtIOpZQoKUpRqApRoT9fQdOx3DHtRh73voPP5a3bbrN7Yi8zFSp5nDD060bnkH5B8X55xRxpxBxPx7b/3ayi3ypWR2duQ5krs5ltW6FFhQovfU/IdWS8tTjlaAD6jmXlryru21+Ydw8x+Yb/xLefUBE8jw2sXBznOKAAYAIE41dmbjDe7XZ7HtG3y297E1mqQ4eI/SQQGganPJJJcCVw0rmO/HcZ8tsf4nv8AdrxwwzPx5yA6+EXq5tWvKrjaW463Zj/7VKS4wz2YjZUO8Wt50OpBPln75+ett2O7cz7dXJub1rSJmx4wxNObmy5OeMUZi1uepUFesvtH5DdcwRv84l1tO5zXxOI1OJTu+IwFWg4d5NWZc0ZlUOUZxjOE5i5fLFxXmWKO3NKWbi1dor/2yZK0g/cB5Cn4/wCoddzak9eHLncfGuH3EonNxI4uc6RXFxPEuPzdTXrj6O+fYMtZbuCVjQNBjwQNw7TQ+TcjS/ld0fu98vVgckrkz8fMSVci6t5QK0RkzUO7Yb5WRq4QnbX19OtCaF0xbcu8MaO6gOJTALzJ4mpnh3DrZroGiV2oB5JGAyVDmnIcaYN4jeSeYrUrBc2yKddMdkdyJGuMpx37lbShtZkB4kEPt+m6moFerpse7XJhDJnuLNWkEHHo4HPoccM6rm/7ZbSvEjGBl00KQAof0dyTpnUgvV9dtPJGQ2eVd3Luw86Xo0yQpCnXGV/OI6ShKWwC0rYogewJ69z/AOMP3Avri/m8k7pK+eMxmWBz3Fzm6Ua+ME/pCh3rIyrxb/lJ9uLG52i389bXBHBexSiG4axoaHteFjeQBi5pBbj+nTxFErwfxVkPM1/tuL4O2xd8rvdzgWmy2IOtxZEy5XGa1AiR23X9jLanHpKf1FqDYTqSOvWfmPzFt3lewl3Td3eFtkEbpJJEUMYxpe5xAUkBrSUAJOQFeCLXZN/8zeabPyZsFv4u8X0rY4gXNaHue5rfmcQ0AKrlIQAopCE9PKP+N7yD8RbZi955MjYrebLlLJQxkOEXabdrbAvbbIkyscuguNstE1i4Ms1W24lpcaQlCihdUlI479sf8ift/wDdi8utv8tPuor61xMdzG2Nz4i7SJo9L5GlioHNLg9pLdTUK1fPvl/jl9wPsVtVl5h36WyvvL93J4TprR0jm28+kubFMJYoXDxGteY3ta5hDHBxa5AQmhvSY75ix3SpwGhZWaGiSUkA1Gp9uu3P0GPW8Yc6803McE0XjzNRnMdaYl4Wc7cD4bfbxZvKKx5XluFxLDcF4rYrAgIQ9lynE/bW3KJjMyDdGsflMqX2nI7lGJISp39MHrzz98Pt/wCcPM2zs/8A0dPs4N0mma25fNj/ANMQdT4WlrmGVpRQ4K5ihner0f8A42/czyD5C3yaX7nC7k2aG1c+x8BuphmVfCuNLmvMTge4MQx6Eo3FuL548X7L5FWuHlWOXdFgurBeiwnliPPe/bHXlqhwXpBS2JbrMTY2tdEhxSd49evEnmzaL3yjusm0uj8QuYO8mlSPmLQeZXu5t41778s7ztnnXb4t/wBve6O2c9xaz50apLWOIIUtCI7j76sPxY8MMZ8e2HMsuN8TkeaTYqkLnvEntI7aktMoodkaKxqoIQKqXQnQa8pv7eZ0zpXOkLMe6qgHJT/UUw5CunW0kQiYwaNbeIai8uv58zQk8rcntTXOeYMILZdsMCa5HekApYdCWlNB5DhSOynvgprWpV6/Xp6C5lfA6IgAMbwz71LFnFFcx3AXxC8lDko4HmK1tMHwHM/JTkW1YfbEyVzbtkL7Uh9qM/MdjRHLkpuRJTIkfNhKSoFSUBLZNCdOuHbgLS2ikuZHBsYc4uATU8gkgLmpPaa7vHOY2MhaAHua1MCgXiQOAXAccq2XLZ/Dxi2J+Nea2/Np7d7dfx56522a8hAXAloh0bjKKaodU68O4VJG4U/0rcXmxl7LE5kIjUgFuZ5Z9nOtz2row5rX+LCCCCmlXcSiriVyOFBJ46LtOBcY323RLo3c28UZuyZ0SG6hTwRaaMNEo3lSnHUtEajWnv1aZohcRDLWp/L30hqhwDULUAXqOHSv7Y8qw/yhxG4zrC0xHRbLjcI0rZtVO3xNiFdpxz8jiVJoUKSdBppXqqXkXgTeHmUxwwzy6nBcKn284kjMjdWguTHMEfgfhRQ2bLcv8mOHZ3izMmhWc8auQVYBerpIKri5FhOfdwG25aip56PbJTQSyU1W0n4gkJHV98t+YpbQsiuB4gcA0lVL28MP6mdcaEz2bWvSHu6HamABNJP6Qf6Tx5LlTEPCqdyT91A4g5Sx1yw39+Mi1XGDPb3229xloLKrjb3lBDUresHutGjzCjRQKSFHr0kEEliLy3IdE1uppauBGYPLqKFXO6TGcNmDhdagHApkcPX6Clredn8MfL3BPlpifM3FN5H/AJS8xZOo32XBhKU/gWUNRXLi5GuaAtLf7XlTLfbgyNwbTNBbcpuTVravo95vBfba0snYwmZgT5mhBIxSCdeRH6Tjkarm63N3tAFneNAsnSDwJMUDXFXMkGYLfmamDsgQlGVi2D5fg4kW6M5dn5dotkNbFwdK2HlTVxA4Ycxpp0huVDdO1zb6ApIAr1K3Db5ZJNAAe3jiKTY7rYtYWueo1kKBhhxHTl66qzivAuXMy51uN55QtDEZqfDmQ7RdobrbjiQ8Kj7lK2GpCu4miTT0BNa69Br2BtpB3EAbgRx9lELW78W41vDkKqeHIJ6sceorDcSWXkng/mnMMG5DvKLxhdyyRN+wa6XRSw4xtfP3dgi76htyEDVKSf1BrqFdVh7klL2YtX44epKlnUnhyOGknBcwVy6g1IvL+fmXB/kdxPzFjTb1249z2I3jmWx21LUwhcpsLhyHQylyjK26pSr/ABXUH26kwtknt/DCamEt/n+Bpi4YIZRcKXNfiRycPwIqpfJrAbE9iN3yW7w3b5hWYQRIYjsAqWiQ8hTjQWtGpUgr2KKjQ+p9D0oayw6v91hC+o8eiVEEp8cBw/Yefb07Qqg0hXLs9yjFLrimFSoCo+G49ksWRYLZISpTjsd+SlEeKlgJ7Lqo3eCvjVQT79Wa18wTxvtrQNYbbxWguGal2Sf6c05UPm2s+HMZNbZQ1zmh3LHvdrhgetMD5Uxy5ZDesZze3tLivxLMghtLa9ymI0FiOHFqIqy0tdVAeh/Dox5yvLSe7guY1bKBICv9IQN9YxPrqT5es5IoJICrohpU9XYkH1ZGiE/882OH+BBdJFncmy5bKX5DrbQUBJecCVuv6K2FtJBHt/49UFskf9winnVNYy6Bfwoje2fi2UsUPzhpAxQY5leaDLKqea5vyLIeP/8AzCThlvuFiDzqkibELi23yncpNVgulC29RQU/uOuk2s7b2IOha5CXIAFOGaVQjtD7WYte5EaCXaigBxAP55Cszxj5K+Qc95uPgWHS4NquTSGgpIMOOG1rJIYJCAVrCCAoVJ/DoNuDI2ftT6gWlUOCLxThR3brZ1s/xLcqCELgcCM0B448aaBh/IXGMnj+DI5AYU5nCCpt6HFY7s0yWBuccjtvLU0Eh4aqUTsVqAr06HNu5LRjmwvRpxyz9dOSQu3Ag3bdcgOKFMVwOOAwT10JHJvmG3L5msfCeSfd2zEr5CM7HpYmNvypLi0pbfYuHcbCmlsb9yEp2IT6gGgo1BukzydA8MuHPHAp6fjT0myRBgDz4krTiEPEH5fhyojc88ZMzwLg29cuYdzzebzDgrZvTWIT7m9Itn2bCEyv2+Ml54j7qSk7CpYIT/bogzcJm3I8Z02luKkKCnD/AIScCtNs2W1dbm4hbEJCcQDjhmeYKcuNA/fLVgnNPHOO5PmV0fcjobVcMxtqqtBxceSHDadoUQhJWGws/lKgQaA9XDe4nbx5WMtqwFwha4NQIqq5vqJyXpQqyay03X6d5PgOmaFXkuP8aLnxhyfjnmjNbVifH9qm23GuNnLREXcUNSIReucKK2ly3PLSD+gwye39wadvtpFTUnrjtrHNb7ix0iGQPxOeIzyyFW/cnwy7bJGxRHpI9RyIqUecGC5tmef43hnHSLtKl/eKktxIsh12PHV8HCuTKHzTGacru1JrTU9WfdX307IX28hjaAXOIwGeBPH1VTNsfZWVzLDJG6RryGtGZBTiuHHAmqszjELonK+PW/I/DryvGLHFR9xf5MZ+VGbWvtsqYVITvW3BQv5LqN9DXUCnVi8vXw8GZutrp9KgOAOPMB3BeWKYUq/fM2djHhzI1QpgS3qRy9MKJxnwb4g8m437nYlyG8YjpQiE59u/FjOqjBKG5FtadShxEd1AI1ArQn3HXkb/ACw8ped/uBFZWHl0siuYke4hjVxXAcBhmeIwNdv+0u97Rs9tOb5z3N1O0lSDiiqVxHL2V6Gf4cOIW1EqddKfif1A45rSmqgUkqPpX6e1evEZ/wAbPvZMf/4i5jf+BtdlP3B8qgYtcT1eakkT+H3hJojuR+4n/lLAoDQncFaEV+nU+P8Axb+70pHi7rKB0T0PSo7vuR5XGAj1f81Zxj+JDgqMQpdvqkBI2BhBQdpqsKUdCCdNKUp1JZ/iX9zJP97eZ/aB76ad9zPLIKNhU9p/Oss1/FrwRHKB+ypWUk/IsM1oPQkKBT8fYelOlD/Dvz7IUk3m5A498Uj/APSn5fZi23b7zUihfxo8FRR8sbacJ+rTSgUkUpQgkKV1Mt/8M/MwP/VbtO7/APWfx9lRpPuttCEMt2p/wms1b/46eDY3cLmPRjuNKKSyKACo0CTtTr/91OjcX+GdzIEudykA/wCM/hx9BUB/3XtQnh27SE/p/OpIfAng6P2nEYtCUWyCCpLVNU7AggIoQNCPx6IN/wALtvLdL7+Qn/iP4Uw77sNBUW7V/wCEV7oPhbwlDeWs4fanAtKdFNIqrQgFdG0kUOg9dOo7/wDB/ZZnA3F+8sGQ1v8AwOHoa2z7xFq6IGKf9IqRxPDzhVoVGHWahBVRTSdB6kaJFD/TqTD/AIOeUG/712556uefxpZ+8l4R+3AAP+ED3V3SfF7iC37S3hljCQB6R0j4H+g1qda+p/p1Lb/hL5KjcD45IHMvJPTP300fvFuJX9r3Cs3ZPHjiNxH/APiViCh9YiCaEaJptodfX26LWn+GfkKMJcSFxHFD+f41Dl+7m7OJMUek8lHtrNu+PXFKSduJ2Mq9NITZ+J0AACRVJBofw6ID/Df7Y/rBJ/4ajO+7W+ooGQ4EGu1ngjjNn5JxaxHaQAf29gkAV03ba7aD/TqVH/h99rY8o/awH1U3/wDpa39wwA5+rn/Csk3w1xy1QnGbLqDUi3R9QB7fCg09D1Oj/wASvtSz57fUmfdb6LSH/dPzI7IhO2skzxjx4yaox20AgaAW1g1BNQR8NaU09x69EI/8W/tRBi2zBH/C0/hUV33O8yEDvovL+FZBPH+DNeljtaEpFKpgx9PcpHwOoPU2P/G77VM+WxBToKad9xvMr1/cx9tRTKrPgFjhl95m1QEfIbnI8VuqqD8tUCuv9APXqUP8cPte/uiwxTDL8vZTLvuN5jCJKB7T+NdeNSMDmtIMZu3SEuH9N1DDBFAkUAWls1PU+2/x/wDtpat0f26NxHNF+HpxpmTz/v7z35i1cs0NURyddG4/IOPWq0Nx/s5D1JCO00lSaFIIbCU6hVfU/wBuly/49fa24eJ5tuCtKhCgPanLhSP/ANInmSIFkMw08VCnlxNFZb8ZsybZGU7BYKlMpUtQbZCTVKSSKJqakfXqdH9lvtvANLdtjLR0HxSmX+dPMBdq8ZFx9Ma+02SzoNUQmlEkKJCEDQag/l+IAP8Ar1Jj+0f27ixbtcPr+GXpzps+cd/eP/tBT0613JtNqSSlNvQBXTQEVNRqKVooe3UqP7Y+QY/k2u2TqFpl/mjfnYm5etfMvGLTd0NxJD6rM2VndcGVbXGUhJqkKG0JFB+GnVi2Pyv5e2S+bd7TaRQXI4tCauh59OVQNw3Tcd0tnWl9M4wHieHUfjSmfIXgLj+DlHIGTxc5uOcZTEtsuTIXOkMzpMNTDPfhQw83uLcaGhIShsbUoT6Cteup7vd3d1Ax87fD1s+QDABow9uOHDjVDj220sg9sEzpdLtSkhdTjiCRmmGPLCh+TzHYch/2HxfkOGqnOWlCbwzdVRC/BQ7BYjP0lPhO1iSXVfpqGgCqemvTXkm2dcb0DA7S+OMuH/KhQJx5VJ32Zse2x2sjVVyLwB69nCsZzRztcchwjM4XHt3yDGUWZxFquirK4Iy5MUpjrEd+VIQVkKUaFLfr6Hqw+YbiRty5kTsgSo4r15jHlSNmhZJATIFBcAQVHtRMCOHYtBRlk6LyRaMEw++5A9GC5sJlxcib2pC3CtKEgNJUkuF8KG41oa1+vVTnunFuhwBKgY4Lhn6udHWW0cDtbQQGgrxw5eumPx8Z/wBhQIUC0v8AfxyyWKNGdQNr644jxw88oPFTiEKUsGpSSEj+vSYg5z9ITW4gDkPbUKVIxqUljBqK4H06V2cWrnXPIrTdWZohy5irtcFu7w2wlotL+1DhJCglKW6k0HrpTq77XaMZIC/vMQgg8cEqq3tx4rfCb3SEIPJCp9tJy83ccymdz5OziPeZj9st91iTnobD6Z0btNhn79wQ1fBTD3aJG3WupG6ta75igfY7jFcMJbAzw36RiBkvdPEpj6qsWyz281iYpWNNw5rmknAqMio9QHSnwcdcn2G1+CTOdsvwbfDRjbit8aQ+WkuvKUhLsh58BxuX8SVtjRPoAB1D3q4tdx3wzQFphe0OULxHFciFx5JTW3B8O1ve9V8Z2GCgqmYw4YHjStvD1fIuQXnKfICPJkv4lNyt6HC7Yljv/qrgMrSpxTTI+8kKSEUqpSvw6sG17bb291DdQvjMb1RBigwLsQiLlxQKagb9vMlztptHmQyxgBxKIC7IYcx7TWyHhl4xDxwwhHK/Ks2I9l13hMGJE7m6S3KUwks2yEH1UD7W8B56lAeoe97u3d5HWVo7wtshd3nnAOxzTkT8reNR/LuzN2nTuF4wSbpKP22jHwx2nN3M8MqWH5e8lTvK+G7drzOQjE8Xlie1aHngi3vx2UqIC46wlb4CkqIWKFVKgU165vfXv1TvBjBbZxuwHP8A1HqfdV9hjfC8PnLTcOBxIxxwQVGPK3kHEp/hFi2R8hmJZLTCRY7fbWEIYjSZaA403BVdVthbDseVZWFEpUoObiBtCumLouktySFLgMBnn3VNPRNa2TWr2xhzgCoAA4p15VQnlF4a+K/J/iJYfIyXc4lmcseHRU4kmK6zGRd7vJShaUOrX8pDynlJbbUCVBAodeubSeZNztty+hYwO13AVR+gFCQOQavYtFYoIY4XXM7iwNjQBc38OauJTAVVHh748ZFxD4959YeSIrUuRkBF5sO9/vvR4SURp8BMdTlFx2XGZSqpFEgitNevVezzsh8q/T2znvj1yPBcMNLw1zQAeXqrkW/vN1uTnTM8NxYxQCFVqgqmC8aOjinFF5q3j9iskd+53vb9nGhrLaFIUhsIW7JccSQ2lhtIURQhWh1JHTlvv1uCy2JSTTjgcEGXrqvT7Zcgh0YUuKADM1lnsZmqz3IeNHLFc5GSYrCj3O8pVCk/YNxJCXZEer6maVkNsK260B9ejLdzj0axq0BoKpgjiQE9Yx6Y1CdttyH6EHignDj3QpU59nOhh5e5rwe/Lk2GwZPb7FlFlt8iDHauAZbbgzEgNlwtvbGSkPI7Na7kglXtXqvXnmJj3iK0ZJ4jHEEoo9XUZY50Wt9ndCFuXsQgIPcF7ePEZVa/CVojXRrG0Xy/2vIrgiGHpUm2yBJa7y/1Wm23EgpkLZQaFxNATr0fG6xstIzIQ3UilxHHAAlcyfyoeLBzrl0TO8Gle7gCnLpz6UxGFzVyBxm5i0vHbzG/2tZULZvOPXBDhelwkgmtteGhkKUa0UNulKjqpeZNqhu45JAG+McyVUOw0pwRM/bXRPLF1cQvbBGXFrcA39KHME8DyNGXaOWsa5sxiJd7I8pbjraky4oUEyojiQQ4FUJKVIVp+PXHL+1ntJDHdNOHHny/hXcdj3E28gdbd1Crm8Oo6jrXtsC40VpmOiY80+w8tCAk/qqKSd/cIqKDdQ1qKfj1X2XOh+lpIeuFdajLL2DWQ0gjELhkoq+nlx79gd6x3Jmo9xgTbbKjqVKQ2UKbeYW2lKw4C3TaaVNND1cts3CeGSNzj+4DgQMa4r5ut7G4fPG1rXWzmlQcQCPhjlWhd5cOXLibl7kvGm8Osca1RMiuztilm3tCO9BckOrZbC1tkb2wK0NAoemh6Lbl5Tu47p99I54hkGsFo7pBxz4O5g+que7Fu8EtkYAhmhLmlpKFAcO1vvHGhU4ix7L8/wA1wudZ7epuQrJhNujsGOhqHHgoWoJSsMJEfuuJV7FRCRT6dGfKtrdndoomNeI2lXErkAiHqf44UN8y3Nt/bZNRa57goHrUnsHvp2jEWI3LciPOILbDexxxJBK1IaDKqFVKpaJNRTQjUddtYwN7xrjSeI3U3N2VKw5i4UkWTkO8Xj7CS3bHX3Z6bnGaHZUmhO5TiB8k9sgggVqfTrz95w2q52jdZZiwugk7wdmCDxJ9McK7V5b3Kz3HbI2Mcty1MFAITh7sUxTGqTtuJ3nljPMSsmJ2qRJbs2RQZMmeWHiiNHiuJcO58oAW66U/l1omvQfyhDPuG+xthYdAc0lyd0BpUknnwAGOPKp3miaK32p7pS0OcHIFTNFPQDmczhxp4KUItSIlrQpSlRYkSO+oqr/3DSGkOBKhoCpVQPrT69emGNB7/AH4VwQgukL8e8fcfypY3mZiGd4nfn8islkXcbLemVOMyIkNpak7vitxQS0pQdCnCCD8gdevPH3C8rbpb7w7dLeLxdtkcqtAUF2JBAx6V3PyP5i2+5sG7fcPEV7GxCHE6SmBxOHZQOnGL+/jIuDGPXNx6C799NmqhyQlhToMdllurPdO+Q8hJAT/AJE+g6orLLcnB5EMuhrQuBQAkAdufDtyFXR+5bcJWQmePUXYAO5Ncq8sMl44casO65dGckHYUNAABRKgkHSpUhA+AQqmhrUnTrpL52uercBQlsT9KAYdlYdrkKKhRbaXVNaOLFUpUQTpqa+9Rp1IguWgocqUYG6OZVEFMe/jC5kzNHk5jkzH7oW3LbbJVtcE1pE+I5b5CkJXDcjvEpShYAKdtCk0KeuDf5SecNx2T7VG52+Vrbxt7FoLgHK5qoEPQlelc0+5T/odlbI1BJ9QzSHY4klU9WacKad/N3yNYcl4JxyFfnqZKzk1rnWt4pbQ3FlhTbEqS2UgLW07EZDHZFUga+3XY/8At7+b7y7jj3K6k03FxMWveUDXDSVDhkFQaEyQJnVI3KB+8+WNwf4fieFAwlgGILXAhzTyAUO5CtYmBcw200HSnXao1OpSsH8tfSivUfXr7UWN94YDXp+YrzVd2Wt7tC8vWKnbEvH3Ex0InL76iBtQSii1CgbIB/MtZ9vTq4wz2jw0RvBdyqqy2+7sc9zoh4Q544c/UOdMK4i5dsngXgFx5syjBl55nGSwkIxPHlPMRbi2l1sSIUREqTGlrgR5Kf1ZbzKPuERiAn5K68c/5DfcCfcXR+WvL7hJGyYtLS8time3B8kjmHUY4j3Wtx1vVOdd/wDs55AjvZn77vIMDY4lLgwOcyN6FrGau6JpUU/0N+bIggNz1/Jf5X85SI6rtmkzA7LcJpcj4Pgi3LHizLJUXmGLqHFu3TKHmkkIWuc6tKgNGx14a36XdzdBm5XLnkqjGDwo2pyYCVHIuJJGJxr1ts9ttNtH/wDcq1iijyLnnxpXKM3SuAIPRga0ZAJQ6ROdubuSJr2I5JOs9wt7D6ZMmUqIiNOkx0ghdHWFbFuFkEpFBVXQB91eOBje79tcsMu3hUye32yLRcMjAlGAIXBcDhlXzd+X8dt85y2TMcj3FcJDTZfXHJUranahzcValxKRX6KB6nRbjGwAPha5BxrX0jg3/cc1x5ZV223lkyJrEmHHRZ40ZIcSlqjRCQQoJFD8QB6nU/TqezdC8q1ulmaBKjOs4WHEvc/iV9Fq2uL8yu3J2Zzp8FcuS5bEsIddCFOp2tkpUpRB2htDaTWumv169Kf4ubtZv+5kclzIyJvguYwucmp7iFA6oPZXGf8AILbZJftlPBaxPmd4rXua0EnSwFxPY3P3UfvE3L2Y8V5DGvWKTDarvBktyYFzbLjcuDJYcQ7HeZcB3IfjPtJcbWCFJUAevpzvGy7fv9o+x3FgktJAWuaULXNIIIPMEEgg4EFDXy8lgurDcrbzJs1zLbbzaPbJFJGite0hzXtUYEEA9oFHtyz/ACU+RvkpGxOw87ZqzlFpxRrt2yNCtFpsMd6QtAZdu1yj2qLGRcL5IZAbcfVoUVCUI3KKuV+SfsF9u/tvdXe4eTLN1teXmL3PkfKQ0FRFHrJ0RA94NClUJcUABX72/dX7p/efYbXZfM17EdqsnGQQwwRwtluC0t8eYsALnBhLWMGmGMOf4cbXPeTQXdTebgzLsra1SJcttLDLZK1uvvOBDUdlIAKlvLWEpT6lRoOungGCLwpiNIbiTgicTyTickxrzdbWV03TtUrS+V6Ma0DEk4D1rR0+QngvzP4vcS4xyjzjCOIXfNbnHtuM45ClwL2lMpcMXJ6zZLMt0h1NqyBu1tvSQxVxsJjLT3FLSpKeLeQfvl5M+5Pm+58q+SpReQWURfLK4PjVodo8SAPaPEi1ljC7Aq9p06SCe5fcL/Grz99pvJ1t5o87wxRWd5O2FrYnNm8GZ7HSNhuHNOmOR7GSuZo8SNwicNYcjajnjdzdJs09OI3hTkmBdFoiwkvKcXslq2pipokhYG/QEH0VT0HQ/wC9n2xtvM20u3SzDW7jbgvXDIYu9oz7Ke+wP3UvfIPmGLy5uDnSeXL+QMxJPhSOwj0/0jUU5YogGTPJU9pllmE7Hlw537YX0Q5DK2whDjHc2B4jauiDUK9DrQ1r1837phZJJC7FwJB9WFfTiCQtMb+Ya4fHPjSSfIfPbBj1yypN0x9+6Yy3cH38st9rT3J9yhJ2p2KCAVLaaClkt/5HU69BrwOg2XxIzplxQ8sTj1o9sUJn3VZ8YkVCT3uYHImll55yZe+H5ONeUvjBhcm0WaNJaYkYxeLPLBug+7TBfnLitocFrhmNqjWi1UqNB1y6/wDLlpf7O6WRjjCXAjSS1+txKubyTiDgmFdbbeONwyON4j7pYAcQGtaoXtyUccaZ3B/mrnZ1wDkWL5rhf7XeJuMP21pcFxh1xmS7FdjvR/tVKZbjKeUoKZeUoBqlV6U65tc+UbvbdxifaTeJatcC4EIfaQhXjxHCrBbTNlgMNyFe4HSQcBxUnDEfDDjSO/Fe4cg5TyLl8fFjKlnLo13YRYgJE9lMg9x1LLKUFIcWG1EqWk7akqpr1b2OuHWr7oIImPGJGAC4pzwwHXrTL5GNmAkzLcQAASeHtTCiS8CsMynEObM7xLMDJs642RXCTOtMh11mNIW+f0nmUbAne4lVQaUJFD9eotxGJYy4HUEceuJGA6jM0uJzSjWghE6Kgy60wTmLBczwrPLLzDgF2RZrpi0lqUGoqm4v7ohDiSqO8EqS4VONoCqj0cAI0r0Ja18Mpe0hMweRHEdaXIBND3SQ89Mk5HpTwfELyy4n8oMXgWjMJULGuZLOhhIkO9mDOeukUgMXBtW1tbNySpOik/pPAn0qR10zYPMFxEwFpzKOY75X4Y4cCR+Yqs7patvHm2uu7KGqyRuYxQHsDuCpzTOjNjeV+H3G8T+D+eHrS3c2YTjdpnXBtlqDkMOvZShaX6sMygrboSApVCnq4Gwt4WN3baJPDe4q5hKEc05gcaCskvLuJ+3blCZ4m5PaF9ozB4hKou/5Pg1juTqnbczJsKropxT0aGHmg0oJQyZD6W1JClIQBuKqqp1crOCW+h8W3eNenn7a5pfvk2u7MF4yRrdWAQhW8AOGPxoQeQcyubuX5HkvGq324kK3uRWYMoOGM44UqUoNKKSppzd8tyddNOge/WczpA2ZutGAnkSOPaKs3l3cIfpCWEtJkKLigPB3b7qArMrzffKbB8xwG43tWLc7YpMN4tJhPrhty5DCq216Nvo67CfQgNPHQ1NT7dU4A2k7ZUP078CUy9PfVpicb+3dADpu26i1MndnZWRczTl3mjwCzzGLvjspnmXiVE21mKVtMzHpdlWXoUprc26+2y8WiUEj9QVAOvUjRHHch0BH7kZTHBeH8qkQy3N1YPjmYlzG9qg8QM/Xw60M/wDHz5BZRzzgOS8Kcz2sNZUw28uC1dQjb942VdtkIf8A1Ow8UlIKACDp1hE5b9S4DAgOGfavQ8zQ6RzIZzZtDmtILmOx6ENBPFuQTOhL83bHjmHz41uyy3m35tYbkmTYBHYQiK8G1h2Gt1KEJcXsKNigkegHTQfJBK2QYxh2odHDFv5GpMcH1NuInFZ9Oa8Dg4nmDmOtRDCPJG7ZtbYGEyo329+uEZqC12V7nGoThSFALVRsBb1PUV29Spp7rc5/EeRpHyjq44pyV2ONEIU2+3dG1uDiA5w4gZe6mf43wW1yxwJceKRdrbDu0uK01Mv0oJlphpkN9pIaYOwSjuBCT+UH/TqHdWn096I5iSxgClvEjlww60MinuLqR8kOlijuhy6c+mK9KxPF7Hh/4gYXL4UzPPneS89dhFs2/wC9YvF3XICVlpj7ILVCtLCtf+oa6fl9urPHdXlvC23tJBBGGAEAkvdxVxzHqRDUE29tNLquB9TOHLgEjactITA9VXsFKo5l8984xHJJ+LYvi6cSsVlu65Nq7oZeU/b1r2oaW2kIDQjoQCNhFFDQa9Q7mZrH6kcXOQlziurrz7VorbQTSwljjG2NpKNAPd6cvWMhTAvHPlqDm8RjIlvMzv8AdNpS5FVMPdU1d2mE9+IhY2rYLyxVJTTWnWXsTnQoxvyI7Di0jP1KtR2tjhnDQCA7u/8APw9R514+abbZr3Etl1yCx205xZZ5mY+83GkyJht7fwdjbGR3mHNpAClGlCD9ehUIDZ3BhWMtXHmvP8qlxuc9JHNSVrkJBRBwUHjV0cQS8py3Hcnx1V1v/wC3ixNvot027Kctkc9k7GDaQtfacUlRCVAAitDXqxRGSdiEkDqcPZ6dahudDHIXlrQ4gnDPt7edCj4/3Wx2HLM/4uzCE9sK7gmzxJshxT328y7KccuCGya9kLcU22mlQFAEadWHyjdPgdcbJIdL2hpa0le65x1IDwJPoKD79GZYIN1iAc0kq4BAHAYDDMoFQ4Z0S3FnPOYcScnR8O4h43U1CbvUh+7XCYwWVSILbbKXg6tAALkp1zeFelNVAdVTcduksvMD2yhxZJcEjgNKonvOVSYpmXez/tOR7bcknPvDHEZoSAOmGIp7nhBfbpmvMGQ3vL7DFlSWrZEQy52WZLls+6bS8iOjedq0KKvlT5bk/TqR5hiEdm1kZ0tDsKBeU3eNvLnSAPeYwqjrwFEd51XXE8N40l3q/wCIwr9ajcramdbHY0X/AO0G3HSl9iOle0dwIqqlB+Wv9Qnl+Nz9yBD3MLWHHNMORwrpW6xRN2l7RGw63BcOAxxOeOXQ1ZPj/Y+O+UOJMayDiz7O0JVaYzSo6Y6IbkOSlAS5Z71akhD0KQztFCUpKxRaNyT1C3yK4tLx31Ti6M4h+JVcePw4VF2+KK+hH0LWxzAAOjJGB9XtDuNd90td0s09+2XNKok2KoBxBoptSFj4PsOgbXWXQapUPSlDQ9Clw1AqDy40stcxxZI0te0oQfT38axZkPsVo6VAfInSqQddNdKjraA028P/AEDGvK7cyPi84QSRQ1On1B/xoa/6dZpFJEmkpIRXWZTBTVSiTUf5ajWgO32AP/j1mnHpWzJEcCVroXNRVVFq9hQL+gP1Naj0/wDDpQHCmTO7USMq6DISo/IqTWnuE196+vp1rSKSyRzMDl8K45JaS2oGhpuoakj11qKkAEen9OsDUpT5S4aVw9PZWCVcGO8UJWgKCgaFVDroaDSpqOlIoU5Ux8a96JgCU67j67a6JPor2IrrqOk6RTgke3jhWFvcpCm0JKkiqhSnoNpqdNPQ619D1ogCpDSZRqGBB9nPtWvHZZjYWpClDdoaVB1NST60+X4dY3lTc+YT051J1y0g+o966VITSvx10p79aIphe2qY5N53xXiqMxIyB2pkKIaYZAU65T0KUV9Caa06W2PW5FTCpNvG979LGl0gxz4darFXmXh6GUvf7UyNwEIUNkBawpCxuBSoaKSQdCNOnPpncXN9tLILDiHa8eZ444pWEiecuG3F+RFteH5DLlRVBLjbcQ/mNaAfShTQk6A9JMGX7jAvvpx1ncMbrfG4MXBcgT2Y48KxmQebcO1Jjd7jnJ2xPc7cULiuDukEJWobWySlBVQn06U23jydI31JSmW08gwY4BcMD+VDjzfkPkD5KIt/G/BfBnI2YZxd4j9zj2THEMRpDNpjvR2Hb1dLvdJdpsNgtDL8ltsyJslptS1pSnco7epUFqZS4R3FvFG1ql8jwxozQFx/U5O60AkpgMCQNvZrXb42SXUN1K98mlscUbpZXkYkMjaFKDvOcUa1oVzhgv8AeE8I8nuPb5Owblvj3LuM8oxOBClXjHMoejPXB61ym1oYvEG4wJk+x32BKdjrQiRDkPNFaFJJSoFIVc2htWgyPimjlZqZJG4PY5Cjg1w4tODmuAcDmEIJh219aXyutGzxmN5bNFLG+KWJ2kOYJI3BWlzSHNIVrmEOa48M81kGQ3flqKJiiUQpy44LoSpxx0UcaShIFd9U6+w6hEgORp4eo86LFsZtA4BXlU/nTM4EmSLfF7pV/wBBvfU1P5EmgHoR/wATXpgY01KW4Li9Aq+mfOvaibsI+JIPtSld3sa69JcxcabGGOFR7lLkCPxHhMjP8rt78XHYo3vzHEOoQ0hS0oStSwkt/In3NR/fp+322e5cWszDS7HkM+w01d7pBZRCaYO0FwbgOJKDtWqwwXyv8YeQcHyKffuRcetEttp5v7C73+PbZDRDSgwIFv3pn3SbJWQEJabcUSQEp16m2+1XZex8PhlodirgCB2YHLiKaj3rbZA6KcyMuD8rUKk8C1Ahx5ntpNzHIy8OynkPHbLYn7knK598nwFuxgtyazcgtpAnKK3VQvt44SoorvCiQSDUdXDchbyRtDtSsxamRUJjy/EUJLHxtLu7rcgcMivQcRn2VTXj7ybnkrKOU/3TFkP2fCoKhEvDkdtTSWUh+Bct7CvlIMeiQFJpSqQdB059u7BjWXF9MS12oNZliG6tQHHlyXKo2/Xut7LSNDGGqU4OKacTmTj2VXmK5JcM14czm7Xu3MW2SL9cmksl79wCxEuMhmO42Y+xcdamUAqSv8oqPYdQNyd4t0XcCHAcVAJx/hRna9bbdhd8+pq9D0qM4FGwaHl+GXfK4MiZHt0py5JEeG7cUoXFjbmgQltwsx9xIBWU69V+UOMwAGC8R0oxO5IyHlG8U7ffjwo3c9yqLB4mvmSWG9/dW6724swYEqQhD0R24LUdpjNLqAttBA3V2+2nRWyhLJQ5470bHSdCgw9WNBbhzZoCRi2V7WLxGOKLllXs4fs14z3j1YwHv3TIrjb02i3LiuU+0lmGCXJUhwdqMy08P1PUBFaCvVtjljETGagHGIOB5E8x0qn3X7Ejnysc5uohGqS4DJE+NDfmPidnvFuSxbT5B5HbU23Jnbi6m8IUIk1mQjsvyWIr8xQhuWhLa9qXV0UpXrRJHTMe0bdu9y9l1dFzNKlUbqccRpc46U5jAjpS3btdQQMdFEIyGniXaQMCXBMDio4LxouPNbD2Me8JsQ4m47vqYMW6Mxe1c4/2y21R3I/cDsl1NI2woV+YaE+nVDNvC3cbljSfDjJaMVIxTPKrhHKYtstI2gI/vuwTXgvaFOdBpxZeM68efHniHA47reQxLhnVvkNtNOhZeekIdeolsD5PLkpC2xUpSrX8eiNndTNI22IuVgc1Tji5Scs/zyoFfRQzyuupAsbpmuLRgukoAp5c+VWt5b8s57LzTB7JmTM45FdV2JGN44VFceNCDDG9iM0D2PuZCllUha9VKon8OqUya7bJ9Op8MYleLivtJyXgK6ZG7b22j5xo8ZCnQDBV4AcBxzxpnvihBscXj/P5OY4dEyPILdYGWI+JQ4lrfnm2xYbkhK3bfcI77iWMmkP/AGzy46Vlp1nYCSdhkbfBpYXOB16sQCMAqrjmuRoJeSMExcjHoxW6gcSRjpTEac+da5nnBx95F80cVZUW7Lln/lJxffZascxWI447FhPxbg4lKo1vbIVIQt98sJUpK+2hgehqOg91O6S6bbuOhji4NaXDgVVBny6CpjDbxRiTSHzM097E/OAvYufOhRw/lHnTnHxZm+MtxvirG9xDtymDa1GQ3LWyxIkP2lkwXGSGI7WzdIcCj3VaADQFza/t9Z75fXPmFjl3CO3JMbidJDu4XNAw1IMVQdpqXe73HZwRWUqiISamuLcUbij1xGeCYnBcKfh4uXW65P4FYnkfIiJl95EvVlgx5lyYYeCnHRAXbWloUpsKMRtu3BskApK6E9dT2aRdmihjRtu23Y17Vw1DunrwCqVArnG7Rsfcl+DppC5zSM9OpR0OfroiPGW15vY77Zsjt0FMLsw2iwuV2w9sdSAHF9xJdcVT1UAE+nQG53Gztbg94OmGHMdccsqdis55CHBRGDhimPBOlFznea5VZ5F0nIjWk3W5RC3MujUVX3zjTqFoLLzhOxYSVmgVUJB6kf3+4MemJrNAIRVw7AqUptm1j9T5Ec4qow4886QNzFxzjF35nvRvlpRIfuLC5DMWKltt2TMWO5oEpG519O7ZQDX8OtWd4r3lvF2J+HZT+8W7JLjD+lqJhgmPbjiatyFzxwv4i4LAtV+xS7xbnkcJ9UO7ssuzX7U6pklkrZbUHVxmNv6yGv1UCpSlXp1VvPT7zcIIoWXBjLQSGjAEjJxPThyzpfl3bg2V7o4g+NzkLicQBmAE/nVc4Z5xZlMxlV/yGPYOTuLJNxcbh3eyTD+822O86vtIcjkCcgM0KaPJDlRQ06rG1eb9025gsdwBMYwIUu9bXFSeY4dKtcW0fRn6q3AeA4hcGPB4BBgRyUdpo+vGnnaPCdf5E40Zu19xC51Tfbc+0409AcSQlTzCFp7Elxsja6EEkFOuo6sM26bXvMLY3yNaHENGohrlzAC4FPZTzd2lt7gyREl7O65pBHqI5j2daYPb/J3j/sC5vNOsTdm5bBBQtp0J7nacBSFjf6kEUHp0Lj8ryvmBi0yMJwJz/jROXz14Ebof3GN5AkDsTl66oHmDzMzz/bt7iWJuNboV2juw4LrrK1PJU60spcKNpKGwQKFVCD7a9dD2bypaslZNO5zpW48gvAVzrfPN253UT4InNjikGnAKcfT1UrrK8NseZ2dqRyfbW8ru1xKnX5T6FiWA7U6yijapBr+nu1CTTrp1syGWEQXIBjxwGA9XSubmaZkzhbOPhIh1BSfXmvMio/bsJsuKY7c7VxfaoWO3J6A4i2y/03nES1KqsJUG1Fkrb9FJHxGvUyG2srZjnWbGsmI+Y4n19KbM875G+M4mIH5RgMvXj/OvLabTmFttsNu8RX5s8Mky5rLTq2AtS6je4tCS8tINCoAAq06ktuGhoEjml+C8MaX4cUuRQLlU4t1keuMRTd/s5mQChFRPjfFpIC0r/Mmp3evx9Dr6dNXElhNGYpxG9rv0uAK9i5U2I5oH67YuYVzbx9VY/G7Dj2P3Is4di8S395ZS87BQVyFhZWHCqUpKiipVWg9h69NRRbdYsItmRwh54AAkp7aXcTXd6P8Aq3ukT2D1CpOMMuqZrbq4rhSp1S9y0paKiVEUILiysilSdTXXpxt3AQgcqDkfypgh4xrtmYjIhQZpuUZu8xJLq1IhT20SwwFkbkFlanV1aBoFJAO0a9M+LbjUJi0scf1ZdmOHZSC+UkCLU1My3P3YpWCjwcZFtnxWcQsrccstKls/ZAKfR90wWkVUiqkofCVUT/y1OnTLZtrOqNjIdITUEahU4e+njHfYPdJIp+U6j6/dhWsjcr48VFKSSKkBR+SdvpvVQkfEaadcKfJpKcTXphsa41i48xS1VcUUhVKEkGhVp8tK7QNetNkXOkPZggxIOWXvp8n8O3DMlNzvvKt0jONxm1lm3OOJqlTcetA2r/nedINfp6dfPv8Ay+86ndvMFj9vtudqhtHa5gMVkemCD+lWjtWuBfdLdY77dYdmj0n6YiR/MOOQPIkcPXUV/mw5XbvebcQcTwZJflO3ld0nttLoURoLanypxI0IL7iRp6HTr6E/4UeTrnabXYdocD9TK4zPamKEBrV7Apx4ZY0ZbbO2b7bX24yuaDM0MHAoUcR1U+pM6VS1JZamPsONdxcfY38laDa2moFNSNw/rp19lYgI53iQKQQPZXlmSGR9uyVjtLXqfeaJ/wAasJs2dZ6ZuSiLDxzFIovM0OupaZmvsuJDUdbjlEBCSe4tOpKEGgPVZ+4XmqXYNh8OzDWbhduMTXDNjUV705ojW9SKd2XaWX1+yKdxfas78jTm4KjGdj3582hw41VvkRzinkLNL3c7jdBGxXGHpdoxmKElSX4rDxbdvC2R8ELuWwFJToluiRT068Z/cfaL7brq1fKw/VS2wJGWgH5WEnimLjxea9P+Rr21ltZbGMoyOZSOL5CO85AqgfKwcAOtCZyJGs12xZV6iXMtuBBfh7QO8lxSdyXEp03tuJGg+nXC91225uS/xGytlZwALk5KQvZhXUbO7jjlAYWeG8oqpwxGOVDnhfI1xsMyQq5h9K3gGUSwlaPgKpBNQCkUJ0r69U5LqH9u8jkik4a2OYvYoFFbpjJ264DqAP6SDh1SpuvIMbkLVK/ckOOOlbrzjij3HSpRBBKvYV/0/HpTXcAQfTGkgPAxBHqOXOoxec4tzBTDtz6n3X1obT26AHuqSndVJNNgPp66adJc8BwaveJRKfihL1eR3Rx9PhTVeHeOZ9i4bh3DA7zHt+aXOjgdfQt1J3FKy27sUlRDiFEEH0rX167n9urTbLBv1N3M6Ivcjng99oamkMT5VOJdnzrmvmW5vLu4MUEZeyMYN4OPFcuGCYLVxMsXm0JtrWSKH7q62lyYtB0CXkBzea7RuS6FJ3e6aU6+o32m8yT+YvKMN1cyeNNE4xa0QuDRgSOacczXzo+6/luHZPN93bWMJhtJGtlYwkFC5dQCcFUhvDKv6q6FqY4hKisJUSy4pVVUNC2TrTclJI166tG8YYqK5w2xD7YOIQkYj4+qrbw/MZX2qooLu9lJWXUuObkBKgUrU43QodQv/Ko2+oNemZ4hJ+5hmlULfthZDdsvYXaJNQLUwIcMi34hOVE1yj5ueQHPtvxTHecOW8n5IiYMw5ExK3ZHKgBMBtbTUZ2ctm3QoC7zd3IzKGnbhM+5nLbBC3iFK3UHyl9pvIPkS7vN08mbVbbfd3zgZ3xh5LsS4NGtzhFGHEuEUWiNcdGDUuf3I8+fc/7obdaWXnLdbm92myOpjS1jG+IWhviSmNjPGl0qGyzl8g1P0u771iePZZIYlwrpbJRi3K1S48+I62U91iTFdTIYcSCNi1B1ANDUH0p1a72xhuIH2100PglYWuHAtcEIPaDwrhL7O42q8juolEjHtc1yZOaQWn1EA+qthm1co2XmLxtxznSIbLOyGPEdxXJcbsyXF36yTYo7d1VLhtJCbdDTJ2yWAuqn4r42CqT18j/u75Nu/tx51u9m8Od1hqEkUjgrZIpFMbg79ZbjG/8Apc0rX1z+13m+z+5PkOz38ugj3RgMU0bHAlk0ekSM0r3WvwmjXON7eK0lHm3KbFw/a835ayHH05BGEl9ydYZSG5Pabkntjcy58ZASlPwSTTcfwr1zze7Z0nlV5a9zHFi4YYKpA7etdI8tzkb7G0sDgzBD7B04rX3h/kI1yvw9x9M434GgLsGWXSGzfrTPt7UNVqhBx5f3fZQ06y5EUW9+yoJPVJsLAR2EHizEhGkKQDxKkfBK6NcXQfdSCJjQ9smk4KmHA9PfScvILxezRzkjkXO4VpfxjjfHp1riSHpSlu2/vz21y5dwREQoBqEqQvsVKNjRAGg6EeYZXP3iTwGa2I0OLeDg3FRlj7KJ7VrFqTKSCXEtLsnAngRyx+FbM/8AFlwH4u2rhjG7uzOxC/5auH+5C6Iet5uEZySkOussJaUXm3GRVLiifkn8OuN7tvF/Huk8U5fBbaGt8Ny6RywyCnLnR23FrdRiECN8rJCQ4fN6cF9lKr8ueZ+POL/5Bb3YGIMViDfXrfHTdLb2hDTNcLbneQ+gBsIQhIQokUJqBXq7bA8S2kdwHl7UIaOYGaH2j3VHka+OQwytLTqz/pPBRmnUdtVDj3k/cE+Ys3jPJZ3+7MFu0OO/akOIbdTHYdnpUIMwhfbDYJ2oXopJHqOpl1bNupGmHSHloccEwJITDIr7aUxzvHMTjqGQU4DAKezP20cWbcFwY2cWTl7jPLH8Gv8AY36pbivuqjS2lKW+9AukRsp7zKxUaVKa1BOvUAyyWsmhrSSnFcCeR5dKZliZcgo5ASETmPh+IpjeUcJK8tOGrXlkW7rtvLGMR4pYmwZJS87JjIbVteUqi3WCk6t60B0/AnFvN25v0cjy21cccyWuA/Sc0PHmKk7VKywuxePYHuaHNIICPauBI4EcCKvbjbHL1ifE7GHZWyq53hNvmIlTZCXHZKf0iqT3AtKkuRgpFWFn5AfiOuj+Tr+Zt2yEve5oyPr49OXsNVT7h/T7lYvuIWhpOBBAXLBCMcsaCHgjy54alci8q8eZ0IsK4Wm4m321DyFJclOJQ4gobQpQ3uN7AR/kd1P6dI8yTwx/txOIkid31H9QHurjnlh8zXOEw/3mkNAxXQSCO3H0Sgx8hbDfr/fbj5C+Py3bdlfHr8hci2rSqKxf7RRZcZcRX5tupBO01IGoGlOqDM5qvhAWGRw0jl1HXpXRLRsrXRSNd+7FgT8G9RzNW/8Ax7XnljNczunKeY3iBd8a5ItibVe8bWxDS+bnBKm1InKjkU+3bJSkqG5RIJOvQ2WMNgLDgWFW4Yjqe2j0LZjO24a4GGRQ8cP9Keyqt82sPxLxbvdx5XwNxm0ZmzejcWrJDZhxxLiPS21/bSAVd8yO24S2pKdtfp08y+lZbSTPR0YaOCalwICZ4eyiNx5es/oBdEpeGZACe7moKZgjgR1GVUz5NX7i7yk4mw7llT0aNyHZojDEuGoNd9yT2SPuVFSf1Q6klCgoevvWnTkUkTWnu62jFqqEXlzTrVbglbDOI26Q4d1zc8uK9lU94SeFuWc1ZZkeUY1CtTUa2RpMtdzu8x6PFhptyUMyftmI7Tj811L6wgAUG6vrt6se07bA9h3G7eGQF+lrUJc45KEwAB+FM7zurYpWWW3xvlnRXFQA39SKSipiQhIBFFJztYMt4N4KzK9ZDe5eK3rELrNsVzRBmlCSzEZS/HkxJaO0qUzLD7amlJ+VHE+h3UCbqWR705hI8IDB2WIGSH1L21qzmM1gHxqJ9SFqAkKenr9QrXnzCVKseTWfky1PyH1z+zcpU1xxUl9bju12QHXlKUpZJO6hPy19eh07nQ3DbyPsPHA5+1asTGAxfTtDRGCS3AAA8PXVs81W+38ocf2nPLLGZXcI0ZkXINfm2pAQpPxB1Ske+pIHueizhFPEWLigLTih5j1j3imGmRiPQqMEA9p9XSvnw45RnW25TOP5NzMJIdFxsC3nF/8AbyWKK7DY3V2LUmhTprTTpVs9vhoCRMxQi4Fn8Mk5VDvreSQiQd6MgYckpt/HWD5fkd/a5NyO/wAq6263xdxs/wBwmQhyiyJDUgBruGLGT8hVW/Ue3WPg8KQsRBgW6UTH09tRYLsPOokOIJY4EEZcufb+NFz48RY685yzsOR4kaSptuOtcdtuBscUXkRxKcCu7pTQilCCDp1Mic6ILivZx6c6VIGuaTgO76gF93Kgj8pLbP4b5mg5vb7apcZdz+8eow29cLimTcG1S4xW8ADGaC+4khXoK1rp1Ninfa3cW4wjW7WC4BC88HNxyHoKghouLaWykcQwNIB/S0nLDn15YVKeReaMzYt2Ncj4La4tbxLejPpgQ9788TpEdh99xbaVNtNwu8qu4ihAoT1ft22eC9+m3FofIQFGkpg4jPmmOOYSqWL+4shPbOc1hcNLl/8ASOS4YcVptfjxyPnnHGJT86tkpCMgFrZkSIkxgyElJid2G44yhxCi01UoIUaD616oe/Pjfdst2tBt3KOmaKOKip2wCWFzrmJ2mcpjmgzTki0MeafyAX3yxlpwa53S2iRa5b8adbYTy+2mSw+W3wI7iEuMvFbdCColPp0F2tG3bo44xHpJDsVxHp7Kurr6/uYfDlcHRli5Io+GBqxsc8oOTPHO92O6cY3RNuuMVtmJMhXFgS7HfIiClx+z3iAlwJl2+SlJSFBYcYUStpSVCnU+/Mb2G3uGCSF/A4IeYOYIoHcXc+3zMu7N2i6bk7oD8pBwcDxB4ZEGrVz7+TXkflC7W79sxWHj0hkBE1tu5LujgkylIaRDgmOymRLjl4ANApDqlEAp3E1oe/xt2rbvqLBhdKDk7Enk1gaP4nlR6x3m73m+H1QZGzRjpKDPEkuRAOAPtorfGnlzNcwevFt5DgXG0Xe3uJKoE+3z7bLbjvpDsdxyHcmY8lDbjagUr2lKh6Gtegux3d9fWzn38JgumvTQQQdPA97H2UUmhiMh+mmEkZAQg4Lxyq0+SOQ1Y3ebFAZjzZKLm4hNWWipAG9PcC1A0oAfQ+3Vkgh8RryUVoXOo5tZQQS5unlVmx7mwplpxX3NHG0uJJoTtWkKAJ1oR1GINKbauOKhK7l3WEj5FL/oaUCQoD3BqPqa+9OtIeVbdbuCEkYenrNeJ2/xAVBLb6k+pP1FdPUGtPp9etZ1sWriVLvdXgfyGOAdrD2ulSojQ+xFAUjraFUwWt/Rr+rHsocpueZGjlMWVVolfsTpH/dbiWF7WyQsLCalQ9PUAH16kBG25co1h2VKZYF0y63CNDwCKmXrq7zlrMdspWwspCdDu3bh6KUoigBp/r1GJpQsF4kn1VXmYcr223Rd77GxJ1UkkjaEgkqKtTRQ9Pr029c204y2Yw6C4gn04VBLJzna1SmwlpSgshAUEqUklWhO2upA1Nfr014o1IfVSn2cI74eT7fXVzxs/M1KVsxSQtNUktLTX4/EUIG3VP8AfpzUTnUf6aIHjp7aCbkTjflnkbkyDcP26JIx61h8piyo9UyQ68h2O8EOVDakKSUqT6j16U6QkADgCoTM8CvSjW3fSWrHakGojHUOHPolFBGh523DiMN4LZCqPGbZr9g3T4NhCq1VUiiaVPSUiOCn2Up0sJcUlCFyoo9PyqF43gXJdgus+5NYxYEplJdQyj7NgAB13uUWahQKAB1g0E4jBKkTXkD4w1smIz4+ypJe8S5OyX9vU/ZbDFVB0BUy2oFtTqVlCEn8qklNa+/Wj4YKNGPZTDbuFgxkOfP4pR7+HHJqOKM5yd/k6B+12fJsbsdmt9+tkJUxm0ybHNnvlm8MQmnZyYU5q4bkvIStDTjdFJAWFCJuML7i1EVuFcH6iMlwIw7FKdppqG5tYb5t095LfDcw8ULnNcvNO7inT1e3yj5LtXKufsXHC4M6VZrVib+Ki7zLe5G/dXpNyfnyJcKNJbbmNwIySlLa3UoLilKUlO0AqesIn29kyCU94SOenLUGhO1G4+ocKHXs8dxuEl2xBG6OOMKcXBhkKkcATIjQeRPGlCK49y+w8vfeNjexImiQtKYm1RdbSEthFdE/CtRoPcknqSQ8kyN+Q1phsfpxA86nNUgrgFzBHFKOOK/lL8ZgfZlBog7SEhX5BSnttH+tOkFQelMH6U4kjH0WvqmWJW262zVTbraz3O3tVsIX21jdVSFlO0n1A63jxWkl1tkNNVF/Jnz/AJRcPDDLcDxzAXGbzerbGt8+53CXb12q0QIzrb8x62xY4XKn3CV2tjO/tNt7ty9xAHRfaJY4riSYqHvjc3E4DUELueAyHPpQTzHI+5sIbVrWCFk7HOIzRpUAYYElFK4BUBrVRwu8XiDk2EXW9QmDdDckxEPJZZVKDZaQoNtqSC5VIG07dSof3DsMkbL1pj70YKBc6HxF7sCRjnyxNNls2EyrtcZmYpSWnIdrjuFtwBLakuw9zyd+1KUkoTX4giugrTqwbgCLcAZHHmcPhTlyNMjiqvA9w44/zoWr7yVaMb4b5YNpuka2ZXezfIbKtpRclwrmD2oDG0nusiQdPiokHQ9GvKbZINpmnQJre7HiC1AnEocqAbhIt6yFuZDT0GKn1kV6OEcPyE+FD19vsGSq+3VQlPyWURYaHnlP7nVOOtnvKlFBopJSlR9+oO427oraA3ADbgwd5ETUT7V+PGju3XDZZnGIkwCcgLxA49lXH43WD7jFr/MybFGZuOyWo1gQ/NS1HD63auSC240kvOKFVAuaChp6HqrXEAcQ4kgv+Azo9NdGKQmNHMa3HkSeGOaDhQueT+MY7wzj12uNoyetgvEa73KJZg44hllEdpaIjZQ8QQ3HUoBG34/Tojb+IInFG/OADlgMcTxNCh4bXhgDyGx94k5OJTADmDgvWuj+K3zSexXDXrFZLZOz7OY1zmuohRo5mMIQ8te2PIfCTGjAtKAopW8+p+nTT9wfcNEmkuwILkwwJ4jBRy5UzLtJtpRC6RniNxDScQCFwbn7s1SpzzxlnOvlPzS9ivImM3jHoL90tbTFicU88GoQfaAZQHVNQ0stNA6IrX6Gg6iXMl1PGO7+xqHdJGkEZOJHE5pSY9ribE/U9HSZuQqn9IXH4UeHmhY+QE8X4JxBxXgMrKLsnGnIkVcduCI0J5u3pjNuTW5DzbitpI7fboCojUCvQ6NhljknQmR0gyKAAYk9aMzLG6K3aB4bYEITnhhywGHGlycdtcg8e5Tx9hfN+PybTKwm822+ohSmFpNIpZWtDDTv6YdBcPoTUdK2k6d2aJCrNQx6js5UG3uHXt0/gNLXlgCHkuacDgi0WPO2a4zzL5Z8Z5Pb7SxLsFmtcS1IY7RdVMlqdbU19vHCNpkRnwk90klKkn2qOpe/7e20njV2skF2A5uy6814Vnly/knjncW6I36GkHFdLTie1cRRKZf5HWLxIzDMs5za6i3G74dDh2XH59heuTEyVb5UiXCdgQYq4ribj+7uhQUtwMPNEoc01FakkbAXuKIWDAhRgeAHH8KtUTnkN0Fwdji1CcslPT+FLW/j7/k0sd9meRUfndNuRBbn3zLrLZJ8OOuTdJMqdNefLjNChhhK3C6hofoo3USdAOuYeeG30zIZbVrnyOkc06AQ5qopw/T0GdHtqtIXaiCxhEYcQ44ENCL29edeTw5xvinyRR5A+QeBoZfzm7MZJEOLRw0uFAt9iuvetyJaG0JbiNy46wEtp3EpJOgNOu6/a0Tbb5ekilXUGviLnfMSNLwueBXDHLPGqD5mL7m/Y+d2tCHho+VgITDicuPKoP41eYfPmB5ZkMbmzBI3H3CWJMXK0WtUaC8uIqS1e3UVjPSnFxm2YzUruFsAbBUDpnYdx22WXcdmvZWRyvYsIJx1iQkj/hc1SeqY0/ucE77e03BsaaWo8tHdTSgJ6qg5U6LjqZe3IeOZYq7NCyZAhqbGbDimmFxlkrYMdlO1bjKkKCgr8proOtx2Nux5DmtKYKmPbQx8jwjQ4hpHDLKiTyy5Y9MhoDUpCnkspU4FN70JUpArVakE0Pv/AF6kMja1hAAReVJ1KQ45hKVX5Ru45YWWbhZP2tnOZEvZBuaqOUhKUXA27GJSp0tLSQ1tWlSVGhqK9VfcbmWyu2eEUBVQflP9KjnyqyWtoy/tyJWfKRiMCAc07UHZjVGYNxbgnkHmXGTWVZrCvM+HdmHLhYjHbkNtIQ4FLZeUvahK1qKkuNNJJSQdyxTqLuhde7f9W5xdIxhxHPNE+Hqp2yjNncfTN/a1OOBzTmOa88qEb+TvCOJ8d8i7Jg3iO3cca5HtlmUu+23CZp/a7tcA2ApmfAbVIgzC4pJADrSiK+tdeqjHDcSW4jkCsfiAcwRmVOIHrFWGI2rpvEkA0tRT1OQA5541ffCv8kPDfif4xW7FOWsXuCuf48uUcow+BjsmC9MmL1F0ct5KkttLWlPcDY2rNVU16HX/AJd8eMPiLWNLExPXHV0HPjUN8BuJvDt1dda8QcFBOZdgiNRKIbx3uWdeQ/CmT8wW+5P4PLyu5SLlaWL+lyOiy2fcpxr7lxTKlqlPKJKWUj9NrbrWvV62OS4srKGOSR8krWIXZFwATLgDwAqt7jbappIzoDmuIHJvYeI68aHrI89ymFHmfuXL8G6ogSX4sh2P+4rQPtqtOOoCIO1aUrRt96epJ6tP9zvoh4jJJGYc1wqnNn26Wbw36TimIz4YVEMT8kcZhXZyHkeXTMnjutoYZjsRrqFMrQSklpyRFSyEmmqqV0oOnBvG4kI57nsPMp2UuVlhGwvbG4IDiGhPbmnLOixxexDl6VBtOASJ+PvTWkSJd5d76m20rI7akpZbaKnkpVoDQV/MD1KHmS6tWeNO57+AA7vqOJw51FtdsbuUgZatDQcSTw69Kp/yjx6H4ywrfIy3nO83O5XJfbZskWLLffCUqDi/0475WhLYO4qI2pJAp0PuvPlyDpTw3ZqpcexE/hRy08qN8Ux63yuIyDWgdpcVRPfQ/wCCeZfGuNtyXbpccnyVMloJEd+33FpxsqGzahTz6nNzql0AQADoOoY86XUjleXSN4cEPMKuPuqbJ5OneToGntLSMPZhxWmd8Z4RYuauHE8gzk3XjC2OB1+E88h2PKW0SVNJdbffbSoupSCSAAgnTXrHeaLtri9rS7UFIccR6xz6JUW28rxXMeoyOGkoNLQrk6HBBkvEFaDTkK44biyH3bJm2Y3x1MgtLdLKSkpYUoFbanLhsQ2kDQ0BJ/t1Ab5ukuTpc7Tx7pKjpiU9tEo/K7oYw4Nc4LjrQDqiBT7EqmbR5V2HBbnJZRaMlyByYyhJNxYYZjqpXeULFwW7T60IB9+mJvNF3AT4Yc+MgqHnP3kipH/xH6kB7iGFUGl34EZVcVv5RmZDgt+5pRhrsbH8BahzXo/2y0sXJy+XGFjyYwb79XGY7t2S6Tu3BTY9temf/kt06H6lzArRgNR4kAr+FYfLETbgbcyRQ4d52ChFICp8x+Fa6qYqjqoklYJApVNE+hJVrt3Cnrr69ECQSpzq6aiMKvXx38esu8g+QLbjOPW+Su1plM/vlxaZW4xGYU4EraCwntqdcFQPfrl33W+6G1fbPYJLuVzX76+M/TxDE6kwe4chmAUXDhVX83eZ7PyztpuLkuN1J3Y2NCuJOC4ZAc/ZW19idlw3xS4ZNnaciwI+N2gO3B/ehAelNMCrO9RSApAO5atQXCfYDrwZ9m/JW7fdz7jyeZN6L3WomM88hXSE7zmg5ANGfMnDEVwTy5td5vW8uubhZLiaRXHEqScGDiUVSuZ7K1PeQOT5vk75T5tyfNdW/j2OrmWjHHVnc2uHFeWt+Y36pCZT6fiR6hKSPXr9Dv8AiF5HF1uMvmeSLw7K3YBGCEQNGlicu6hPV3SrD9+d7j2LyxbeWLMgyuIDk6lEw4AqPUtRVh2OudNfccIckzFpaQAN61qcICQP6dexWaZLiR6950h+NcJljmbaxRMb3GRhTwAAzo6L0mLwlwDHhOFLGZcgrSD36MyYrElgqWXAr9RsxoTlR+X5OV64zEf/AJz59dI9y7Ft+S/K7S7IE4d94Un+loolbQyWG2OeWkXU2lzgCdQ1Dupx7jeGCPcaXJl1nkLcbkQFxpSVtqqh5QU2VEbd/opCtT6EU9+pf3G8j3W/XEV7YyxKBi12R7HYpw6CrD5R39m3skjuGPa8hARw9VYPALKq4X5US/NsS4cZNWoaarjIFKAoBISVJUNKUA6ifa37dWVtvjpN9iinexmDfmYT/USgV3Acs6I+d/MVz/aWy2Ej2SE4HJOgHAEZ86vGZguBy2iy9Y4/y1UvsoITU6g1R/rrUDru995D8nbjEYLzb7eSM8C0HPtFcktvNfmy1f4sN28dNRC++oe9wRgl1ISzbuylRIKmgkGlT6qBSafh1Srn7BfbTdHEf26INPENaD7kq0Qfd7zlto1OuXlw5k/ArUOvfjZisTdIhyXIjjKS4FFJU2lxB3JVWpJSk00HVF37/FT7cobizjMEoacQCQDzRcxVp2n79eapSI50kaXDkpHLL41fHDnNF2teNPYVa24r+SWqSpiOqY82wy6lo0ASp/4IDzKdwNfzAdednfbtljv0+1wylkATQ4lQS0I5hKYle9jwIFdYd5nLrSO7ma5ZGhztLdXrQeoHkQVwon5l9uGSLj3C6IZZmKgxm5LcZaS33EshZWghStvyV8v+HXuD7D20ln5KEMi6vGeuOGB04H1LXjb72XLLjzs90aEC3i4cwXY9ccK88pJS8wvekkooTqDRX+VKUqAdB13VjlCLXIYDqjc1Ci0RPAOcxrHcb5j6otrmuZM21GDs8pDsQNtutPtBKkLD8d9DwUUVbo4kGtKjqHuFtHfeGC9zfCJKN4nD1KOeOBIrkn3V8uT39lb7ux9xELMkpHk9SCCeLXAhA4L3ScKcFxnyR41YJ4Nc8ePGW+OFsy/mnkR25KxDln9nx6SWJM9mGrGsjuORzHm8txq68YS2Xn4TFsSuPPLyUOUC3z15+84+RfuTv/3o2LzzsnmF9n5L28R+PZ+JK0pG53jxshaDDO2+YWskdMQ6INJaqMFdR+1X+Sv2n8u/Zre/KnmjaHT+ebqOeOFwgikZKZmBtvLJPI4SQfRSa5GsYxwe5zflcXOCl5uH5BjTzlxiLU6zGVveaUD8m60UKjQkj/iNKdek2XEVw3w3hFy9OFcVtvMW0b3GLO4AbI8IDyPD09tE14t87z8FzP8AY0X6ZAxPOHYVvvkAvEwW5inEohXFyMsKbD8R5YSSB8mlKSdCOuRfePyBYecPKc0klvHJu1nG98L9KuAAJc0HkQFA/qAPOunfavzTuvkDzba6nuGxXU7IblinSWlwEcyZaonFS7+gvBqa+e/Fuf5G3bcAtkWHb7Zm0q3yJN8LcZNtbgh5T0qY866oJbYo2pACKFJ0UBTr5GeZdyjbAdrDz4ge5r25dQceYxw619YPLW1ymZ24ENAeBocSq495OrT7iDXz4pcmXqH/ALo8esGxaxyIfGthQleQMMNPRxdS6llpLUllxaHVublKJJ2qB9qdVKzt4biVkb9aRaVPAhcvZjV2uXSRyvc8sQOAwwUpiT6YVT+N+KfO/Jdyzaw8k8x2OfheSXu+vHFax91ujuyVJjsSZLJ7y4cRCSsIX8So69V/bN1h3LdbgSscYi9xDeJAcgBPUBE960RuLOaztWAPa4oChVAvAcePxWlackcfcq+B3LV7mYhnt9uGGTLo/JgNY7dJbSISt6WA2zGakfaxkuEjaKlKgdR7dL3faoLyGSWVjTaveoDgrmA4ALmnBD2il2klvFKxgDXT6UUAtUjE9paOPKsl45+OfNHnjzZOye3OSJ0lmTBkXKbeVPv9vbI/6JdQlDURDJSTsQKKJr7k9VWe923y+6L6oFtu46WhoXHmmaLREukunPjhLRI1uo6jwyAHNfdTDPI3wRt3jLzFxtnUq5RWp9+tYtNzRJCU7ZKVocSG99EKCHEqKBX8vUvaN0h3B6RZseO8c9IOCn8OFMkuajiACWnu5IUTjz4Y5VlZXPdsseX2Diq+uPszZ4eXbpcx3aw5FcSVIVGCCQUtIHyBUVhJ9BXWzzQW736nACQnHr160MtZpWMaxFamB5f6T7KNHCefeTcBXb7liJbmQLLKYeulqEttDF1gx2t6xFc2FALrSdAVe1FevUSXabdpJjCOJ4cOeeZrfjTyPGJanLD2+urgY/kyhZNyXbcURhzzMe525iM69LWlKHJkxlxTy1w9qJEddveTsLdSHPWgT10nybZbZb23hvdKbl8ncKBE4tPrGZw5Vz7zfLuZn1ReGLdjO+0nFT+pUx6AeukuclWO68Q+TEvlfJkD9uy3Kmb79qkUDSJlwKVFDeiFFhCQraPatK+9i8ztMYkuXLomLR/zJl7szVf8tyM1xQlC6Fz3FMyx3EcMFyzqzLx5Q5jjHMkW62+xwV8V5bGcbvqWU13ILgYClMq3NpU4ySQAQEmoNKnrnhv8GxSRnSOPEHrwq+SRRQn6lj1lKEs4EcwOY4VL+LfJS38RcirtvF1jmXa05RkESUi2w0qkQmHH5CVuOMKCu3DeShxfdSRoB+HUiSZsjACQgB1EjA/kOtErC/22C1e7w3vmXu9vDtx4JRK+fXE8rPsl455IukSXNjS7a227bkp+8jM/coRJYeMZhtxD7xH6YeVUIJFAASeoLJ9VuBGn7byD68V9VM7hczunBPd8SPDoRn0RD20G3M914avVqs1mtf7dg8/FoqGboyl+Oh0uJYDX27i4pQ1KfccIcWAXCj1JB0Ezbm6Q43DiVKgnh0oKbe5ErJGNAboxxCuOYcmaELWM8a/IbM+FHmoGD3m+twLtNnsvSsfVHpJRLLbctSEqaeUYrzTYDzPo6KaVqej9rustrbutmd6FVRAi54ceuFN3ezsu3ieRzmSLm0kHJAfzXhnRec18++KXJmKPYF5PXZGP2XLnFPXOdd/v3oS5s1Co7yLjMjocftsh3d3FLUjY2dKgCvSHPtb2Xx5Wxq0r+5ljmDzXjklatbJ1p+243D43J/tA6gRiCoK5HketB/lH8TuK5dxxLuXivzbZc1xlyO4/ZLJe7rFvcL7cpCobFtyGA8863RPwQl0qIHqB1Mvdu28DwpI5LMvbgcZYiehGICZISE60Wjl3LQZLeSG8hacsIpmNHA/pcRxLg3jS8uPeEfJHiLKb/wAR59w1nqoj6JHbuFpskzIMfKRXY81dYLT0VtNNf1O2dB1Gttk3hkZETPHhae4+MhzSDigxDg5cwRhSJN62vxvDnkdb3LsSyVpYQnHi0tIycDjyoLs/tV54i5LTIQJdvk267Ge02tlcSSGi8FvRnWXQhxugrQEa9Q5zNZ3hkkYWSLi1wT/iCH40QiS9tdDXhwOIc0rgqtNPk8PuZrdksCzsttquEK8Qy+tpDqFFl51AZmx3Cohvar1ofcjqW0CcOjBR7ArT/pOKHqDQaZYbhrpArZD3ssHjiO3iMENFQm2T8Ws/I9+t6nrY1Yltz4T7Drjs0w2kLdW08y924zrfZVrt1SoJ/wAT041zQ5rXIVOPSnZGOMMiEhwGHXtHL41T3L0GF5N+L8fIMXvRnXa1x5LrsiNWVPHZUpDsZBXukNM11JBKQFaUp0thaydwaqIo5pj6CoMJfobKRg5MDg0kDHDPMKhobvDbkWTj+NqwnNYC7wbBcWrbEjtt/dij9w7jDIGqty0JSVip20Pv10by7fSXO1m1keksIRpGRa4EjsI41SfM8ELLo3UQLY3uLiOK4Ar+FPx8crrj+SXqVY8saiQIuVW2RaYsCS4IwJW4+mAxGUsA94NJqEGtQFaEpoedeZ9Xis8NS5hOI9WPtox5Y7movw8QAIepy9mNLEtPhHJ4X87M2l4y26/jWYONXu3oKJCwia448l2KYqQoNyQnarftqtNFEBZI6i7aj5jctwEiFwzRw/hiTlVxjkZFE6BrgoDgAeXQ/EVl/KG73e08hWbB4MJ1V6aS79yw3He+6b7qClbjiFJbdWmQQAgpQN66I9T0/e957Q0EuJT25e2g88LJPnyYxTyTP3ZnkKtvh3jDmrxG5O4l5w5Z4xVLx4XqLcbVarncYUgyZAiuvqt13DIkDHshTAdVIi/cJUEPtAfmQQKzvk7bO38fU2TwnOa4Md3mOLS1FRA8YoQoUELUvb7eaaeNr4nRiUNfH4je5I1pDkIVdJwJBAdpIciU8DjvnXGPJrOHsrs+IT8bt+PWl+xsKv8AKt8jI7wt2QZjsi4qtdIiIURZKI7dVn8xJBNOq5ts7J7UOiEjWAkDWmrrkSg6LVq3KSQ3b5y1rH6G4Nx54koFdimSJV3zMbsL5bVIt0Z5bKtzZc+W0ge24k1HRJHEKMaG+NMcdR91fCrfCFKQ41Eim3adAk+lN1NBr0kgpiqVrxpv6iteNyJb01H2kddd1aIoaeoqup0P063pJC1hlmOJca8qmIVCPs4wJ9aNp/oKkgih60lI8R+Wop215VtRB/8Ay0auo0ZQqp9DU09yPQdK0EjDKtl8h/Uaj9wjxw6HUxoxeBNF9lkKGnpu2H0On4U62xpzIw61oOeeJ9pqH3JakIWSpsVrQ/AFAA1KRsB1P406dLGuCZUl7iApJTtoPPJXMv8AbWIyJsdxpK0k/IhKQhSgO3Q0qNxNQTpXqk+cvPPl3yJYi+8wyiK3JRT/AFHIHkvCj+w7Dum+yeHtzVeoVeXEjsoU+EOSJOUvthx7vLbeIISqoS4j5LboPka/m0/4+nQDyf8Acry557kL9hdrbGdLkKjV/TwxTHL10S3ry1umws0X6qQo7OY9eFMnxe6POsRf1HKhKNpNTQU0rXTWopTrpKCqeXF6F2JFXPapjygklRK/iDUn00oQTqdtNa16xErCrzjjUxjTnACSaJ3Jqo7q0Gik7QdB7g+lesrRaAUrJpuCakEkitNyjSg+oV9frTraceNK1d3T6Cu0zkEAhRCgCNFEAiv1HuT69apKCupUz0otQ9d34mnr66mnWVpBWGvt5/a7bJmqXRqOjepalEUKhtG78D79LawONacQ0FxyAoMWc5byPkVlxiUShEiTFJSTt7rWlVeoq2D/AHBr0+8aGlpTOtNc9zS4ZEKOo/KjEtsjbGaKilZDSSonU6CmhNAoEfh1FpfWsomcyBVQqQNRu1r6AhXpUelD69Z2VsYmgg/kHS7cfHDLGbe+hid9lILZVoncalugNK0WAadSbJRMT+lD8Kgbw3Tatav62k+2taHh3EMzyzPuLcWmOi4TrvmVnhyZLKCt1m1urKZ8htoAqQrt0SCkAjcTpTojtrGXO5wxt1CLUrujW4uPuT10Nup2WVi+Q6TOMuricB1Iz6pW1hzbwTjnFHCD18t0iDGfj2COm5MoeeWoNvR0xWne65VLjxUsVA0NaA1B6n3N2Zi+JrSGKdOHBcqkzwBlsJge+4DVipU8a1veduPseyLDWItofkxspMhFWIqgkqCZKpMdGpKWnHECiFGhKVdGNquJzZTWUZWHSCEzDlXunqmPCq1O+Nl3FcyJqBxJ5Jgo6dKbv4g8eN8r+PLGKTre02LPDbalJ+yciAvpbHfcmFxSvuZSVCm5BCSadSN7lMrYygA0AYhMR8evCiOxSRMjJLnYOcQmOBK8Rll8KplUPm3jzKbfx7hmLJyTGHLy8ub2VwGICTIUqKxb35DwcfadZNXHAhBNEf6wjYDxAJoyGtaoeDg3p+VSH7qyW38YPCucjmHBxAUahzC8Bj6qPFX8VWGeRXH93kcpQWsjRkDbFqmIjRXYNis9rQyhcq3Wd0Ptz5zsV7ep5wra77xoAE6dMDcrWxLbVzWva1xJ8Qd15OYDeAIwUmnRt898yS6a5zfEQAREgsa3IucoVwxKNGWWNRK18e+EvgdnVj4gwSy45FyG1YmzeJkJCbYLlb7dTsxpV1iW1tb8ORdO2pbDbwaK01UApIBOrue5vbJk0obBC5xEbQNLNLSh0tAGAOGpMURTU+3+mtrw2lulw+FrS92b9TwqOdiSUxRxVq4otCteufuO+afLfBImF2VDbSbg21MXLtrzKXVRNzgc+3Pb3o2ioVUpqBpXqC6aKO2kga4Pdo4A/imXA07JHJLLHM5hYzWGoSpKk8FPYasPyl8jrjxPzJYn8eh2u5O2aDb1vNSrcZcgMPO0lNhxlbXaaDZ0SASCBqfTrNs2v6jbdTsA8u93wrV3cSt3R7WAaWBuJ5hSR+VRfnqxuc1xcf5Lzuzt2S4y4aUW1i3rSmQVJ+bpcdQkqciPJUk7T8kH1pTqsm4NlcH6YtJaRwUdPXUye2+uHjTgsD2oEOJB9MKCuyJGJZSxklijTJ2RWO4sOWiKqK7KZU49IQw13k1S000ptSxRSk7taGuoi3O+31zMPELTIHcBz59D6qnWmx2MEREQeGkZrkg+I99WjztI4v5n5q4YwjlO9W2Ne8qgzI6bPCuIlRYrby2W4lJEva6qQ+tKh26fCtdKdCt2uvAgkmYGudGwlFwx4E9act4kDC/UBqBKjSceI6czS3/LX+MyVwB5M4U9i0trNIHKWTQhIx2It9BsdgnlzbHlGOUKcjR3kpUUmqVmm6vWvt9uNv5i3mK2kiIjY5gl1KjmkkHEerrz40je2SbXZPcHuMj9RYAFIUgkdg64J1o2f44uOcM8feRvIrEXs4sWOzs6Z2WXGZDsaPMS7KtP28x8JdeC++zNZCtqUGqNR1120t7ew3O5221a4xOd4gHIhpBAGelApPCqncym4jbeSuaHEhmGC8RnxPAcaD/zU4r5gs2E3nj5jlnGL/Zb3mD10j2xtiMZ0Z1+QHm2VJS4gITNZR+oVEVpoCeuAbjND/8AKbhjoHmdjiQRxx7oXpwXOuj7dEf7BHGZGiMtQ8QnHDMfhjWwH4tcLXlHBfF1z5FusSNJgYtblJVJldhpUVMZlxhbjbilPEraoACUpSEjrqsNyDA3QHBxY0lccUxX11QJ4HOkR5aMSFwAIBw0jkRkeVW9kuQcNxGZEB/MbAl7YqO6S6yRUGlEFLuigRr0uO5CEPd6qZ8ByhFDV7KRp58cU41yNkVgRYuR41qaedahoXCmpZUp99QQ32gteoWpYAKB8Va+vVa8w29rcBjpjpB4BwGXtqz7He3NsHtY0FP1Icuo/HjwonfFTxOHjCq22zMLhHvEzO7EuXi2TzVLdnRJkyPvdREfdAVvfKv1j67genvL0u3ysft0J1sj7wVSVXPHPEFEUJULfJ7ll1HeyK18zUGCAgDL/SEwPxq8PHPx54Zh8s51yzkXHy4WR4O65NueY5CltRlqjoU4X25Cz2H2QBUBI2oFK66dAt7hNvIA4u0ueTjzXhRjbbkTwhwaG6ACScQuWHQcFxpVvIlnw/z/APNPIZeN4haW8Vxm4N2iZeokRlP7m3b5NFb1hCatKcb3U+mh0NOoVm1pc5kh1AOU8lzIHDt4VJku5Y1c06XHAHiW/wBR59OlFL5rc1Yf4/cNM8JYHdIdnvqbUIMVEV5LK20obS24ohptay44okqoBtAp69Fxe28EhknCpw6nJegoTNYz7g10biW+I35hjpYDl2u4cs61753N2XsSXrJIuxQ2pKQtxszdrwWqpeBUPyvFRPseiUO6RyRhz42krzdw49nSgsmwW9rNm4lqZhpw5FB7aszCsAzLP5+Pw7LkK0TLrLZTHYa+8KlILo7hUBRaQkGiz6enW5dygCftqfYFXhxTjRMWsTWKGsCj+kdntrZNwuBjfijwEL5k05sXG32ZMiVMe2tSpEwshYbYQsqdKGl0CakqJ6E3N612qV+EbQnMehp2z2+G0HgQoXH5icFdnpHTpWu7zbyZknPuf3rMLy6sxnpDibbEdKiiDCQ4ew20gqKUl1J3uEGtT0ABfNJ45JXgvAL+Puyo7bxiCJf/AHHIT0wRB2UQvg94ivc3ciMZNkDRY45w+Qm4XCbIRSHPVHO90F1XwcjMbaA1+StR6dE4I9LfHd8y90czzJ5D31GvJ5Hsdbx6iAW6zyx+TtcMxwGNXf5/eabF4fm+PnCEgW3GsMidq63m2uNpbbEZKWjFSGloSp97bok0oRU09xu4XwiaYGf7jhj0B/McM6fstv8AFeHyd2MHIFOwYcOZ9VJ1sGeZZk82PAud4u7iJL7jRWW2wVqQoJ3LQhz/ACGtP79A7Sd0k7Y1Aaeyj0rWRt8UKXDmSfQUcXBPi9J5fzizWdp65yGmJUZ26yyyjY00FBSUbqqQFFIoR7DU9WiC38c6HOIjTHDPp20Bu9wLSY2hJHDPlzJPBKe7esd4pxi1Yd4sdm3Jm8lQrra/29stBxZx/HLnlJkPpHzKkvWJKgT70/DogWtAESDHBEGSfl+dB9UIHiO1KcQgxTjIR04DrSGnv4xOQ7VKQMpy62wraFpEpTQajHZ/8wh5xZQEpSCT6Gnp14a3L/OjZhbSO2raX/WIQ0ufqAdwVvTND2VzO/8AvPZxwO+jspTckEDW4Bo5FQDlmnHtpoPj5dODfGbGP9r4xItS7w20EXC+/dM9pt7aC52H1UdfkKCT8joK09euAbLB9xPv/wCbnXd14z4ZJMVwawLwGQQHEnIZLXOLIb95x3V+43muSRzkVe4xv9LAfjgaWP8AyCeUfJ3OUqXxNxDCuBsK3FMX/It32sYtuDY5FiO7tzjjiDRZFdiT61PX1K+1v272vyTtMHl3bWPlc4jxdDSfGeMgvCIHF3F1eh/Lu1bf5Y2t1zNJDHdacHk/IOgOOocOuNCzwr48XHDMTuT2U3eDb0PMFy4PxkrdU0l1NSFPLDbLCENCvyPp19avtR5qg8o+SW7fttlLLePYVccGueilNCk4n5eASvK33LdP5m8yx3HisFrG8J8zkaCgJUNA1ISFOPrqT4rc/H7je6Rby++7nV8ts8SmYKW1zozzzS96EjZSIDupTeVBKhQ6dadd/cDzRG6GNjbGymBBTuEg54lZCDxAAUZVKZb2NtHqnc572jAkIAgwRuDMMxqJx41BvIW45z5OTpVxQw5h8FuG1AszCXilUWGjVcqQ9RpKrjJBG9QAAoEjQa220+1d2/ynNsFjcvgvLlvfuG90gkIPDBUtDB8q5nF3KhFv9xNl2DeYru5jZcQxE/t/PqdxLsMV44IAABkpqKx8YnHMfi2jIcwhPLilJclOyEqdKQAlQVuVqpSvzf8ADo5tHlD/AOO7DHte9bk2V0SLLI4BxQJipGfHBOVD9188Det4k3HZ9tlYyRUYGkNHJOg4e+vWw9xxhTz1x/3QxNXs2qaaVvVvIO4AIClJFDUfXoXL5/8Atj5F8Tcr7ebQho0lrXhzl5ABTj66xu3+ffNzWWEO2ytU4EtKe0oPaa/jfNnFSllM2XJSkKA+KHyd3odNg1NOoNr/AJP/AGWmek+6eG3h3HketGhKlSfZr7nsatva97rp/OpnB5W4hnUYjX/7FRABU+S2tNQKg19vwFQer7tH3x+zm6dyy3yzDymD3Bh9hQ+mVVS/+2f3Q29Zbvb5JB0aSPTtyqSvotWRx1nHr/Buqi0rbHS42SoJBqQAdajroJu9u3u21bTcwXDCD8j2u4dCarMTr/ZZgN4tJbcB2LiDhVb2jjkxVS7pd7RIjdl1byZkVS0rShJ3qXubG4gUqPxPVKh8i7ZcMkm3i0a52okEZpzUY/jV4u/PEmqK22i6BlIADThjkg+FW7x/yDhmRfeWWwzy7Otm9qWiQtZkKdSonavuALKwlOgGgrTo55K8yeUN2M+y+WJYzLZPLJYm/NG8ZhwOK8VNUDzt5R83bU+Le9/ieILzvsendc04agciFwXpVjqfLrdVr+KHCPSldxJWlJHqEkUPtTroKoKooi0P7oxI/ktUxfcvuOMZpbLjbnlocivIUUoUpI2hQJBAPyFR6kdVPctyksd3jcCfDycByrpO1eXrPfPLU9neNBZI0hTjjTacI8hMLvOMWIOyZDF0ERsT1TAUoDoQAuql1SvcqtKe3R82Us0pmi0GJ3yhcefur5++aPtD5l23fLrQxj7HxD4YZmi4ZYhOtGpnfAmYYfxHx5zHkkewKwjluE05YVQ7j3p7Ee5QpU61Py2Sy0w63cIkN1aTHce7WyjmwkA0LYvuDsW/ebNx8nbeZ/7xtTiJdTEYSxzWyBpUlWOc0HU1upVZqC0/5i+0fm3yZ5R23zrdzwG2vXMc2JjnGaMPD3ReK1zA0a2xvKNc4tRHgEilhXuzTcfyO6xI6iBEe+5iBBUhTzLyiohpQoStBIKQNSQKddWErXxjUFaRj/H8a6LtW6QbptFvdPwe8aXH+lzcieXU8KO7yidzryc4m8Yp2LXb/ZkqFjlytua3WQ88hietCW4Dr4dPwMpd1t8hBa212ug16+K3+RPleLyX9x7zb2hz7N9xK5iBGtY93iRg8+45Bxwr6+/ZDzG7zL5Dtr2V7TObeLURi55Y0xSlOH7jVXIigGwTn5rwMv8AyDxtmbLz0vN7f37Zme5avvJH2jzbELsttFz7hTi97a91FEjUEdc32i+29tq5zg5znKQE/WGo1p4opz5V0W7triW7Aa4BulpBIXDVi4f6kw9lYXwds2fck8hZzy/lnKV6g4S0zKjyId8uEuBb0x0OF5xmPFc7fdU0yqoUVAqURqeq/tbbi2vDGYv/AGxiBgXE4gcxxJ5UVuGxyxeLE5GseQSuKJxJyKEUVfLth8VLFHx+Be13bJk3Ke/PiBo3C6wJzstL8hLHeYRIIecU4lQC9EbdQB1N3iKaTb/p3hjI5ZgCOJLceahOBqNY+CLpsrHOe6FjnNQqBqwKjjQy+O/nbnv8f/Jtxh3XiV2bgma3p9+xZE6yiLITAhLQEtSm0htK3lRloAPpVNeqF5h8otvfDmD3x3AGAOIKYBCuBPvopb3UpcsWhzA5VHXMYYn8K6f5QPPqJ5iXvjSDgFsvdmk2xwS3TGP6yX5jSKx5AiKdVIe3ehSNqG9Sa6CF5f23ctnY5s72mSSTDSiBpHH+NF7t1g9glIQtary44E8A0dMjxNDXyZxVzlJvnj9yXf7fco+JoejtKuSYT0Vaw9EDCXluVUuRRRKVE0NDWmnVpPhtkdASPFjJUKpC8vw6UK1Auikaf2n8eB4U3/F7lCg4wLM/cWYUua1HEeO+G2XjWKlCW2SVblbqq3HQKOtadWGTANJ/pHwqFG5XuIQ944VHZ/F2TpzPHeQLPGgTEoTFS+6uiH0ltlbW94poiqxT5eun4dG9l3W3sHATkgtfqGCj+fSgG+bXdbkHC2aC1zNJxAOfXh8KhHkzx9nnJ99xi2Xq2lpDsCE1b5DBS9UFSR3QUgUS0ulCSTTq37pvO3b1Yshjf32yglAnBAi819VU2z2Tc9puw6eNHvicBioRVGXJFPuozuUPHaBxX4u4C3mHFlzTJZabt7eV22A1PtlrmSDuaj3ScihjTrms1YU7+m4uqQsrojoHFaxyF4YQ6BqqMyPx9aJRZ1yrIGyxaJ5PleQmsgYjMgqMWtzTLI0H/DXiryflF6dy6xx28XhWxbE+3/chpp0qC1oCHmtpStL7BqpJPuD69NRbNPOHAt/ZOBBXI8O1PZWXO6Wdm4RucGvzCYpp5Y86bpaeFs/5l4hjcZXvJEWjIofctq7+1CjwFphNkGIbawoqafjISohe7VXoekO2i0sr1rJWudavahDShJyJBKpwqXb7s6+sHC1kZ48bl1ORzW9owx6LhxpbXkd/6d6VmjUjLrd5NZjKvq2Vl2HJVb2bWXXaOKLMeK4lDDAIA2ncdNT0dG3eWr5wZML6F4CAseNOHHSlMncb6z/fkks3xDErGNXqdqJQ9Kobx14Qj+KXK+I8dcn3c5DBtMxKJkh/sPkNN747chxTaatx3iaiuu78Oo9zZwRSGO2PcTDUgx5nLh0opabg6e2EoxxGIHD+kDHKnn5v4Cfxy8n4XcM6zuzWLJ77ksBDaJM+4zrg62640FJbt1ngr+3YUFAJCg3X0qel291PBI2E21ubduBc5geXDmS5VXlQm/k2xHzz3cxnc/8A22SOY0O/4Wog540tjhrwOwfxe5YumbcT5BlmK4ohD1w/ZrUzd1wZLJdLjcOZbJshdtMftpKtpQohNR7DoszcdvhtjbW7PDa7AsAGgDmAq9gABFVma7bcXAnT/qG/r1ODyBwxPy9KZJwp56cP5HybG4xbsmNT7m867BlTFtNWaQl5na24DEc3xZQWCSdqkV101p1CuNqbNE+SCV5lYzUjVOAzTiUovab3dRljXQxutnu0qfjxHrKVmvKb+Mbwz8wb+9ccgxWzWTOZ8Mm13+0NiFMcLre2VGRDZLcSa843Qp3JKyoVSKg1bg3W4jtWxbhEy6ga/EuAMgacEEhBIHQrU36e0+tElnK+2nc0gBpIiJP6iwEAkZhD6s6QRhn8X/lX4Q82ycUt9xsnJnEFxvcyTiuRBqRa7w1Ye+6tdtvttWt5tNzt0Up3LZX23VoBoCdvUqz2mCRjrjbbgPtgTpZINMjGuxDXEEteWlQHBFHAFaZv988DTbbtAWXKNJkiOpj3DAvChrmh2BLTq0lUJCU43mDxcyrLvGx224xDhz8hvNrbU6yy3KiyXJTza0RHW30hDimw0rYpPoUkg16HTWn/AFEkQe3xGjDgAe386ks3Vstu18bX6JXaSc8DgSgx4YJSVfHODnfjpnua+Omecd5lFt8uPJkwZ8O13G6Q3WZ6V/dtRJjEdSElL61hSNyVgBP93LO2nhc2WaN7oTpIezvNGPtzz5Z0u9lsmSG0ZI0SfNpedJ+VFxq8OGPDHkWJyZKzvFMOvUjEGbiqXLcct86NaorEpRe3BMtll2Tc2/kVFCKitPp10D6bbrMeMHxQzSMPcDsDxVoXA8z6q59Pd3l7CYoGPnhjcSHBpLgMu85AEwwRedGplczDcLDOT8hXY4/LtExMS0xUVYjvOje9CLgqVhwEfpugfFzUkGo6555jLopmCFNBaVPLnR3y0GSMk8Y4h7S3qeX8PXTSPFmHiPKv7JyJEssi4z3rdBWlclpZnrYDCip2c8+AF7tFdwE1SuorXQPHdOgtzGHBkZGJyQ51bXQiS5E0YLnDEADPt6Cla/yf8fOWTyOxPkHC7K8X0Wly2ZDAbcebWk9/7yHdW322y43IhOs6VSU1PtQHp+4uBHawFR4quxXMAgg9v8Kgt793cNQ6XMy5E5joEqnrx5acv+R1utuMcoXbH02PCi1eXzjti/a7jk17jMG3x7rkbjkl5Ei4RYrqkhtlLLS3nVvKQVr0q3miYssWtYxjWyvV6D5nDEErkikoMCcelFdhluri+Y27mfKyBiRqGjSD3SpaBrJADdTsQ3BONXh4w8tXTDcpjybIt79hu0hyHPEnQx34jyEpSihUgJfZXqFGu8eutOh/lfRM10Lx3Hak6OH4Oo5vpdFA27hKI4BwPFpz9bc+ynVN3YzY7EqOqqJLDT6UH8yUuoS4UKA1BqqtD7dHNAAQ8qDv1MyOHuQ+mVf37mR9T/8ACDpp/c6H/wAR0nQ0Z5UnW7Ja4H1gncmoprT1BOnpr6nrSY4Glsc6upx71NABrT2p6D+w0r+NekaBTalV415nJASAaigpt0qR+IA/N8usDQq07qRqnOo/Oc3VJVUnbuNNK7SK7ifyn39ulrWxI01CboCdx09DooaAflACj7JH/wCbrVNEl2J50s3zsym2WPChFlOpbceqgBXxUor/AClIoK10/oPp14x/zGH1Hlm2tG4yOlYg5nUvuSu5/Z0eHcyvOQaT6gcf5UCvhffCvJJ7S5XeaU/RsdwLCO5VVW6pKgsDTTT+/XLf8V7g2Pm2ezerWyRNQcFRCQOBIGdWr7nw/UbOybNzHEL0OKdi073FJKVMx0dwJSUoVXVPxruTXdVSVnr6IsUgc680vGl2OAq8rU4TtAIV6q1P5gANCAampFDTpbs6SKmceQAmpoCQQqlSaU+Ka19f/b1rSa3Xsb2OE1VWtdK/lJoDQCgBPv1vFKyvUI409dfWhqSmmvp+UU6zUayvlbBH+dPTSpooA6gGtAQfT36xVwrKxl6t8e4W2Zb5av0ZTRQ6mtDs0Kae2hT69ba5CCOFJc0OYWHIhKXnEt8HG+Zk2K3OrcYLrjvxqE1fcO5TqVknu6ipGh06lOaXsMjkQlT20lrww+E3EDu0fVsCRHbBUVK2hKxU+wGh9hr/APcOobsDTi1kSgrUlLYLjrjiGmm0iu5xRCUISDQ1KiNesbmgrR91Uj/IDxCiL4j5rf5tyeiy2bSh/cp1Lcdx2QtCPsWGinuF5KVEpWCSFJqQB0Q20h94YgMA0lc+HKoG+MfDtrZzjqkaE5Kcx1CVre+DEVNo8keMI0a4/u0idOlQWVSnFOBHfaG55935bQEjRQFUmvt0X2YF24KW6VheOXD+FV3epUs2EY6biM48iU91Pw84MpuON4ZbseySdd5ltvq4zUdiNIdMOGgbWJDjMcf9WR2XCUrUSECu2h16xsf1NwxsA4OJ4ZUQ8TwLN4uMT4jeqA5Dp6Ghn43z3xj4pZEzL8JevPbt0dtV0NnauH2rUUF0TJglkKcS8ggFSCVH30FOi4imjja2ye2J2ngO8e13GmLOG3jke+8idMDkFGHYOzOuuZ5hWnH4d0f8d7NCg2e8rUXUORHoCYYludxK+38u66Fmo+O0+5oerJtttBuDf/ukPGdGnTFOI4UD3Iy2tw4WC20b1CZ4clyoVonkZyrjOSXa+OyYL10vEpbwlLa7KGp7qT3JMdpCHG0uN1ASCDUemvoSvbS3fGGaAG58cUyHqoVDA9sawzSawCDkuJXP302zEP5fLlhfjjaeNIPDD6uUomMuWOLmU3ILe5gSZKt4RkUmxIYOTSblsdLio3cQ2t8auhJPVOd5Nhut6G5XMy2IdqMQBDif6dS6Qzqip7QetvOm4Wmxf2S1gjF4mkXJIOC4u8NATInN2lcelJ3w3CsYmch8k8uZFkFyyblXkGQu7ZFebr+giRI7BbYaQwFrYixorCQ1GZBolIpXqT5mhaXMncTqTSEwaAMGtAGTQMvaca15VnfbGS3hwaVc4kq9xcVc4uwUk58a9vhvYU3XzGhOuBLzdotd0uRUQtKmSgKQkrG9YLZP1JqdeqJcd2N7jlp/Gugwk+JBGQhc8p6gSvqqXc8Z7x3kXP8AldslXa2PzTkMKw9kOrU5HcLrTKFLSKNgNuOVNNE/mPuerZYtt4driie8avDU8D3sf5VSdwurx1/PPCHeF4pA4qiAe3iKMfnDBrzh+KYxapN5Zktftu1jYtK0RVMoQHWi5sR3e8hQG5IA9tOucXWhziY1H7mfMcKv0Gtvhtl7yMBQeyg7ssfNxinIbWNYzFvDEZu4Snb85I+zkW2UmG2+qHEjkn93k29hhLgFUpaSr3NB0KD3skIaAmpVVM+HX0FFYi0xkO+XFUGQ4Y8FpLnlJxB5SYnlGBeUU+RdMhkxL5DkWm87XHoFoiMrZmpKxGG2M3EQmiFpAClfmBBPTEkkV4+Szc9rnhiPbhkcwnvCY0xBM2NrS8AguKKpHZ1B6p7avDgTnjnrO/M3h3kfP71JyXF89tsfGoynFm8Jx7tSo8xEiMtmkJMmWltYc+NUJ0rTq4+TvLDNhuoJY2u/t8sT3tfqVXZt1H2gNzSgfmHcYb2CVuVwXCNwAIwHLmhRTkatzzfwbjHi/wAqcj5fs1tvozHFLPIuza9jse1Tw80tlS1vKIjB6G2/uSANytR6jqT5h3q42DzRDubG63AOBYvzNcC1D0GonrTGxbdb7rt81qqStc3S48CBqy4qiE/pOVDLwjgF8585Et3JeXOXFvEclvDN8md+TMW1AlREmIw4+S87FiIcjJKzRNE/StOqw+4sb+9kuLwlgl7wCAYj5QvLiQKsc8c1pYRstmJhpUFUGbs8ych21sNYZb75m8CwQ5d5m3Dj21sR7ba2X7ktiCtqMBHC3XQtkyQ2hCQkqCqjqexjXgHWTHngc+A9VAoITK7U9oA5lMPXwTCrtv8AxLxZa4kFidYLc6LoVtQJBhPqZnSWEEutQpTjKWpklGpPbUqmv0NCUUMDsS0hvv7afcAoGB548vT1UOfFHj9xZkfPcpMyyxJVtx3/AO1YiFVdaakpV3FqUxI3fbn407e2tRUHqneYS1jXNaAhIGWY/BeNF7OKPW17QQ52JClAmRTI9KonyVyryc5V8ysIsXHWBXi38RcUBcpd2fZDUS5pjNq7jMXZVdC0CQADVQTXqu7Re/2298QPAYUJKLpAyAz+YnHJMqfvIPr4CrXFyo0cDzIPBPeVqhfLDy7zG545yPgPFVtyBN1vvbxW+PRocwCLdZCG4TjbshCEsxXFn/qBPuKnTq5bu2TcrNk8Y77kIaMSnbwBzKcKEbWIoXmOf/bGBKpqTkOQyU5k1aPj7hGN+BniTdOTM0LTeaXi1vXSW/IX/wBw5c5qFOJG5YLm8lY2gVrp9OhVjZGMeEwklxU8lP4Jzp7c7qEOkudTVQNb25NaBWttyvn2Y80cg3/kTJrxIU7eLk9NiQVSHVswrehwmHHolIAUWzVzbQFR6MOs43D9sgNA4hfRagW13cxRllwCZnYngh5DH9OQPHGo8iM7cp7PddbdnPuMsR2GW3nXHz8O22hKGvzLSn09/bpuG0ZGPDZgxTUe8uZ5CXuKyIBlmnHDDpWx/wDx++NDGL4tF5c5CitwltQhJtjMlICI0VJ7ocIdASVUGv4kVGnUKVg8VwIKsQY5cynaqVPtXa4myuJCtw5Z5uHPD1UF/wDIV5O3LmPMP9h4hNcaw/GpTjUpMd1Qany46zv2Fo0dYaH19VafXoHcTPle5ijQCAExCce0/DKi9pECBMmBCBcyVxd0XLmaFzgLinMOb8+suAYvCkqYkyWBfLi20tSYkFSwHKvbTseeANDpQA16dtoS9yLpaBj2dOvKnbmbwmaY08Zw7oPxPQU2zzN5nx/wv4Ltnj9xH9s3ml8tyYV3mxk951h91gCQ68tpSXG22U60UdVGnStxvRbwI1dZwA/P4mo9vaumuRDHg0kueTy4oOZww5VroQLddPu5kuRcZciVepL0q6S+0t+RLkSVFx5x5a3CSpavTcTtToOqhI90ji8qpq1NDIm91A0DDhhV+cG8R5PyVmtrx7D7ZIkTEPpMl96OENQ23SEd9fz3HTUE6HpW3Wks16xwB0NOJ/Cot9cxxwODSHSEYAH39lbFkAcc+DvCcm/XxcZOTO28rUVqSuZMnKZonYD+q4XXdEpFDX8B10ElkUekJqA7F5ns6c6p6CR5acXuOHHUiYDpz9hpFcnyT5Lnc+W7yBmvSZN2sl3fkWa1qcc7dusstqRAlxWjuI+8k2uY6FK/5lBPUAzvLw88B6Giwsg2IwjT4hGOaAqqdnuXpVTcs8p+YTtpfyLPZb+MW51JdEWfcnUPJaVuIK2GitKAB7qNaaV68t7D/i19u9laHT67h7fmcGtAJxQhzlJ44oPVVH277eeUbR4Y8+PK7ANBX8x2k0u/IvIPMjJDjuU3KY42sKMaKVNR3DurtcWFdxaCP7mvXobyf5W8t+XLIwbHb+FCcC9O+5OWQA6hFro1hs1ntcfhWkUUbTwABPZ0qYWjyxvKoLMa4XBdoSgFtDNngrXJCVVCnHp76HHEuLJrRNKV9evWv2v8y/aLy3Ysu/NBkl3kn/b8ORzYhxCtCO1ZkFfZhXOfOPlvzXutxJFtEcRsz+pzmq5MkBKhOGRFEPg3nniOH8c5Zx/Nx13JHMvVD7t8vT8qRItgjSkSzIixVNKTImvpb7I3qDSGlK+JVSnrHav8pPs1tNnbWVm18McGo6WQEB2ppbiNHXUeZAry/wCZ/wDGfz95j8zM8yzX08XhMcwQMkDYnlxYVf3/ANOnuoFU5gCh/neQ+H2xanMYxN119RWpsuspbbDizUrq7Q7ArWg6ru8f5d+R7Au/+M7Vc3Vwci8aG9oLkKerCr9ZfYjzZftDd/3COOHBUcXOQcEauJHWq+vPN/J2UlSTcP2OEmrYjxCStQI3bQqiR8kj6UHXDfNX+Un3T8w6otslh2qyKgNhaHyIeb3BFTiGmuk+Xvsf5E2Ya54HXdznqedIXsCn31HS/Onth+bcZsx5ZBWp+Qsp10KQioTT2+lOuFblv/mDepDLvF/e3L3Z+JM8jsQEBOiV0qz2baNtAZYWlvCW5aWNX2kE++vbGhpNKp0SPkakhIBJG2ugP9egLmBj9YAXhx9DU8lwUHFpr6TEZceAKUpoogfGiqgVUokgpoQaj/Tp8HiKxoQDiK886BGQobW2VJI0q2ilSfkBtCTQk1+uvWnMY75gD2ilh7woUjsqNSMlvOESGbtYJSo8lqh2pW4GlJGvybC6JSk/lNK+/Vs8o+e/MnkDcm7p5duHskAQxuc8xOHItDkCcCMutBd78s7L5otHWO7wsfG7HUGtDx/zIpXitEHgnmHdbcmFFy9hLrL5SlZdSZMZ1sHUrUmikAj13a069r/b3/Ma3nEdl58iMDydPiNxjxwDi8BW9jgnM15s84f4z2VwX3Plp6PQloB0yA9BkTy0mmDcA3DxL5Ov1+yXLblHwK6Jx2S/amrVO+yfyG8uBbMSLAmsxJDTzsN99Mlxl1LfdZbLaVVVUepNm3jynuEjd+8kw2Z3e8e1skzAxSzMueWuAeXfICp0kqcBXmjzftf3k8pWkW03Ifuuw2zzrimJaWMJAXvKWAYuVmolw+XFa67jarza0LSY7lwYoCiZFaUobaEpW602V9hakgVAJSPSp9euvOZIBkoThjVRtL7bL16teIpF+VxT1AlNQ5cegyoX8pmOSchb77UiOe4ko77Tje8BYH6W8J3pBFNKj2HXNt2f4m7o9QjgMfVXcditmwbOfCcx40ldJBTDimXrolcbc2W6ElLlDsSBqKV20os+yvYe1Oug2+EDR+kCuK70zVeSuI4n0FW1b+Uc6at1rsD2YZLMx2wGULDYLhkF1m2SxImOd2WixWeZLft1pRJe+TiY7TYcUflU9ZBZWNvdS3tvBAy+mTxZWxsEkmkI3xHhoc/SMBrJThVf3yyO92MNjuTnzWsAPhscSWsLvmLRk0uzJGJRStSFzNZ96XCmyXguXFAaLh0LiUGidwIqFCuv9Op6gtRAlUdnlm02xsltA1LeTFORNMr4Qi5Jyn4Oc8W7BCZHLfDuQJy3BraAhf7pb7jJtFzudvPfqhKHFfcOJVptofqevmn/AJu7P4PmO03BsasvLKPvDA+JBI6NF6scF7Byr31/ildiPy4+1JVltLKxDwbI1rgSAVIa4OKZKTzoPcd8bJXIUuTyB5EvsXi6QYzsiFAWtpxu2BtBaW1Mqd6C2oUShNNv1168NsZPZJpajFTSSpceZTlyr1gZo3SDvB8h5fK0DHsPPktVvyVzbhlwtdi8dcFtoxdq+5Gi2LvcRiRDMxLZajKgLfUUoeS42oqCq1WagdTPBuJ5BG06XOcG4KuJAOXADgMadmmhYwMAacS7Ed3DHszor+V/IXC/HbJOIOBcf4ujZ7dXrdGC7l9tEfdSiUzEbfukp10KU1NSKhKDUjWh635isAy8tmSSPGpxIAwAAOlT1JBQ8qa2y7AgcyNjXkZkYqSpz5cwtdnkpxnm/kTjTFtuWE2DGsfMCKuLP3BqYxCbcLqiGyyFNLKBV0tEqUUgVPUhzYWtcZHF0YaS7jlkKcY+YswjaDhpQBoXmvThQWeJXHXAvjn5a4/YOfMtsr9sgQRJBuUlJsk5yWlKoj8WSv8AUU6hCwO2ulFjXTTrnm+w7vPtZ+kjDnEqXMKkY4IDih4+yiklzFDdMcXFjWFUcAcSMRhy4YdtOU/ll8geCrV4s4zdOH7li12cduVpl2uFa3IRCoxKGqtlkqDMloo1boFqJPpQ9AvK1zrvpW3PigRxHVqJBXDu446ie2np4nSlktvpMbnE54LzTNEwwyrXs5d8g8izG3cMZXZIFws93/c7bBujkdp9uFJbU6A4iY9UokKOyiKAenqeukzXHjRo1QCg6oRl1PWoLIWRuBaDmewEZoeVON43vUiRi1pQm4S5/wB5GYfkI3OEsLdjIKHVtuhBaDSqpKQSCddemmanYNJ0gD3VJk0tBciFOA50a2MYvEyuXZLZd1t26MkthufKSgusK7bSH3o7iyhLTSmVqVtJpRJpr0ctSGvbqwBIXhx60PuG64HlFcGOI4nBpy7eVbJti4Ztdm4Wj4XeWI/K2GXPG/26a3fmINzRdbNOiNLMOc2Alq4wVpoWHU/qtFKFBQUlCw9Jf+LufiRf9NfRuRFIDk9yniMnULisRFtDYbkfWbTM3USg1RkoQGohAaflI7zCMDSTfI7i/kbxbtsnJrDCaufFr9x+0hRpjPYyLFoctVbeia/JSY17t0Un7cyElMhKShTiVVKx1XYrmy3Vhga4tuWjvf0k8dJ4DpXEt+2DcttnFw9zTaSv7hU6+geCinqM+KLQ78U893O+ZtBs8uI3BZnxX22iqRHbQZIG8dtDSw5vWDSmv4+3UfzPsfgbebuN6uY8KmadDUryyJTuYtZT+zK1zSACi544IVqCcp+QfImH5pd8db3sw4b/AOk5JmJaaLD5Kkjata0qqD8fZVP7dSNssLe42+O5kc4uc3HHjl6LQq/2uSHcZomPeCx5RqKgVQgHAil8X++XHKOYhdbsWVS31pWNAttad6VAJ2EJXuT/AJ6io9dOgN9EGXj42p4bcAOldb2RP7NE4KpCnhj8Vo4rlyJMxti0Whidb4QEVtRSJjLamTsRRsVSFLbUfU0Op+vRXbtttbiEySkhDkvvqn7/AOJ9WdIOIUYYmq7v3NFzExyKvK4IZkBba46LwpxJbWAlSFJVRPbTUhX9fw6IjZ9qDMS3V1OOHH0wqteBfGTAShuYCehShruXCvDtzyCLm1sy2RZs1MxEyOux3NTU9qWtzuuPNSGnNqhQUNUlJBoQa9SrW0tIZGm3eWvxRD7e1cVXCij7i7bbeDJCTEoJVRiOvD1JRsp5f5OZw9rH3sjl3QsMMpZukmKlqev7dCQwp1bCwA62ECq0bDr0SisYGTiVBr5pmvTKgr7+eSJ1u4/tnmpPTE4+vlX3xdzbzJkuVuWDJ8on3e3NVMU3Jbs2WkqRtV9vKlqdeaARoUhQJFCa+vTl7Z2kEWuGNrHHNAnuGFLtXyzv0vfI4AZEqOiLitGnB5IyzB4LV4n5C69YbcQ89Hmv91qOyhsuBkOJ0YUwBuACSN3rUHqm37GSscWNHiIcUxP86OWU00EzTqP07XKhJQfy6UvPln+WRGNciri2XhuyZgEIDRvRuC7UhmO2khtxtowpD9XVa1UQAa0FNOg8FtAYgybxwcFDXoMenMcavks95LG6RotyFzewkn/hK5dtZnjH+XvkfMr1IwSBw1Y7YZzQchSmbjcri4hWxSn1tsmNHS6plpO4pXpoPbpu5hsYkfGx5c0/qd7MUzrdm+/kb4RfG1jlA0swXjxKDrXs5XjN51x9cuQcgxqRerxjwuNxctSY4khwzWlKt7r7SRtYdDpV8RQ1KaajqZc2j9ygGJEmgphxPTp/Oq7atjsb1zntDo2yhxXpmeWPuyo7P4uecbgxOWvkmPDxjE3GG4SbKgOSV25mJDAFwcZiBb37Y1ONX1JQpTaFk6p0FPnhH0j7VveuGhFOQcOfw7Uq4QXDm3Ed29RbPJKDPQVUDmRgcMSKlfnqI3JOcX6+cEYjM5EstssMKJmd3scZwWBnIFiQtLWKyZ32rtydTbFtmSGUlH3NQmvp1Jt9uvLmG3ZcFouAqAkBzscAhOfL1UJurm3jvLq52xk0tp3dWlri1pQ63Ki6f1AcMUwpIeEWS02293F5ppx5U9D3eiOtuMqC+6pTkWQh1KFsutrBSUgApUKEinQjzZGTtiIWuY9CuY4HDmKf8pSCbcS1VaWEg8DxHq5VcNryGdYF2dVitCH02a8QMikWKEpI/cokO6MOXWJIcUlaiZMNtaUEapcIJ0B6A+W3GGdjQpYHgnriFJ6AVcN5Dn2b2hA5CAo4pgPWlbjUngvj7MeGrLe7N2rdeFYvAu9mvLSWxLjmRAZntRJqGldmREW0oIdTQj1UkinRI3c1tuj7NwLrYPIHtIDgeuaZJSJLC0vdpj3C3HhXZjDjyyUtc32hcwfZS9ZL32qy04tJ26DaEn5gkFQOhKaj4+5BHRQDUOq1X9PeQnCukTk1JCiAT+bQ10rWnoNOkOAHbS2lmRT0+FeZ2WkpABApomulQoaGldf6+3Saw6dWCHD31jXpG8aKUKihqQB8fWgBJr7dZWiCnT3egrBTZCE1JIUugJCidoSBtoQnQmp/t1lNEE5Z1EbjNSELTqqlQE7gTu2n4p9qiutdB1lOsYQ4LlQpcxcWYpywy3HydkONxVp+OyqiE+iBUiitP6HX69eDP87339n5Ett126R0b2ShUywcMScwld1+zE8ZvpoJGqrSmOXP20Ll34Ww3iK+2yfirS4yZCohdW22lpCAVbVk0I+YpX6enXkf/Dzzfuc/3Hk2/cJzIHMa5pcceeA5rxXEFENdL+41pFJ5eMkbEQ8+tGbhtxacZipDgAomv/MaUp6mqVH1rrr19nIzgEyryVctARvEVdgyy1WCIZtymMx4zCN7z617W0e5cWon1AFTTp/F2AGPp76Ya0uOloxrFwfIriiShXayFLykKKFqabLiQpJq5QpHySPb+vTghkX5cKU9vhECQoT21lP/AMofjKO2HBdlupK6NllsroqmgNN25S6a/TrYt5iUa0mmi5or5a8muOZEkQIk596UpI/S7ZSsKOqArcKhCz9aU62LV5KOGPKnACW+IMWc68M3yTxKI+wiYmVCRKc7ba5AQhKlJB/UQa0Uin01Pp0r6RwOknFKZc8jvAEx5E8vZwqaXzP7SjG13oSkqiLaQ426lVEK7qCtuqqhJSf6+mnTTGfuaDmqVp72lpxOjmPw7aA3Ecki5RzUu6MK7sZYPbcodoLR2uBCkkq9QRSvT0rzoRcdXurZiIcHkaVQ+730xeBcGxHbAGpSKgfIAUBJAqKin16YMZJwypzScuNZBm/GC+zNaQFrhOokpQ4NHA0d2w00qR+U/j1vw0OFY9WguHDGvF5z8i4tm3iTlcVgpfnP2ptlqK0UvTEPq2plJcapRpLQrVR9QBStepu32cltc+IR+2h9pFD97v4LzbNDf95pBI5AZn8krVd4MU5xnzZgt6tcOQt22T3X1pWCXSlR7bhordsBFQkEgE+lB6mNtc5l+0vxBa4H1iq1uRDrXFA0OYQvFCE/lTyuZXs28h8540w/FmoEyRPYDsz754KYs8aMy2qWqW1to2pLO4ilVFwUpQdTbG2tGzyySuIjjicQU4npxXJB7amOluZII2xtD7iSVNIOKAYDkOeNDR5tzY/BWEOcPXXHIL93yEMmJeo1tYkIbtRR23lSZzlHQpbiFp2a6p9hTpRmiDmXjC4xlQBwCYHD+dFbeCYsdYloZM1yuJI1Y5IRmvDJONCb4acG5xzllMfjzCMttlofl29+6S71eELlxrXaojgY2xLfFUhcp9G5KUNII9PkejO37jFaWkl7Pq0NYp04uIBQAcFPXAUH3exuLm/jsLRrHXEr0brOlgwUucc0HIYk4Cs3zlw3nXA/MknibPb5Av0iE1Cu8W+QGvskSoNxKvtlvw1LW5DddAJUgmoGo6mt3Rt9bx3cGr6d4Jbr+YIUKgdfVQS6s32E8lhc6frIiA4MJLcQuBOPtxqmLFylOvXKmUYI7bCqHjVqkTO42ApEgRkJJLQBKnAUCtfb016RHuSgtAOppTp0TrQ6Tb9JwIyBBBxxOKjIDlzq4eCeQ8B5SXlabVKaTfrIXYkuKHyA79uiocktghTbselArSuo0PQPebtk8bdJ7qr605/hR7Yrd0Vw8NCnAOPEBeXphV/eElrRB5T5yzZ4lTeNYZJaQ6uiVMrdS+/QEKJQkhBNTUBPpTql3YWPQPmc4BK6NauDLhrnjBkTn88FT21rnYZcszy7y3vOdPXO4P229cwXkoYfkumO7HXcVRY7Zb7gZCAoBOhoAddOhV3LcPv3lzneGCG54I0BuVLsbe2FnFLHGwPLi8niS8krywXOtl7yiz+38EcZWXK89vglxpNojtQmly35aG0xY7O9lhUpbzpjtrWEhSQElXpqAA0I3yq1oxacV/DnT05MUmp+TjwxOfGlDcwedua2fhm/DjJM+yxc4S9AccbZRtdZcb7Dzjc5yOVsJmRl9qQpkoU42KVBFeox2+5fKCHBrMdQRXdEPA0wdytWR+Gxri8lASUbgcdQGYGP8jUctH8o6rZ4ZM8LZriKsmyCTKas069ltCfs7e/KajPL27VvR40RpyqlIB0Gij7A7ry1IN2j3UvItWOYUHzEgj3cyeFb+odJaOhhLDKScCCAG8UPPi0CrtumMZRw3wRw9yrwDbcbmoxQt3eUnInHY7DpgXJa5ohuJqWz2ZYoVghQFCNeu+b67+0bFbucAsTSNKddf6ehwqg7e243LeZRG5S+RQXFBiExByVAtWZ5OeTOZ5Rh2O36RiGA39GXWx+FfUNyIUmTGkTbe0qOlO1Dq0urmuUJ3aaDrmf3D2ix3K8tL+CaQNDAe6QUOkORRmVUdoSr15SkurOGWF7WOJOIyIRxBzxAoa+J/GHk7FrHjd+smUXezN5NkFrkN4U+H22JEWW6HZcCMtKkp+0opSQFaGgroT1WH67SdrXwl0Qc0lcyVUj2YnlU2S5jmic1krmy95AArO1c88qe6/bmbTiOL25TdwtqYMa0CSwUpDrywpCXpLkWNVtSwAopZbBWulBUno4JhO9xaf21Jwy7PVUOFhijAdjgnrTHHitGd5G21EHiHhuyWq7OIuli/b1sQJcEviXao0edF33dxKFM2+CzCkpWhTJakuvqHdAUk9FoI9ZcW6SgRdWOagaeXNcRgmFZO8sEDNbu7qKeGA0Aj+r9Z4DgpK4gUkfyS52zDgC15pnuHFByWchq3xXo7lGEpoPtmWwlSy+2p5QSlNN6h66V6re+MZ4R1AFXhFxA6px6UQty7w9TSjm8eSnOjJ8XeQeS+PPFy6eSvk7kUN65TMclXG3WtNvjW9LEd+MXENrUlSlvFZUB6gj+/VEuCQ4ljWgqcEwOHEUVgMkayyF5hHdaDnzXsPLpQSeHXJmTc5TM9eh8a2hq35pmE7ILHf58RLiGYSJa2V9svhLRXIQAtv5VToa69X/ylduv7Mtc3SAe6V+ZMD2DkOFU7dbaSGcIAXSlThgDngfjVXfyqwfJCVj1lhM8c3S/cTW9Edm5TcdYkPyGVNKQ0lxUZkVEVPbo9sBUg+mleitxtt7FE82TSjirse8R+pOOfDllTGuEzRuv2/sNI0uTuh+Q1nh0dzPCtfWRMD17CISawS4hl1lbkptSD3KLjrS4sONKbB2lJANfUDoIyedgLHKq49vUfh7aucW2W8lv4jgNSKEQ4duZB5r2JTffCbxetXLWV2K8zMZjLsmPKhzJEtxctbLj7CgrYFF3XtgH3PTTLu6cpcVamBw9ETHtoRexMa3RCxiBzfUFy6uKYJ66N/z+8rbdxXisPhrj6Y3Hu10i/t8uRDSlsQISAltzaUUQQoEpG31Op6H3Uj3d1pKElepyz6VltH47i5i4nvHgGoun/iOWGQXGkq4xbl5DdoVmtjarpkl7mpjQ2QFLccffUKuuqO4BCCoqUo+vr69RreAlwjjHe/DiewcaKSSNhj1HCJv8gPbTu7dIwH+OHxnuWb3sxZPLGU2tbsVgpQq5Nyp7RDSm2ye4HFOLSEJ9kenUueaCyhc9xRoxx4n448BxyqFBruHDxTrneU7oQYKgU8BmSeHWtezkblbKeapN3y7MJpm5Pe7g9JZTJpIFqiOk7YjYWTVW7VSvY1HVFvb2S6HfwKlMsAcfWTVmtLRtqNLM0xPM/lyqxeCcYlXq6ptKIDFynSVsx4Mb7VtZLrqUn4hQUA2Fg7lEGg9Ontlf4z3s0q8ZL6YU1uEoiALVDtJwXE0/Xhrj7CvFDjGdyTmqLVAv0mCqQ+pLLMdagU7kt1KQ6I7QGlCCtQ+vV5YyKIqwEFrccBn0TP8AKqo6V8riZXd5U4/LwHUninwpOvkH5F3fyJzh+/XOTJRidtedRYra64pLbjKFKCZshpR2jT8nrQfjTqPNOZTge5hhRG1tHQgSvB8UhAOLQeGGCnj7KjVnwG8Xnj/LeThCdYwzD2LZukdkhM5663q22JLnp8o7AuW4H3CSv0TXrYg/aL3FCmA4nmU5ClGc/UCBgXFHE5ApgBzdz6YUoLm/yn5c54u8iZm2SyDDefU61YLYDAtMZJUohCWGdqnVpBpucrp7dR4tsjLg+8eZCERgVsYTLu8SOZOPKrBb21vYxFlhE2KM5n5nnqXHH2JQ8AylEmLQrBSFd2poTX5E6kk19dei5VMErEAwr1sqvClI3NtbSdSa+hOtPQEkD36210wOFYWxgY5Vm/tHHH20oSC6RQJUBtB9tyvUfI+3TveMg/qFMtaXRua3FSU9PTCszb7fIcdrJbKO2QAlQ0VWtUaVI/DqawyEq5FqO9rGgBuSY+2pe1C3FsqSUg0GmmooToBTcAP/AL/SnnnnTT3aAoGNZxplntAF5AIWSnVIIIp7E12+3poa9Y4q1Wnu0ySuRrjcdsFRF1bQkE1aK95NdakKIBAPofoKdIcAcQcadDdf6fjXYPt0Kqq4NPpHzCUkqVur6anaaj6UHWmuDShcCE9PQUkMeXaWgn1Gvp52O4jdUKCSoAnQ6eh96kK9el+Mw5FeytmN4OIONV3lTCXGHdgKfjUhIKwo/m3GpJFaaf06ZnkVqDDH105Fq1d7EIRVYtuvBnatrvtIJUolNaBft+AAHS4nOHdKEJ8ad0hxUZVKsQkzkXVlNkuL9uWVhSkMLUGfjp+ognakkn2p1Y9g8y795buBJ5fvbm0cHA6Y3nQe1h7vsAWhe8bTYbhCY9zt45maSO8MU6EY0eXDnmBmHDV6htZPFYzrG2Foalw3yj7z7YEIWiOuRuHdZTXbu+JIp6E9euft7/mD5o2Rg2zz5ANw2tA0TxDTPGOZaqP5HSVOaLXlL7o/4r+VPuDaufsc0u17k4qHMRFzJGQPUFFyVaZRavNnws5nze25DyFxxbbNaGmLPEk2WLEhvTlswmocW5qSiQ9FhIuV9ixlpdW322mXHitA0r16u8r/AHZ+3HmbZfC2XfbU7zL4hZ9WQxzXP1FrXYaw2MkZgkgITXkbf/sF/kB5Ikjh2O4fHtodGJTAHaXsjCOkY0ucA5xV+gu0uJ0EhuNSiUvxcytuIjj+8NY203MvDrMWTckSlMWybN7lmtK5Lqgu4P2SIQyZKglTwANPU9dv2WaK5t26rq2uT4TBqje0Bzw1HvDVKBzsQ3FMq5pus33d2reL653Db5pNslmWFharo2BfmcAMXhC4ZBwJwVKMbxd8BsN5xcz6/XjOWk4lh2LrmMm35BCtE+TkU1Dr1vSouNTXnIEO2Q5UkkNpaddYQytxO/qmfcjz1L5MjsLewt5ZL+9uNK+G6RrIWoHuUFrdRe5jAFJDXF4adNEvJvmHePNDbwXIstvuLRgRt08N8Z7lRjWoX4NbI57gMCGtBBeKiHEfgplPINymWt7LbdYozLr7kG7zaBLluSHXIslccLrImTY7YAZSqgcUE1Hr0b8xedNv8tWQupopppnJ3GBSHFAQpya0nFx4cDVM2n7hs85by6x8swxuhhaTO6V2gNRe6xoBe4lwIaGgni4gY0d/gljt38Xr5zfF5JVbVYt9vZ2H7hM3txbtb3l3OzS3YjDrYWVNrcYpWoSrQ6evjX/L11p5n8vbTuu2kuexkygfp/23gOIVCRqA6ole2/8AFjfJm3N9a3kD7eVtyxj43AkqWuBc04amqWkOHBVAQisl5leO2Vz2LBy1wXJfkYvMWJGSY8wyjtXK2Sdq5BDe0luZHaFQRQEaeh6+e8EstzG63eD9Vj0LgPg5cOte15bdttpntyBACpzOf4Z40r/yGxrhG78TviQzYrPlFukMT7K1CUG7s/f2HUrCJykf95HeZfRvRXbsX/bodZT3tpfB5UsxUkYerkeuYNFJYo7i2LZj+3pw7eAHOoz4+Yc3ar7B8guYLw/PuGP40lOP2y5IdlLkx7aoqY3IkAB26vdz4q/ySN1D0avLlm5SMfKj3NQBxzTh7PfTNnBLDI4hRqGLcABhn0PU9lX/AGvknF+YcGynkHlzkm58c4lIvE+Pj4t8sWsttNS0xm5aCshbLURJoB7r/EdavG3UVj49lEHNc0hznYBFRV/qJyHKtQmGWd0V1KFJBDQo6p2BMTx40M3PHA3jNmXF0mZi16uubZTcUofsuSL+4uV5WiI+p2J2ZgQplqY9IASvdSrft01b20s9oszEYgxbg4lcE/l21uW6htLoBjh82TsQAneJ5dMaA3BuB+Rcs5KwrhfNy/Atrl9gAJmpkxW433iUOsyXm1qC5Klx17e6gUBBBI6q+5i2sJJpboEujeA4huLjm1OeePDOi7J3ugbJAFDx3cQEUoSvAHqMq2FPKLxG8e/Gjw3jy7mu3Tr5ZW4k9qar9V96UpSV1baSpTqG0r/IE1Ka1PQTa90ut03cBg0gtT3cssBTJYY4QTijtSqVHBFVDQ8cJ8uYFnWBW+9WO6Q7a3DhiO8l19CqKbYQ2slwDcqMNpJCtRWterq1joHeFNmB7fy7KXJcMli1gtAJ4kLhx7KYFxrepWRz4Ccbl2/IQqI44S88lcVcZEdDb4UpKFFVSaN7RUJ/vWf4LbiIh2MaY+n4GmmTBrmmIguXBPz4US2FfyI8oeKkX/aOaSjJ45iXhMJq03KGzeV4qw5tdRFtNxUpFwRYn2nd4CVOBoq+ISBtCbuFzmDFplY0AF2acAXDHoCVI7KhOL7d75IC4GV6mMEadXEgEICUUogceCmm63LM+J/MPx7uthnQolws+a427HZQh7vMsrnxCqHOgTGiXULjrXvbKSFBQoaGvSdn3iXab9l3EUkYe9G7IjJw6gjI1G3Kztt/211rdNWOTFr25tcMQRyIIxHqrRM8qON/LzwG8jbM3kki/Xbie35hEk4PnSopehz7G7MSldnvcllWyHd4rJ2JWsBMhuiwd24dXa93S8upksZxNsU+GIHiR6hix4/0H5XojgnFarNvZWkVt4N1H4O9x4ghQyQtKh8ZTiPmYqtK5hKYp5q2S9Zxx3xdybgLjipV6h25m4Ot7SgsymWpEdTtAQ6ncojWtPb16O+WLuX6Sez1ASscCOOGTkHahob5ito33cdzCAkjQBimSEHqQFBoVMHZktZ5jzFxqZTUOGzIDoUQuSFAP9w70qaQf8ikgU0+vQ+7EjZHCX/eGa86slo9joG+F/tYZUO3nJf+RYnJcCDjVyuUKGzFdoxHdS0mMQ2kUgLQCqTFI9VL1Bpqa16rl1eXkaCB7msJPoKIfQ2k0pMjGueAAvHn3uXq91Kf5XuvkE0/GasV8yWTLcUggJfWSoqJoDtCArcTToJPuG6h6NlccUA/lU2La9qIPiwo3NW8BmVK0x7wQ4U5NjQDynzNlt7LUVIWIUuU8ELUkFxq3xkuUS464qnr6EV9uut+U9tuoLL6u+fqlcoP8OgyJ51zPzNe2c030u3N7gcgxXI5/n0wpkdo5Zj5VZ7pNjlyDaLbPTEkPBTiUttla2g0paQpSAVJBdWKqQip9x1Y7e7Er0hIcBhhz5D86qUlgIAsoOpOOfaatPEfvbqh93BprDl9mwG1NKjSFS4seQWXypmJIVRyQtSUJ3FIKA4aA06kXchdbgy4NHpjT+3xsjuCTjz/ADThWW8frf5AT7PybaOd4lbKiFOmWF1TT6G3Wk90RWpYcUrV0NA6aLBr+HVMlfc+DquC36gOd8v9PBevCrCwW0spjjDvA0tUu4u4oeIXLjQf2TiH94yHJ75PhJctzbj0m0F9xp6Rc2VL+2mQ0NoG2MiE5VaASdDpXqpXj5XK1hc0quBz41c7ARO0uuEMSIRwVcz+dUZhzWVce8+xrbJYjsNNXBCorinHCqfAlL+AWY4UpBSyS2VJAHx9KdO20r5Ua8AwnPt/h76nC1ELS4Ei4CnAgjp6cKdVdMihYFc8SsFuucS6t8nx4qH3Zq1uQGDKQ2kMi3NK3KdgLVVW/Z+T82tOrbtD2GR5fhJG8FmOLsOHLDlhVZ3G2EbYvC73jtcHKAjTmnu41S2ETRwBzrco2SXq5Xm5Xf72VbrWyhQgNCSW0ttIisqKIhXGUkbQraTU1p1X97sjBuJkiAFtL38OAJy7VVadspW/TuZMS64jQActPEdMacRhXmdxhw3xHfrXl1r7uUznpr9us7VvTLl3mbcUK/aRDcC+0w7HBAcLqtqEo7hOlOh52qbc7yF7HaY4wATwwKnHr7aPbd5httk2maF8bn3bnFzU4k4BTw08elJWvT7uX5XesutEBtuQ89IuU6I29HUX5ElxyRKWpLYShK1LUtQQBt9+pnmPaW38P05crSAC4ZkcCF4j2kVW9ivH2t6+7bGBIq6UwBOYw4EqelZBq5PRf9o5zbkqVBtl2iNXiOsNVkwVymW5EN1AAWQ6tYSU0+dSDp8ug2z+TZ4HuVwc35VGSnAFOR451Ytz8zNe1j2NIcHByEZBuPYo4EJTy8c5aznDGcVt8DMMqn8bX22RG3cPiXdhcaxPPtJejx46pSFvmI426GVs95Aa7aaJIqCx9Mx8TmSACdjkDkxQE4A5oKR9Q9l3FcxBbaVquYCQ3U7EOLclxxROaGo1yXnxtMdV2YgyO7PnrX9rHb3ojFZKtm4qAHxqNxp8gdOktILgDklLlglYDI5ELshWSsV7bm2qDPcElsymUOltxKEqQpQ1TXdpQ/606YeRqNYLWRvEEHH217JF7jNggpfVQVPoDsqPiQPSpHoCdOkLSxaSEKCMKwkjIoyUkbHvYE7h+UnSoA3V/wBKjrReBwrf0sjs3BajF0yRpEaUplqQtxtpxaBWm5aUqISDT8yvYdaD14YU42xkDlcQlUhiWcXa9vXhFyt8qO1FNI7zqiFUC1EsqBTtCkn1NfXrbnaCMiDTotSV72IKZV2y7yw5IU0ll1BI+KlKJIKlEk7Ake4qB6deSP8AMrYzvP2du3N0iSIk+pFKH1V077VvNn5hax2Iew5VQvOrwbssWaApRjt0Xt+IJQ7uG6gBJVurUfQ9fLH/ABa3P+3fdu1c/HxYkTJU/JcePKvQHm+2+o8uzsyIrv43zVqbGiLEVX5WgFF2qStYFaEkBSFn0B9Br198LObxrWOcDB7AfaMa8fXVkInuY52oajwr184ws/zCzosGJQEduc1HSXEuOj5NvpMlpwoUNu9g1FDVR09upWoFh4OwSssreCKUSykoFzy6VOeK+LbPjGDKx+44M49dZJfddlvNLeejuSE6pVIcSoK+fuDQJ06dJJxY4hoTCiNx9BKW4MKNQkhSeq/DpVgYng8W0syWpOAxng7IbcYQY6VFntpNFJWVH5uJOvuaDQDrUri4rqKJzqMlo3BrWZ8vzr0HjkoykZLAw2G0HFBzauGl1RSEkJYUhLiFhFR71rX69aDwG6dRWsMlqWIQ0ORMsv4mq85n4bzPk20CHbbNbbRIjd5bEhMdxtReUpKmEJ2OlIFUkEn69KDgAmo5JjTZNqQQ9zWjh/HpUqwvE8xs3HruKZohD7sSMy2y99oXQhxhjtqKNoIcb9h709ulFykOauoIv51AuIrV4KFvewUH8OdDPxNHvkPlq7wo8NwRoSn221mIA2U7iodoEKVtPuTrU06yQPIUA6VCU7IyzMYdqHigIcenKmJ2yRf+y2pUVwkIGpZ21poNoUkBP/s60S4HBaiOFuMne+pZYUPyb5a2b+2+1YXZbaLqtpCkExO25otaR3WmFvBCXVJ+QbrTrQc/UCSaSRaHBzu7xx4VSXkRHsOR3eTx1x5JjFh2wIkXp6I4tdltNwemL7KY6SO5NUuIKuJbqhC6amhPVx2mznvLXxpiA5SB1HPoeS4mqvevgjvXW9opiRpxyB4hp5fDnS/8I8dMZsUDKc4v1ygzbzaZ053tNLWFhqOtRSgtqJ7PaWCSkfE/XXqcy0hgka1oJfID3j04DkvMcKh3bC+2e5xCxnAJn7cx151NOPcquKM6f5CsE25Wm62ZMBUVTyHGoKJEaOWpKm267XUvRFgAE0KPXTo5tu2M8KZ8w1wSANQ5d1Sewn8qCN3I6o/AVsjCSDiCriMfVw6Ghe8+LzlObwrflWUz/wB3vU1gPIllpxpCIKlr+0bZDJDDKEhVEig/0HVVuTG5hbCAI2yEADIdPz51f7TU12qQkvLWlxOJJ51UvAOY5lxxi9syy1fumKy7U1uh5JZ5bUV6OEhQV9u4yEvOImV+aXQpC9d1aDohtM0TWFkuk593pxKcu2q35kt5J52aCQ8uUFSEJwGIOHqrCT+XVcz5ZcL3Ovc28X83MG7ZBc5S593nPpojuSpTiyp5lKBtQlNEIGiQB0Qk3CC4YBAAGMIATBByFAJNpudrJkuCusE5lxK/qJOJJ61FeNccH/5SeVJ7qQJeOPoKQrXYuHook1Ss1FSPb316FQTLdStIwGPr5VKAHhsnKo5gw7P5VR/i9hd8xLzBy+FBmSImOZJdYjFwW1X7ZK5EgNOy5LalEMxUNqJ3D/M1PQq+aVLQcNbT2Y/lR/ZyI3GVyanxuKcyAqe3FMuFbhUThXx54m40j2exxYMdzkK3i33y8tUedkyZsRfemXSQhbq1sqUspQakJqPbqC5s97d+BoaLeLIAYkZquZJzJ5ZVYo221tbCQve6eZqOeTkoywwaBwAHbWr7zV4vYVwl5Aix4dcUrxQZFFyGK+tSXkRZN3kOqk21t3VexSypwBR+KfqKdC97t2RSm4jbo8QatPAOUqMccUVOHZWbfO+SM2jnl3gODAebAhBw5Ki9KrT+RTkWTlKsQwi3vyLzaosCG2JUh5T5SyyUIaZSVFSe13wTQf1/HqsCV/jBwdwo64sLyzDSMSev4jrQ+57hF8yTx6x202uG2tyzhUtSGWwooDICg2ogBROwEq9Bpp1Zy50NmJgCQiYZ41SoNMu5oXae+Tj8Oyqc8X+J/wDzatfK7k+2tv2Ow2nc+hTLZkodhvPxprLbm0LSpRAVsBAOn16uPk7bot0228u7mIPtwEYuatJ1jmFULSfMN8+wuIre3eA8g6imGKFv4400q0Z54q8geJsSwZBlt7tMDj4z2sg/bpkmAtqQ0yw5KadSvX4BiikLFFK9dOnvMc1/uvla5m2cCV0Li0IBgjQNJByLUQ8T1oftP0NtvMAvRJGoa44FCTxXkeHDhSqONM64Te56yZrG7tnGXcVwUNO21bEyTMjQH0r7vbQiioiXkrQnalVKg/h1xKyl3c2Ub78tZfqqD5RyQHAKErp11/b3eKLcE2vhIqEOOrh2LyrZd8LMZuPkW3inJLEiPA45xWSxbrTEmQSmUt3uhlUuSf8Aol9pCaKSk/E/TozLHePgZczOYBKoaBic0c4/Cq7A6F0/hxAmOJyOJywCIBxAOZ6UVflFa1Y1kK4EaU3PbVDTIZLXbSuFI7imW0K+zT8XmwErSpOoH49PWdqLaDSOJNSJXh05gUAAjEdRl21Y+SZ7/vzhyxZZb3rjPk40lqLMVkKm7eppUV9Maa2XIq+zcLk7JJUUKoZLatwoFV6OwHX8vykHBMVAHzOzRMvZSbo+NEJHA6x3SXPGP/C3gvE8c+C0umDxxhfMnLFjtmcRUvY+/cUXmTGeSlht2Rbkh0GSxTsoYKVEpTpRAGtegO8tIic5rdTwidvOp1qh0wldBIUZ5Y1Q/m9zP/8AlMc0WHwi4fcLOEYulhnMXrYqkVuLFU00mA4po9sFbY2a+tT1RorI3TXa3Eaz7siSeXAe6pF1fsbKEHcYpBPF2QQLw4e+jlwfErJwjZMF44wYRGJmOMw13LsttqCdqEh5i4NtpWpMN5P6agPmk0IpTq77JGyxiLo0AHqX0GA/Og90ZJXtZqLsV9ZzOGAJozeQOUMVa4x7Vsww5Xf57Sot2sVwZLsWR9yHIr1JLwVHS+6xRUbYUukgldNa2y3mNwpB0tAy/jTE3h20StYTKTjj3SOzjwrWC8mfEQ5jzTZGsCw4YxEy27uTbzCFtTDcgOF1ve482oobjgqVqUdwKA3V6FbgGRzO+oaSUOXFqYL288Vonabi5lsGxEO0tTPHWTknH8ONMxyK+4H4N+P7dtjKjIv8i1pZishQ78uW5HDf6Yr3Frcd1B9TWvp1U5XhnfTHgOfEdiCsA8aQhSQcAgzeePIAVr7Zndr3ybkF1zPJnnJU+5ynHWypXcWEKcJYiMNknapncEooBU9D2RkhSScfj6ZUWja2BgYDimPXn6kppHhj4+Yjwbh1z8mubmkRmYsUybBDnloBLSBvZQUrV8F/He6oA0Ap9OprWNt4vEdif1cx/pHohqGZnXZ0gDQMWg5oP1HkT+kcutLc8w/IdXkZyWcrmTnpWJR33WcXg/cNJjqS27sEhppTaiQlJogkAAeh6p273Uly8MVYwScMBhgPZ8aL7baGCMyyNSV2S5hvXq7M1S+KYInIEqet7yGQtYjNoKmu4464ujSGwI5X3Fg0oNeolvYC4YJFKHDhUu4vfpwhAwHI09Dwx8W8a4cwtzmLlEsN3MRg/HD5CkR2gkqaZStYQEurGh2iv1PVtsNtZYR91dR+bqmXDBFxHGq7NdSXkgMjWqCUTlmVXh0w60Evl35H3XyAy1/HLJIMfA7LIXGUhlfbaubrDpCWkpJFYrRHr6KPUl5LnEasExA4dO3mnZTlmAXeK4Yfp6nHvpy4N5gLVXcBeOF75zzGHj1jt70iyw323LtLZTSOpsOJC0vyaBmLBaUP1FqISabQSdOmZ5rCwgN9uLxHZMBJJXFB8rRmT0FSQLm4mFpaBbkopyDQShLnHAFPWlbNVv8A48sbjeNd+xaS9bGV3CwRBbrT+kfvGmJcGRJuX2+i0oZjMKUFbVL7YVoAadeYLn7s/d/dPPdv5osdju7T7H7bM6O5Hgl15fCWN9tHKhH7cEE0sc4YB3mRuJ4VfmeW/LUGzv2szRv3qdocHr3WOa4PQcVOnSXFTiCMq/NIYQfuGgpJJBruKlH8xAFTX1I+v9OvVLCSUKqtB3klhTNKl7UVCFqOw+1QQd1TpWh/xI6lkJUJsjXD/VXqDatKVKfRWpporSg9Kdb0u4Z+mdLHfGGVZm2x+3IS+TqgEjdU1A0O4GmtfQHqTE3SdR48+FR3yOPcGXx/Ks7MvkaI2tLgSVuL3BKE/IqFKj6gj39ulyXMbAhxdypEdu+YgtwaONYRd0vdyQtMFotJUFAq1NfcOUBFFgeh96dDpr1CQ46egxNEI7KIDEaiPZ7K81ttN9kSC1KekFSiSakooaVAVUaV+vv1CkvmY4uqXHagHuNa3qlZiXhF1acQW1Pn7hIIV3Ffmp9KgN19/anTIv2tCFrk7ae+mkGSV77Rhl4W+hpbb7igvX5rAIJ099x/oOnDeMTBpNYLd/EgVelg40ddLYeQsx3khTqlBZ2EkJqpJFUhB9emBuOl+lxTsHupb9vYfmxd1y91dGZcLTIrTkyIS5DUFKoAVbFgGtQk7whZT+IHT7tya0YkEc+K9Rx7RTf9ri+Yghw4Zj06UM8/HJePyni60pUd5zY4Vp+ICia1WRSo/wBB0RtLsOP+vIj8R0obcW3gtQfKSoIxx5Gv7aMeek3FMuCHGA2VHejftAp8igJFF1Bqei0YZ4mpcqgyPe6IFwLiqZZ+upzKxCZKQlTri11T/wBQpUFJJAB36fU6kdTQRmCDUFJFRrXBOmB/L86i8nCZaRvCQugOzaQFAUNakaoUoj19COkGOMnU9rdWS8fbnUjxbkBAmk54p7jnWLTDy20kLg3G7wSggN/bSnwhBSNCBuUkpT/bo7tPmDfdoeDtW4XlsR/9OZ4y6KR7qGXtjtd8wsvrW3kaf6o2n3gA49tWTiPkF5AccOPnF+TMutH3TH2k9iJdJ0ZidDStDn2k5mO803MiFaQrtOJWiorTrruxfff7s7UYwzdDdxRuDmtuY2yhrhk4EgFpTBRjVB3z7UfbffoJIL/a7fRK0tfoboVpzBUFV4hR8KMzhP8AlY8i+JMyxTKb/b7XyJb8bv1rvL+P3p11qHfGbZKakqtsx9gIkxGZiEUUtsFSSQoJNKddotP8p/NG6bZPs/mva4Jba5hfH49qdE0Yc3TraHYEhVAJxyrgt5/hf9ohu8G97Cx9luNtOyVifKrXBwVF1YgYEIRgcKbvjP8AONY/JXNpi+UeD4cE3249xnHbD93KtrER1tEX9skSpSUTp57LaSZCvmtxAVtFadXryh/+i3zh5VHlmObcYHGHQ51xEHB7lUOAbgzvfoBQNyOFUTzv5D+7X2883u88bHe2M+1626oD+3M+MN0ljpWhweXFHBWBwdkUwpn/ABx/JTjmNXq0YxlHHihw9dmBbZd4tDsufdMODhQy2/ecbkJVcDbI7fxcVHL5ZpUbhVI5F54/xK3i1s3bt5Dv47+RoLvp5AI3uTFIpPlcf6dQavykg41bvIv+Vmy396Np847dNtjg/SJS/XGQTpLtSAYOzYpcvyqqVB/I/wAI+F0xLl5S8bOHk7EL4lOQfZ2K4NXOyykJq4pMdMda9sxk17rZ2qqACK+nk+eyurPcJds363ntt1hcQ+GVpjeHcAWkDA4ocjwJr1HFdWdxasvtoliuNtcNTZGO1BDioKn1j9NLRyjiLkfyQx65T7JlMfHbCmG+iy2eM8q3SkGKtRaQ3CUUtsBoI7ais0qDXoJNO21lIc3PiMMOPrFFoHuuIF1EKVIAVeSn8+2hQxy1ZZyzZsR8ZLtaWJEXEcmaYvl0bbcbbnRWZxcefXX9JcmQ+gApB2LOo0NOrNdXcNzszduaEarDqGJcikAjgcTqOK1ChtHx3YnlBcQ7vLkAcP4Dr0pwNlvFhwq6WTgninFcYlXGy2eJNn3C5twxDiy2lJakpfWAT229pLmldxrqeh9hBHBah88j9LXIgxJHPtJwAHCpFw577zw4WM1EE97gOHqHHrlS6/ITgDnzK/8AdvMUvkez2C/8fzJ68UYxGc5OeS6VqfjtKmBaVrgjaAU/IMp0qAOpFptlpujJTE06j4hIcF1aRxXJByx7Kh3s09mGC6LT3W/IdKKcepJ55Usjmbye8geQbPZsE5LzO8zW4LQSpmTIcLUgU2OOtpKtpcVtKQpXt6AdJs9vsrF4dFC2OQtGOa/w9DWXhdMzVG97mNKpl6j2cavrwpsVwynF80iQpFybjfbSG2ft3lsxytNaOBABbV8tCE0Bpr0dZoLA8AHUFyHYpquXjzE/Q7BCiKg+OKcqKrx48pM38eOVYWLXy9yWreZchuDcnpAc7feIYVb3+8DH+2ebJokpofSooOmtwtGRReJGgkOYA+Ycx1FE9pvO8IHn9hUDlTS4hATxI4JTYcgcY5rx67LuUwXJ+6wVy4dyYS0KPlG6OypC1dtBSFbfzVI9Ceq1uRkij0sPfP4cPX7qs6M1ASqQDnxHUVAP44/5CLv4v8u3Lxw5skuQsLuV7lt4ddZzqhBt63H1KVFjzHiGkR3HQSlutN1Qn36CaBeRiSEnxDwOZIHy9oyTI9tJbHLalz3HuEqeWOTk65E+s1snZ6zwH5bcf3PEclYx/L7Pd7cpre4mJIcbL7R7CyFJUpDgXQpWNdPXpFpd3FjP40BR4RRkOwj4g05O2C+h8GdHK1Qehy0nh2jjQy8YeF/GbFuj8G5XNl3nFrQw9IsP3sxQU1BbKi00qQnaQ5BCtrNTUJGlQOugbZvktuTudoxuoj5SFHX1dKq8uyQ3YZt11I9GEkPbgQeBw4hfXxFJS5z4rtHC3mDk/H9gvj97sdvNtlQZMh0PyI7csq2wpi0OglLShRC/Up1PpXqwbhN9Q76rToM0Ifp/pJGIHFMFAOQwrW3R+Ax1tq1eDK5mtANWlCuGC4oUwWhn8kbIxO5CjvuRtWYygC5ucUkbvn9qpJPdiKpU6aEJ1PVWnaX6TwAos0pI/Uc0qs8R4GuOR5var/JYiN2eC2h5wS26Mx2kLQ48+dTX9PUClT6a16sPl7y6by6ZPctP07QqlUJOXrqub9v30du63tnpdEInEhazvPvLDFimsYfjDzbEKI06irHb7aKIKFTnW2xRLzh+KQQSDoDSvRvzP5g+k/8AuZY91oahI4D+NBPLmzPuCb69Ic0ntUnFOiYV4cFlSW+Asnkp3RQ9JaMRQUFPFS3+49Jkr03recqVJHoDQdOeX59e3NfkQSnPtJ5k0xvTQzc3NCakP8h0H8aJngW+y8VwtGXMKVIu9viL7QT3FKr2lracb2j5K1ABH5Oj89wTZKcWgF3UoMqEQxa9wQFHORqrkqY0TXF3OvJHOfFuYwpdlVBvEaLMfhKUkpclCKHAP1AApTjqUfFNTQ/h1Tm37buPxDG6MYgjP2dedWK4sJLaQW7T4jihaeP5UCts5AvmMG+43ebPcYd7t9zVdrexLZmwVSoTwImsrjPtokuw3QFbdoKVEaHToBcNcx7g5RxH+pvMVZ7SSGUM8PEFQ7HJ3UcMeHrFV/bWJN45Xx26zw7HciFJtXdWsMvWye4HWHUKSjuVa27QVAE+np0uxbpGkZA0WldpjAClxwxz9DRp+UWG5NFwrB+SMdclW97HLhapMi6RlOpEVhtxDry+yyrvL7zKCCU0ABJSR0Rhe5kw0rqBDiRwQj3dlB5nOA0d3wnK3FCSU93HHsqwmuSeO8rw7E+WbDDbv98tsaCzeHnGlIYeuRkNJUmS8e4+tRSnfXUJANFa06ue57dNu20MuYwNbgHMJCHST3gRngVSqxaXVvY7kY5HEMarXHMqndOaFRxquecMttOTX/Eb5FvH2rcotz4sIp3IcdhKCp0RqqkKAagqKwNdu30Pp1SGeLbs8Jx0vZJimKpgVo7F4czxkWFhRcM8QlUVcuRl8Y5rMudhVFu+PXJtlphpTXbDrUtapKXmGUgirT6lNqXokn29upYnknh0OLdAeuIx9P41KjgayXWj9elM1GH41fuJZLHu0sWZiM4x+9LF1gF1lLDEXvtOLcjrBqh5aVKISQrbp7e1q8tvbNLLbEd4d4H1IR28RVf32MxRRTKExaeOOa9ORFNO4ahX63Wax2fKXaN2wwxBjql9+UpDySEvyFkKWhIQjYjVRQmiKmgPVC3WKJl/ceAEiLyQmA6kDkT7TwolZTSusoHTE+M0cUwH6fWnuSivkWq2yW9j9valNHUB1RW2r33GpKaV9PxHQEgHA5UZNxOMz7hXx9lEbRsRCZS2gUSkKcKUDQ0oFU/of9OmtLdSVo3ExGeNeR2DHJqYjOgBCaKFDT2O4CiU1prr1sRgjrWjcS/1GvA9AhUJ+zYKakiqNa0CqGigAB66+nS3QscPlGumDdzagj3aF9tYyTb4gST9nGIIUoDtbiogUp66EVJ9R1FMYXJDUgXEqfO41g3LbA7K+zAhBSiSoJYCQSRuWV0pXQ/jU9b8MKFxFYZ5j8z3e2q0vcGI2VFEaOggq2uIZSkoqCEjd6JIp/frkf3t2ePeftvudk9gefAc4KFQhpxq5eR7uW28xwSh7gC5CFOS0N/KMdEnHyHEhQQ8pG1QKlDdWgVvqCNPevr9OvhV9qnnZ/urt4cdLo7p0ef+rL3c+Feut4SbZZiOMa+6srxU3bhbLcWo8ZDobbS4eywSkgFsgAJKVD469foH8tytm2i1lBUGFvHiiV4t3YStvJmqfnOR+FFBJkPW7GLpKtrba5US3PPxkhhvcqQlNW6AJOhV/bTqwOITpQqManhriQCaHHjW78s5em9S75fZllai3IJjtJkMMtrYWK1aCiFKUn30/t0+98TSA1gLUz/OiM0DWRgxSlSUPH8MKk8QcgSsldtT2TS24QceBcRdGkuhpIUUSirf+RSRX6ndQDTrReANWgJ+FKdGzwQdZDkAUDFeOH4VkMit+bwBbzbssmPpWFrkPG7KqpaHQhLKykqH5dQRqT0tsy4NjYKYigiaplke48F/hVe8iX3k/Fr3jAx26vzIzz6Rcm/3B9yilbP0tqt9V6nTUf0r0hj3lxGlpCeytuit3tOqR4ehRMF7R6LVg8wc3vYhY7UZC1qnTIDYU3qD33GEhZUnUqBKiNNSf9enWhjcTgPeezsoVIrPka0uXDs5np+OFUz44zJ17y+9X6WlSTJUHUfPuaOmqd25VEKFfT3r0pr9bEGVbmOkq4ISfjTE4khDTQC1q0SU1qKJ096n8m7rDiEpHGu03OOTSu8lJSE76qIKPQEa/wCvr0gMIK8qSHsJ0qFJoEr9Oulv5Rya5lC2oKEOsRbgh0hcZEWGpxbTlDtdStblEkAlCTTrrflSzjk2VshGLj7UPH1VQtwupI97ka35UAXIjDD2+6gywvNpzDWW29yRKlO3a5XCfIjzJL7qnjPkq7Zk9xSSUUAKU0/sBToM2Rk06PcVYXJ7eFWW9aY7dAMHID8SDRDZVlMfHeMYS2okVqXe57SgUL7dZDaSwDHAAeLIYIBTRRp7+nVuggbDtyrhoJ7Tz7ao7rl7rkhwUOkCdEIqgvLXHmpuJY6w22oBFniJUFpk91Ik/Iq3JUpLda6lQOz+leubwCSdrk/+qT+VdTeBC4O4aWj2fzqubdEsFx4pt+KLuCHIhYSJ0hkMoW2lodpKu+kJW4G9wAJ+VPanTm0wvfuDhICIsWjr+VV7e3uBaYf9wEE8Uwqlsc4IxvjpUi92G6PSosuY46QpSFIjqdO5baiF7nA8fw+PpTo3LY2ts3RECHErn7aBz3l5eI24I8NvDShwyX8xWJw5xyB5SJC1L7MqxqbCNxKVFcY0NTt3pB9z9fr0HajLmXkv5UsuS2jaPmLF9WNSfhm3Q3Of8iiSVMRETHFbHVBKnwpT5QG6qWEuM7tdTof9ehV64o5MUJo1twbqjc5AEIX1YU2fPL7fsH8ebk9fsklyLZai49DnyltIfhsIIMYNy3F911CP8AqtBodNessJ3OnAcT4bGknoAOfKiN21bZ0EZahdkRx9OFK5z/IrbypjtoaxK4JueU5Jc7dFbnSHWt7b8x1ERuZKkLUEtxYzBK3CNW0IOn1GeYZ4ZoWwwlZ9QXouS/nS9it7i3mfPL3rct7pH6kz9Zq8fOPwx4b4h4awu9Q5z9zzlVpQuVP7L6C63EtyV91Elct9E+K5NKih0BJIBpUKCRXLuGG3kYWoVeG4jEhMSo4dtEpzO4teCS8sLiAe61UwTHFPdQX8EMwsl4uC7ktLMOUDbZ0l9Zolt7fGUoK0ShwpOik+x6vezthfYBs6EHNckB9BVE3mWWC+a6HBwVE7MqlXiVgWMYHmPOHG9nlxpDN9s1zurCl7AhxT7aXEtt9xZqULSToSSderz5WZHbuuLWMARudqAGCBwR3aevShm83ElyI5pSXPa3TicUAw7Rn2UnTMORJvD1w5jwJNmbulqzO/XOO+hxpLi2HVqkQ1pWHKAJWh4fIevXOWb9JsVxuW0tYX201ySMsCiYrzCZVfrWxduNnaXBeFjha0quIBVQOfQ0ybwA4HwHjfhl2c7YGZubZ/IAtscxkS1pVNo2qQ20FLSGIjCqAkVJH16pl3PZStZbIs/HDMrnhgAB7+tGpnXUMzphqET2tLcSVbwC8SvAcK2yfBDx4tliwu1QIwt9rseOPsXG/2Ud9lcuTNjGahRjNLDUKGSFbnlCjjlUjUHqFbN/dc5hIijcgaMSSePZ6CpkMEkwVwGo955VFPIJxrw+clh46evlmm4kkRLhNUi2XV9tTiorMZJBQ+818G0LZVVPxqVJ1PpXqxW73OiDJS0uacx1OIPotQ7zwY7lz4Gu0ub3lP6hhhyqjLkm14XwvMxC1XHH8iXNnqui5klTEmYh6S4xICk26C87DkTO2gtsSlK7rDQoRVA6KxNEbsAUC4qEx7M6gSSuDEWPFwORLuxTl6ssRS5+W1Xqw45ntzxd2VBvf7BJbsrkV1UhxTzyCCht5HyWt8KSEkUFdD0O3BrDBI52en09dELQo9rlxBUcMeGHJeFUN4F8KzPFziHkjyj50fE/kLJXbtfFyrgouOIfc7qmGkFQLgbixwBQVBXr1Wra3eGeEwfvPKkdqBoPQfjUq9uIyqkBrWquYXHMcCSSUFBZ4w+ZfK+b+ad5nS5j8zE+VJ0u3We0upefXAaS5T72I24O2Pumk9xwfmSBX0J6Nw24b+2pIAx5Lz7OCUIhknjOtwDRImoH9K5J15+ytrDjHkKx4Ph07Hb/jicwzCZC+xsVtt6Q+665KbdXEi3FtRDIirSra86CkhkaHcaF+C9jc9kcLiwLnyC5p8KnmPwoXGdglehAHU5fxyqj+asBwHDuOoHOWU8s2U8p251k27iWxtWeRAjQ3XwhizM2yJ3sijPxrchUh5+WptiOlBSnfXWXff9W6UQseYGtQSKgw5tI/UVRDhnlUJsAgbC6a4Z9a52l0OnvhpHzah/SEVQhVAVrV78webMs545VmSHlSItkx54R7dbHQttCgr5mSWlbQS5/j6USfXqh3PiOm08Bn7asNpAyNZCcSSGhcgPxPuFXN4I+M165gy1GcZkVQuNsQWuep2QntQ5zkUkrlLW4AhTDRQUtCp3K6k2zHMj8d6qCNI4k8z0FNXU7XvMDCdLR3iOf8ASDx/1dcKxH8jvki9ytfkcJ8eyl2vjnFEojSRCIjszg0AFRELbWnuB9SCXD7jToPul3M5/htcdKY8FXM+vLsyohtNuxz/AKmVqRsJDRzPA+r3nspdNtxyQ1HiIcbeeaYSEMIaYQpCEppRoEugINKaaCnQB9lLK50uJB5D8VolJcQMdpc4B3Facl4HeJ0y6sMcj8gxRasWtal3CJGmpSEKS1RQlOkFaVrWCNo1Kf79WLZ7KWCBwuG4rh0AxX0wIoFeXQuHhsXyteQeOo5InADicxWD88fKp7Nrg5w5xfLXCx2zVh3WbBWlsBLZDZZbcbokSn0ppX0QnX6dFZJn6dJQSKvPDnyHFOlRoYGXGLysIOPBSOH/AAjjzqqvB/wA5g8x8kUiyvyMK4Ux6ShGdcozmFGHsaO5+w4i29tTfL64gK3uAliMDVSiqg65d57+5Oy+RYfp5SJ9+kH7duDiF+V0pCloP6W/M7oMasUG3mdgkuFbbkKAPmcmWkfpaf6iET5Qa2qfFnG/Brx9vNt4/exm4s8bYKkJyTKJ1muVxtGZ5WyBGguZFdmmO5kC4Mwb1xx/2iXCnalQSQekeRvt35g3jy1D5885XtkPNVwBJaWD7iEOjhHe8X6Yn9s6fka5XYK7EioLd0ZBu300kaWLRmhLGPOTjgS8oCFIKHFMAaYPFvnjoxyfc+UVWW3jDJrURxuwOhl539uYgJQ5PiY+uQREjOS0plLhoA3NtkFGuzqg7r/kJuu4edNr8lWk80XlywM0U9x9O8Ce4ljljY3CPU5kbnsiErgqq8d1uqikdpaNnfuZce8hVHZDMpyXoMOHCvx4XrP2pzKUIX8CEK3JpvPsEgJ9N39uug287XIvzEhKIzN0BzelSNUPUA7tD8h6eg0SKVOijT616KLghxBoO3ueyv4lhtACaVJIAJIVU6aGmlB6fh69Lbg4YZj0NZreG6V7teW5XFcNsMt0L66lIT6jT2Nfeg/8ekyTaCjUNPQQeIdb/kHvNdNqtEm5Nb3kKW/XcSoV0VXbQo126f1PQO5vI43hoIPWjUds6QKMBww9MOtXdh9mbYZ+3mNpbWodxKlJCqggBQp9NB6+nQh0zXuLhj3uNEGRFjdDkWrbteAT7vKZNqs82YKJCnWGFrQk+oCFpTRwE+tK+leo0t4yEa3ED05VPt9vuLkDwmOc3nUhvWB3CI0gTIjlveaAqiQnZ8wabFEjYsV1AGoPr0mK7Y4amODhTk23zW/+43SMM+fJaydgw8uOMSu4z3RQ0UUE6JG2qQqhXuBqPcdPeM7EioXhhpxzFX3Ex6PCitOvsoUw+G0OUU2S1urvI1oUrOpIrrp03rJxJxp6INcUdl6YVkbzjKGYi7a6e7DdYU8wpVKoKk9wgLJqFJSdK/mJ6Q2UynX+qnwxpaQM86FnkLEbO3id9W9GQXEtvGO7RJAqg1BJI+e4AV6I2Bd9S1HOHHP09dDZo2Phc0jAjhxqNeIsKwZLcX7Fe4Lcx1BShipO5xINCVbdN51oNKUPRrcpJGxkxuIzOHsX8KR5dihlk0TDUARn6caZe7wng8WAUy7MwpC1pDK0koqFDfXcaq3JB1rpQfj1UnXtyqh7tXafwq/jbtv+QxtrCXPx948mttdq2IQnaHFdtI+tSmpSKpNKDU7a69Os3O9YVEj/AGn8ahz7TtsgTQxRybVZXzxlw1aj9qlbSCQVUQEKaCjVKiV0AKEmtPc9EId33EYiVzieeINDpvLO2SfLG0HnkarG/wDibbHoS3oE9t1VFKLTwKEkk1JKhWnpT1AHRO18xbnC8nN4yIwIoJceVLQjS3Ak8zl2UJGU8Jy7PcJsKIUOTYLZkPW9RKnFRyRRbShtKtD/AKf066d5f82vlLPrmaWYFRmMcnDiD0rn+87FPZOd9O/iiOPPJD+Bpu3ht4NocteO5fJubMV+4tIlOuqjpVHiITQrNVo3qKK0ChqlWtRTr6D7DYWm0bTBcW8YDJbZjkRCjgow4E+2vDvnXzW+93i5tbpxNxZ3To2o5W62JqcScximGHFeFHBy9jLWLxLZDiwm7h+1UZfv0JfcdqQUhbrjAbUplYIKleytSNT1dNl3G4MzpJHvDHNwbkF6KcD+GFci3barG6hYC2PxnOLkcASQ5SQcEKn+rIgEYlamXjfzBmPj+7LuWPpi5hxvkrim814xvL62ItyY+QeuVtQ4v7GDe2mlHtvttpLooHKj5AF9xPI3lj7nWgs98jEW9QsPgXbWq5q5MkRHSRLm0nunFhBwp/yP5180/bi9dc7U90+xSP0zWhcdJAzdCXK1sjRgODwjXYIl3+Q3j9I5OxLH+ZfErIv2LjbKjI/3faKKi3CwzWQpN7tNxjtguxrpCfV8k6BxFFAFJB6+dfnHyff+VPMMvlvd42M3CF2CHuPYQrJGOPzBwxByORQg1708qeZrHzJsUW+bLK51hM1HYd5rsnsLSVaQcHNOLUwwINL/AMqwJvA8Ipw25Jy/kYyWnLremd61qktPbER2uwVPsPw3KqKnKV99eqvN/wBJjO86D0w9QFWqCbxmlsTQoQZ4ntK+yl8w+Z8349d54vPJ1znY7yFJs78S1Lqpt8x2ojyg5HdSU/rvSCA4KGnrrXq5eWpttt7K4ub7QQGlzMiqMIGHB2ogpmtA93ZdyXHhwl2stAwzUlMhmAM6+/CeTluf8KzXMmyC93qZc71eZrrtxucp5aI/caSppDZdQQwpTlFACh9Doerl5ItfqfKDjMAZZQdRwB7zjxHQAFM6rnmOSO03pzYV8Nj2tCkkI1gK4qqlT0XCvrlHx6Ry/wAjZAI624MXGTboEtTZaaBTGjpW4o02bW0qWQoDUdVrdtqN7vN0LfuxROa1EAaNIVAOXZU203IW9hG+Uq54c4KCcyiLRm8a49jfDnFEljGIjLcuPCYeekAloO/IB1DaNFpC6mv+ta9ShZRx2jVKhASeC8hyHxqvzPlmkUOVwa5AclzTmnvWhcGBf+e+aXKUt0Rf26NMnOrZKfi4wsOs7dQ4pxG2nrU+3Vbv7l73NcEHdROzjVo261a79mQowAOXkTkPbTBPDnlW6sQ7nit0WH49sfctqH5BQtxIQkNsPrD20ISlQ0SD7nqqTufOv+j341axGWaG/pPd7OI9lWPyj45YpzFjGa5MntsZJirS5ltCUgPOKZackIeikhJKi8nUivrWop0CfK+2uGNPyPJz4Jy5fnRFpf4TiMXtGGPu6ii2/hr5as11l5FhWV36ZGyexMqYZtN1kqdEhhhSmy9CW4d6ghafklVfWooD0u4cZIQ8YlqrhinPmnU1EZEyO7YSE1N9ROadDnhTFOXOYsmxflOLY7TMiRf3VDyYrrzZfKqA9p5kIUg7UrGoFRXWgFerZ5fa+TbzICCxrsOePCgO7SPhvGhp0vcEReXL1Z0tJrh25ZNzrlmR3q6XOfPentzbjeH0qdQ+p4Ekl2qWxFjlG1tCSEoTVP8AW4XcrzaiUgFzgAq44dOgpnb2sewQhyEKSAMFJxK8/jVRcm4Qxf8Al1FvguJnRIrSkklaO6XkKG4AlW1EQJG75eh9a+vTm17W69LXSjTCCV7Bl6jl1ND923Nlm6RrHAlAOYVMsP1fAVVvLvLuIccw5WGWqSy7e5LQjhuncS+tIKZG5be5TIaP5SAKj0oadWrdN6t9jtBC4gSPCMb0HNMR68+FVSw2m73ufxgP2wpcQU08kXAn3Cl6WLGHs2yCTMlvSH3333XZLqiqoDildthSxuqhoGgFTT31J65MZZLp7pZFLnkk+38K6b4UVsxsMaNa1oyyOGJ9Z9tGmuxxsd4OutvFClUmOHFEJCVOIPooU1JOtOuibC0m0azmpT07K59vLAdycQSSgx51e3jgq12vHESry23LtTUF1LzDqkoar2aubak7FBJ+NdCerBMdNq1vFT7qr4cDuBBxYGhfWKPTx+5F4vv0qDLwuLFRCx68RnrshMdX2xUy+lYjy0sAr+1cLJS6oAgJ9Oq5dywy2zntKgqFREKeiUfiiuIbkNOpunSewEr7wMahf8neDt2vLOM+fMUjWuHjcaLIauEZq5NXCTdpN1fjOy0M7o6G4tqiNxgA1rvkuKUQCadVS0eDaC2JPiwEquKscUz5g+2rhK55vDfDT9PO1oCf/UapUBFxGHH1UET0ZGbZxi8mxW5orgtxXkOxm1tFVvlNoePe7SFIQIrgO0UAHqOiVowMaYyVKqOVSNZe3XiT7fb+dNBvOK23PeALniUloOzGbTKac2IS5JadioKx29CHto1IpSmoqOtskMW4Bx+R3oPfQ26DjZOI+Zh1J2FT7qVf4E37FOO+UOUOJs7ciN4quY2m1MzH0Ji9zeVuuPqe3ltZoNxQKEEkelBe4NxuWWJtmavqA4Oac0CYtIPA5jhnVZntbee5+oeR9IYyHDFSdWBBHIesVTX8h19tGA8uYBIx+aqPjs26whBYiLCkGpUtSWk6IUh6EVbj6E6VNeqLey+FOR8rfEJwGeOPqzwq07Sxsw1OVwLAAcyORPLtq8W7HjV84wVIbmMPFcBDbNxkQEbv2S6pTIhOxX0q2t/aStFKqVGtDQgdOsDvFRUb+Yz/ABqUD+6GMBIfx44URjPFF0//ACfsB5YxyDFkXjHLtbfuoUhxbT0lEeSiHIW6ptsJDPYBWtRBSU6GlD1bdg8Fu5tY9yFzMOpH48qrHmOWf+3OfCFcx4XDFPyVFXgpFMpiwRIsOL3uDdUXCRItMBZbhoQsTXg00pTfeJ3upjIWSkqVoU6fTqubuyLx5ZGgKHkepcKVZGUwsY7ItBz6emNXPjeRvtWFEq6NvNxG5zlvj3N6M81bnnVjeIyZy0pjqkBQUmm8EkUArp1U54kcSAdGZThR6KQaQ1x72Q6npzPTOpD+9wnD8XUJOm2pFP7aiqR7n16hHPHCnGua7Iiuh+7wVAAvI3ep3KTStQK6GmgFK+vTrX8K3oLuBrxvXWGEUD7VF1IC3Up3V90VNV+tDXTpwOHHGmJGacU9X5VgH7vF0CpTICqVClJSNo/KdylAbqenTcgJxApxjgWpxAqJ3rLoFtZ3OPMFKg58u4j8rdSUVSTVw+/uehW4XwsWB5BIK+6iNnbC6eWtzA9OlUNe+VrO+6WEPRkF1VSVSGyRQUCVICtwcqfQ6016oO+7ozfdju7AMLWSwPC8VLTw7etWfbrR233sN00hzmOCj11EsxbTOxaa82sKP/WFKLR8k7fif8SEkV9qdfBi9s37P9y33CFscG6e4vz9vHpXrpkwuNv8AIQ+FPdVL4HyfYLFawy/Ojh6FIktuNqfQHG6L0oCa7qK9D769fdbylvbIvJ9ncBXHwAcjkQCEPEY55V5P3fbJX7vI0YN1HHDAqV9dEVh3PdguKgwJcQISltte5xLjTqFK2KOqiCdamnRbafM9xud261MaMCcDip586g3e1RW0OskmRM0/KrehZpxqKbnLQgKKlrCJIAUup3KKCumlTXq+Bi5IlVx8srTmQKziMw40QFOMvWBC6iiu80Xzs0pVTnxqNP69KDCTzpoyFcX4eqvPK5HwJpHxesKlJH6SVONrICQappvISoV9T/Xp9kZbz9lIMzjxX10D3kR5aY9gN1tEeK1YXHHip/tgIXLDTO0PTAkbj9vGSQXF/kSCKkV6eghLnODWSOfya0uQcyACQF40i4uPDhbK98McZOlXvawLmgLiAXJwzoTeYOdLfmyIN4VcUOR32WXYy2lb2C26EOlTe00PdbOih8dprXpiR7NI0jKpsMEglcJgkgwxHrxXjV2eMfN9gszK3L9PYhNuU+y3pShSmhQgqWKqVvPpu0Pt6dZEAWAtVVpmcJKRIcsinu7aMS6eVfHENpSI92jT3qAlqO8gKJIPxWtSviR6k09Onww5lA2oqKFAJXgMF9vKuzjzyWxXOsstuOQoqmHJCzveW58AGzUDaAN3cJBHTjIhIoa4EgVHf4cQBcxwDiiqEHsqK+QM8WG/KZiSGG1z4d1dSSBRwSGu2pt1NUhumm1WgIOvp113yYn9hcSPk1D2NJVe3MVz/fpTHvoYz9bme8j8KWo3e42H50G5hUgzEQVIYcBcZoE7XXJGxCaguGo+O32B6pADheNjbxPqx9n5V0C8Yya3e4FdLsOZTl2caJrNW2cxvvHlohvuxQxJhzZB7ZdjIlMlhYbSlFR2nEK1NTs9NBr1dXylm3TPOIEae45VzS3R19HE4o4zr1z5GmB2bga1crWmZNvkcpjW5Iaj7lBbQENCe4dwUUHeAdtanaanU9US3a+CLXGc2lceXSukTTNmk8M5Lhnzx/JaBLlvg/HsPsN8tOO7Evz2JrUZ1CkrejIVPUoPh2imW1KTUIQPkfw6T5XuJZ7z95xRpPw4+nKo3mS2ZGNFuBr7pVVwBRF7BhxNAti2CcpYcq427LJSZlikT1LgPkfJtoODsMKXVXdWy2frX+vVvuraF48aIrLxK8OHd5541XLmWUNDJwdK906fcHDMdD6qyjGKvt+R2LSI7b7kWVZu24+GzsCnELqku6JbWFaAUqAK16qxBMz5Bxb7xgfhTbXqGMeUIBaPWcAtWLwZwzLzfyqYjDb+2Y9d2bxdGwtaDJitvkuRApJDmx1AIWqp0Pp0ltu0vdJOUiAU9eQ9ZqY26DYGRx/7jpAATwTj1RMqcZ5jcS43zHgL2GY4qJaoiLeuHcmgn7NlTSAgGKo12tsNx9yUuAE1I21B6g2rWRQXAuMnMccM8Th6qITbjqu4RahQ4aXdDkXJ2e2lbcFeOnFdp5cXit5yZqw41ilg7tqmJu6LRCm5Mp0sxoCb2WnzEdtcEOPpABMo1G4hBQqizySzTSGFmojgCvZjV2sWxMhZHM7RbhpxAy9q+2h484Oace/aofFmFRrzeojdxlW97MpUCbFRNskcrjx2zLkK+1klDx3IUwlCFD5gDdtCLjNr3NUhOwHIqeIB4jjnWomt/2dTWoFU4ErkgHEjnVVwMMvUrxyuVmwNbn7mQiSS0QHApt5KQlIFVpOhGmpOternaxzC2b9OpDCpQKmGacUJxFc8unsn3FzZQ1uokBTguOHTJaE29ZRl/C3MuA3y6N3OzRG7JNg5S+ht1xmU0/GT23ytw/JwPChd/xr/XqxWu8/2vcobouS17zZQRwLeIzCHHspT9vhuj4RAL2taWJyBIIamBzqsLFhmO+SXkFejDeUjFJry5smWsIUlEpbbaVpaeQQFuNrSVqp8dfr1Sd2MG47pdTWxHhkamnPEYL1q02uvbbKNkoIYhCKhI4A8qeh/Hb4qsWHky7Zs7k0m/4bjjX2Fohy09uAw7CSoOSmVFa23ErX7UFCNa9VSdxsyWuR73hNSIRj+VEYrgX7mHS4MjzC4LwH5mn9eOeNX7lxzMuRscucP/Y1vkScWg/t05Lch6XZ1Fu5EoYdSqR2HylRQr4t6aVPRKwbFFAJZEa+VyDAqdOa8unE9lPMhuJ5XyMxt4ghx4kL24ZnpQq+TeP5JjN0+yuX7nKtbjjjzFwmhxcZbu8r7aZXdUUuBAKhQJI/pp0Sf4QR0JaVGIHDtHOo7I3sf4Uynk4jPmG9le/hrC7flXGF9v8ADt5W7a/uEvPFX27z8iMyZjjkB5zZDYUiE8lSlO0BAI1PUmCQANYqEuT1n07OdbNq58Uj9LiGA4ggAe3OgmzqPGN+fhuqZbhC4NmSaBpgMJcCnCQoBJRU7jt0J9B7dM3ihA70/CtxN1t7uYaOudJZ/k1837xkF/h8FcUutJxOyw2GMheZ3JbDgSUdgdigDzxBKhWoSNTrTodFazRxeM0nxHKiZjmU6/p9oqMZP3yO6WRuTmHORccUw48sqXZw7yreONuTsLz21tRkO2efGamuvNSEoiRZqmI0iWwpK/0VxWxuFNCAdxp1Jjifo7xOI4YH28DSpLlzy3wwFY7HAkevp2VtSYBzI/BgxswsN0ZuEHNrSw9LymS4lt2BcnkAoFmWtpaEqS4gAKpQeqfl0PLBDMQVamQ4pzJou5ZG6o3N0OxXMHsyxonubU3x/wAfcCvrtm49xi1XV2PHyXPL+t+bld2lSm/2uGxZLi3BC0zLq+580TnJElLikJZQN4PR2Lw5GgSOkLtGDQukJm4nmV9dRR4rY42hkbYxJpMhIMjiVQIRknUoaRdyv4fZ3ffImy4Ymw3mxw8icYnzV3iA3BlyMdW8Gm5DSGXFoLbriFIUoKC20fnSlRp0BvrWL6jU0j6cYkjjzb2rglSXSShwUETOTMFunDPHPDI5HnhUv85/JK0+PHGls8YuB5TES/GM3HyC7WxKaJKUhiU8pbdEhEY1DaDUuHX8eg97P4TAGpiDhy/gPjUvbLP6p+jURDHi7Jc1RcldjljmaSK8i4Xh+OuZIcW8ApyXKfLJfmySVKdekOOfJTzilE6aD06p13M5HPOJ/GrYxjYwjAg+FNd8J/G2fzPOtMu4wEpxW0PNSLjMlQWkszktCqaPqbCTHYS38iSdx6PbVC64t2vcCI3AZjA+3OqnulwwzPiClPmQoQuSH3pnRO+dXl3Z+M7JF8f+G5DCbimMYVwnwQ0lEJltBadedDW0FCakIT6qP9+jFxIyNulCVGGOHJD07OyoNtC5z/p2N0gDvHkOAHNzs3E48TQEcCeM+Uck4tM5jzGSvHOEbPdUpveUXB3s3TOJDTijcbbjqn6LkmY6Cz3k6E7tladHPI3lO78++Yv/AIxt0/hX7mklwbrLCBmmQIUHHBuC8KmXl0LARwwsa+7eFZHwDf638mngM3dmNbrPCUfjp3h/iSTxNx5eeHuOzxpZbe9xVfY0Fty239psJk3KPKgSpInMXqOEyXHHA24txzVCdUj5qf5Y7r5L8m+bn+VPJFw288w2NzKy9v2Pe+Nz2kBWl5JfMXh+r9LNKtwIAvm2wyTrc3RxeGlMe73QDHyOk8W4YpwJpV/8o/m7jfHGMSvHPjebAh5nkFvQ5kc+2x4n/wCrFhe3IKGTsJZvFxUClmg3NIq6KGh69g/9tT/Gq/8AuHu3/wDMF9zH3c/l2ymLLCKeR6Xc7fme4Eq6GLBW4Ne7ukItVTzduXhtFpYMZrJJUcP9XauS0hbHY3IOZ4JyByLbsozBjEOHYVjOQ3w5ZkIE25ZdkFnxO2482/8AuAC1IXfkynTUhLjTXuadfZXzN5z+3Xlbzr5b8g7haba7zT5nuboWsQtrdWx2VldXk1w4aMGpb+ExcCXuP6apluzdnWs9140zYGtaxNR7xc9h09gQOJ5gDImkO3rHZEMplriuNtKUFJWUlQr6JJ9CqtKg+56+Wm32U7Q7xWkJjiMUrqN5cRg6muBBKcDUTcbTuIqVBZUfQGo90USNEkClfbosYgEwoQHFSR6c6xzoKElZbG1JIKE0r6a0NKED6fXpMh0tXjT7GxvcShQAYL715VKcWwBV4mxLhIc3MSlgFKx6IUmiVGooklQCSPpr1Wb+/Yxz4I/mGBPXp2Ues7dQ17zgcQKue54rZMMYEyVIjtJWhCtiKbqmpSKV/wAk+h0H16AxB9xIGR6nPJwCURJEWJ0gJV2eL3EczyN5Eh2S2xftcft7yFT5gGwudspW/VRADjDLfyIFCf8AXpO6v/tUBfP86dqLl6/ThVi8ubSd4uNaONm0oTwJ5dlP3sPF3E3GLUDGLFaoc2XHjobnTH4rTig6pIovuUo0VLH5aapHt1y/cNwuHyOOpOJTn1PHs4cq7DbWtvaRCKJrQ0ceJqoOacQ4P5Bpx7L+yt2XXiI+3AMBltD0dwVKnT2wkAgmgFKKUB0zYbzf20ofrL4GuAcO3gCmY5Go1/aWl9GbaYBXAjIYde3rSQuRPGDyF4+yi8WyyS50212+S8/b1FK1FUVCyUtLKapUrbQ1ppXrru27vs81swTN/dyJQheqc+BrjG77HfWV26KF2qMFQUOXKqMvOWc24oPtL59/EbSKEyGnQ2PlSiVap2kp9zoR1ZrePaZ3BkZbrOCZeqq3O/crU/vNTr+deZ7yF5C7CGpa0vpabDSNy1d0t120OoBRpSlfbp87RaOKhrVqL/e5wUcwIOtRG/8AOV6udsetVwibTJbKVuoIVu0JSB6bQPQgf06SLCC3lD4wNQ7aUdxdKxAAAR2pXZwFyC1x5mTV8kH/ALR1P6rZBUhK0ud1srA1Sdyjr6006fngNxA6MAuzwGfp/OlbZessbtr5CkZx6KDhh8KZLA8q8avZZQ7dWm0K9EKdQQhpJoHADUHZqaChI06rb9llAQAh3YuPUjKr/FvdnI4aJWOd24+w0SOGZPbsliNO2y4olpNHVJZc3hKSqoDo9UhR9jWmg6DSWN7bkulY4MVF4LRCK6t5maY3MMiqihU/nUnyuSwxB3ABh0p2kaCidu5O9RqQTStdaDrdsplAXu8uNL4HsqoEXY28fcyn0rhOr2aqTRJP+SNT+b3pQ01HVugt4yjmjvjjQmQucc8TWcw7gaLnebsZ4iUy5avsEW+UnuAtLaKm17N5+J3JR7/lqevQP2c+2N9543Nl3BoG02p/dcTiqqGge9fVXnv71/cDbfI23GS+DzczECJo4uQ8MDiRzCZ0wscn43iX7FhKprFgYiRWIcZltCW0OJSohpxbn5f1iCCj/l9T19FovL8phD7duqNjQ1o5BoAQDnhh1r5nz+Y4ZruW6vXJdzvdJIdJI77iVVEaOGKYCrERbY16X93bQw5McjkCM6vfbp/eR8FtbiUKqKEKpTXoWWGA/vA6Vx5hDxFLurt0zSwEEIoTrjwzHEe2qJvVv/2/KRDyK3us20OSFOIgEofjrILocTUDe0a6rAG0ChHRoWxmidNZObrwRcuw0JbvbrO6itp2kF7iFCFcFCKEJwxo9PAqVl+MW/JbxeG3TwtyE2uG+LopmJDfvdsecYiXiP8AeLbbTMkQF9pSm69xKE7iadeOP8n37TdbpYWUb2jzPaNKoVPgvGrQ5P6XYhcQpACV65+wAv2bXcX4b/8AcO6drGBALwdOtP0qhxGBA7Kw/kt42XjhSLkPM3B0Q5PbcgkO3CXZIDbTgL5SXgtlMUkhS1GigD8+vLmmO6iLZ3EXDQUx4jL18CPxr0C1jrd7nAN+mcQSVy4EnoiIc6Rd5BcGXLmi3XzkflVDOK3ZMFbtvtrCOzOnrbaVuAhCm1cVWpDnyJ9emWQy2cPhuB8AuJQ5k5L0A4LRAOje90gd39IbggCDLniea9tUt4K228Y7l2UWe53BELGrNb3GYsaY2qOZbr7ve7rCFkCqm2wpVBodPTrqXkK7njElrLK36NuktGCkYuOXBcuq1S/NUHiGKWJrsdRcEwLkADj1Aw64VMo+e3KMzy3fGJBjxhKuUxEpQSo0T3+2QhVC6CgCoJ9v6dFtnggljvb2canvc54XLEEjD2UEvdcbY4hkyMAdMQvpzq5PF+VknMPEdzE1p9xb0UtRnnW1q3lJ/wCrRVSEOJOlTQH8eh0Z+piGkdwsHvrUrgyYkkF4X2Yjh7/XUQ4tmvcYcz2GxyQ3JgXK/uWm9d0fNuFJeLTgcUpQSjtAmpJ0/Hqn7xavtopopf8AdZC4g8uIPsqwbZcvuWMmhALnOYwt594Ap+BojeUeSuMcO5G5Cw3DWxBuMPH4t2iS4QadTKlKcceBDqilkNhKaLKfknT0OnVM2qXxIA+dzTcOCkDDA5VfLm2lY8xBWtDiAvAAZ9R1qReOXKXIeVYLMv62vvGFrmxXpQCnUPttrcZfSlsqQ0gbQdu4KBAr0iaD6hyuGotOfp761pLI2EEqW4nnzWowq9S+Kc8t/JuMXZWPXBye4iUWiYvZWFpqqWtO0bZDIIHqCfb1pEif4TiTkOfLkelSHw+O1M9RB9fMHnTVbDxlzPz/AG/FOZLtkM/HrLDhrumPzZ8SREYvSCylboZeASVMK2GoGobO4BWnXY/KG1RRWRErGtZMh0nFxXLDgDwKY4GuR+Zd1fJdaYXeL4QcNWWnHg7JxB+YDqDTScIzrh3O8NiW7FLbDt+SWyObXkLcmOIEuFLjRe3cmROUFM3xhcpG9DiCU+h0KikO3W1T28pbPpfBqOnTig4DmCOKrT2175A+3H02uK40AP1DBxHIlVBzwRMkpFXlXk9u4B5ByBDchsSMjLzxcSS+DvBDUdChVaG3dx+Q0J0pQEiyC6sNm2sXMyrpRnFXD5QeKD450Jjgud2vzCAvfLimAQ558efHlSoDnWBX7ki/P5WhyXe56lfZIKHlRWYy0pLLEV0EqZLLgr8vm4fw065Pu24MvZnyykanSdU6AfgtdQ22y+jgZbQN0xhvDIniT1PGmKeO+GYxLxl+5qtwXIckSyXikFLdUnsueu5BKE0UNaGn06sWy7dBLZiWUEvU1V91u54bl7GHAkA+oZVm+UrQiThNytlnjuLWZDa1bQNo1+O4DVG4D8wqT/bq5bdatiOmMEMAwqqXV0rtTyr+XHCrQ8a8VZvlqfxe9suRIsqB9u64U7Syp1sBQUaFYonQq1PUjcGObatORDz7DQiNy3xcwnENyzCZdKNfjDg7jvxp4/yvIcYlyL29PceuE/atUh6OVL3na2Sf+3aVoEep9fp1SLrxHO+nb3YwVQ8SBzq2207ifEkV73ZnAIn4jjRNcF4JE/kN4rufFl2RMxq3CHdbsi4PQ4M9DbNumJhxplvL4Ze+4iy3QEtPKR20hJP5+q/c3jNqZ9fKC6JQ1zB+rUSEXlgvbVpsIH7u8bbAGtlcHGN7l7hYh1AYEkKhAzBzrxcHeHNh8esj5H4rz65Q7xmWFXZ2LbshZjKjOXnHLnCZnY7cIa3gsNJXEkIDjSiVNOpWhVRQm1MEF/tcF3t4ebKbvIU1NIKFriM9KEA5HA0AZf3u2X9xabl4bNwicYyAToIABBYTmHKChxCpwqD3+/cf4HkuS4hElGZfJX/2kqEyHkLkCWDFmdlkjYhhHbJJqAP8fp1FuLK5DRclpFmxwbq65hepozHeWFxEYA8G9kjLtOJCZH1c6UHY+NMN538lAzBu8jFrtal3BN23JZXIkuQn3GmojEVkhEhbyGtxNK/KgSNerN9YxjfERzpIYyDzKnBDxb25VSo2zxBsEZY1ksmCqgIzVMVKIAM+NQT+UHxdmXlvHZttzi3xJuEPWZ+AlDCXnZPbbUtMac0h9CY76u0okJ0IIprUdU+/DLlzW99pVQgGeaO6HmKvWxsljhc4eG7AhwJICD+k/wBXQ1VvB2WX5/AbXh92jXJTIa/bGnozSgxcbdLdKXUHuFKSIjxUlK6hJCfw6lRxvkQ4qoCcx0+Bpx8sEb/EJYSO8TjgeKj3+um7YZyTD404wPFGZxpMO05A04zapKo5dhud5japH3CEBcOUtJKwaAEaGo16sG2wTG4ZKTpkjcBzGfwqsbjfWz2Oj+Zr2k4enCrz4rxE4rg9vv5y16+WBubHjCGy4Q5Ds76UOONWvtkpWUB4rdICtyUn0I6leYdF3M6BkYbMG5p8x4En3ChW2l1sxs5k1Rn3DiAPjT/PFrknxyyfhN/FsxuvHLSsXgmy5XacnuNjNqdtzQMiLdVC4uCNIRNjLC1rSVKbfSoEpX1xzeId5jvGTWGvFB3Mw4YaSP6cAe9gVxVK6ZYXexOsX2m8FphY3UC8EBwPe1NIx1tJ0q3vKAmdauvlNy1kGPeRHLNj8bJkm98GxMkP+xJrk2W9HjMuxmnLnb7NIkn7uTj9uuZcRCW4Vq7NE1UEg9H5y1pYxzWGbwmeIiJ4id8BMM807oKphQSwZLJE6SRzzEZniLWO+Yl/b1YLqTmhIRQtUK7y35EPFKy+6ioBIDzhqFUISQKpUPdIH9+oB1KgY0miHhxjBznVhbnyt5F9sLM+QNqiCU99fxV8SEBIok+9fXTTpwSzNHdY1OytG3tVVz3e2oy/yR5Bvafu0gqISkJC5Ck1UPUkigqRQilT/XpP1VzkA0eqlMt7I4k4V537x5C3JkuuXl0IUTuDokhskVSTQ01FNKAenTMsksn+61pH/DUqKKAFYy8dhIqo73bucmlSrw5ekqRDeZkyVNtPB0IS8mpJCiKK10FCU/h0HvYQbWVojbocxzSGtAPeBH40StQ1r2d4lrXA4uJyK8cTTRONLvJvnD2+a6Vy2oC0PdxSlK+4aYBNQSNKVP4+nXwB+7kUmw/cHcLKYJIy51NXAprKDtA9Ma9g7ABdbda3DMWOjUn1Y/hShb5gHJM/OMoctl9mQoaro6uMltLoP6iysD83b2gf11NOvsV9hp37n9sNpkOOm1aO9jxKAKuA4cK86+com2u/3RUaTKThVxYzwxzI7GbLGT3Jtv8AM0EM9pJUUDeUj/4SfX69d1trV8bcNIPQIe3JapFzLG4anBzh1P8AGpwzwfzIdijlt1UPlQq3I3UT8wKLNCa6/h1MEUwC6jUJbRzU0gGvA9xNyOJbUSTnlyafWdWu+AtaQdpKQXCoJAAOnp79aZ4oODitadDCi6WonSp0eCORRH7knMrsUKGilSkpQDtptQUkp+fp6+umnUhr51+Z3tqMGW691rF4YEL7K2Tv4YsF8ecC8ec0Yz5fHcvnG5Z1lznIN8z39hXk9ywaStCcKgx51/1ewuLjTaWuzFP2iZKXy8nvKWpQrdbzeYZoxZSTshRf23OBL1xJLSpdlpXIInGndu2/yxem5/vcNnNMHAJO1jmCLQEDBKC0Au1+ImJcuvDQmvD5w8DYRN8oubpvAcCJbuF8k5FuNywaDYGFMY3FZkw7cMhXi8RpDceBjcnLRPehtNJQw204OykM7ADu4OdM+OSXC7MEfir+qYMAe7iC44ayPmfqdmSaHeXfEs7F9s/U+zbdTm2xJ02rpXOt2HV3hoYUYHKWxeG0/LVA3HxmylbEaLHui4zbDbSVGNLeb3k/JIIp6/U1/oKdDNEgxy9ONGXTa8w1R1rmOcPz+N8liXXILgZ9sJaUUS1GQw6CVJW6Vup7ZcBGgPr/AE6xoLSSTnlTLtJc1xPyu+POjHwfKcKteS2u528W9gsvJdXIjpjl7Yfk6lrtpSPm2Kgk6+x06nW0oZKCOVD9whLrYlpHzDAdtM6ye38fZdxi/kcWwtXNXbfekS2mg5JuzUdhSER4852gi/aqVqDuoEqJBJHV6226vNuLYnyGOBwJ08MccRzcP41TtxsLe+Y+6hj13IIGoKo0/ANpRCrHxy55G4XNz1+M3hDNESlSyTaIt1dSowf3lplVZUSEsU7R3krKFFJFR1Hsru2nvg5pDpjr0DA98juqMlHsBp6e7uIv2nYW6x+I7iWjNDwBOLkxIwo3+YM5wtq52S2cfYNPfx+XYWWouYR7H+32qB/3jTD8hplbaH0syt9W1pCUqINRSnS5ZLtsei5e7xmghzeHr6j41ptnD9UJ7aMeA7vByY+1cA7h0qf8Z5XybLwfMpWLwlXHHId0m2eZfWGJDlot8uJEQHC5OC0tvyoyFAutpKihdEr2k06LNZbMsA6UMbcaDpBwXDNMzjUMGeS6cAXutw7vEfp6LgmGOPbQB8zZnIs09jFW5U65XueRdkF9S1pnOALcEp1CUpMKMHz+k0KJJ9j69VfY5ZBcvlYFOIyzJ6cetWK8jhiYyE/NpB7AOvOqtxrk2df8HuNszi0PQ71FfH277rRbWUML+MhLYCiofI1r+Yfj1YWsu5pDNg1jfmBUKOg4j4Gg17cw+B9OGrI5ytIKgEc6v/E52KyrRbsh+1jffQWEMiephTb9CiiaJAA7iz6H006gfTubIWOGOo/n8Krs8jg/U0jSOPI9tQ3i3iHyixHla7+QDmKTrPw9d4ik26+zN0aTJiqkKbdnLtqtkpuBuUaLcSAtI3DT1iWqy34s5ngF+GhRqTPLnx59KL3NpdO2b66KGX6YYiYN7qqirxC4Ll1q3+XWeZrji95vX7/MtdqnMOoYUh59tx9ooKm+w2kFSg6lfr6enQvzjJZ7dbi1gdpuJO7mpOC4/iOorPKO33U1629uGrEzFTxOXd5YZHLOhn4gvlr4bUnkzMJE27x4kJ9M2CmUzFuUqU4ppxLEZc0PNCUGmA2d6QO2tRSa6Kou06bQOlKlzmFvIglEI7ET110+7/faI8Gsa8EqpBCZHimK9qVmU+VHjv5h8Dcl2+Hi9sxTLsZuE6LBtskQBdVIt08zY7LSGI7ZQ8/Te8sABaioJ0NAxdXMrtwhkjD/AAidBJKhqnEEdeB51EfE42cgDWNkYVCYEkLgD04jiEoavFy7SL7Z8litKUy1bZkyMhKxsBR3zsCKkb0p20T9KgU66v5UexglafmBwrmfmAq9pGZA/Fa+PJ/HMczGE9EYVFmXKLbXGrglpKFy2UORgHErVt2qIKa7R6n16Lb3BbXFu4ua0vLUB4g/x41A2m5uba5aSXeGmHIIVQdOY9dKywfj/kSyZ5YcKw0tmHlF5YgPvxhtkwokhwB98FlKXWW1tKo4pOoKtPSvXF7qVsV0IJu6QQDpVE9Xotdm28x3W3G4GlziEAcMnHofjyraOvV8w3xF8ZbHi0J0ryvJ4UGx2mEy6v764368oSw20C4e+WvuV1Uo6pSNx6ctbJm63wgadMfFV+UfiUNDpJHWlqS4DWVxH9R+KZCr18XsGzvwl8R7qIPKtzm5Pyjktw5FyKxW+cX7E1eMgcUp5MWHME2YwmHGQmM6urP3CkAqSaJpaL2OCQ+BA1YYGu7yaVJOXYMhxQU1BFc2cLpJJNMs0gLmh2ohoGBd1OaZVirhzldea27fbM7uTqLTbJTZuMiPbURHlJ7ejrzyWy5JQhZAKkp+CCVUJHVfjY6OTW5FOHPCiDpTNp1Oe7RiFAGeBROlSXGcpsdlxLNMXsUt5m2XN1hcVMuc8lqayiGtpLSotGxcbYVFamnl7VBZI1TToxbKCo/l7aj3DowHMzUjM+5OnM0LvKF1tV9sGUSWkphPWuwTW46RIEh2YDF3FXzYbdWlDySltKRuSqpqB1l2zuF7uWVO2khBbpQKEUdtag2V5C5I5EzgzbeVLTkE8OOyEOKdWQ8U7nD3N61JQPU6fTofbzukf4ZaQABjSLoNtmam6XK44Dhj050Y3jJ44L50zLH7XDhuO2/7qPIvYQxIU19spQ2RyoudsKeB1B9APoetm7kbI6MAnSinBPX6LWmtjEY0hNXIpwxPYMjWwpfm+NsKasXA+IKtU/McftkWSzY5LzRjxUtMoKS+hKkuLU0kHaEmm4anQdD5AZCZ3u7q4kZ9iVJhlDnNgZg/SoaeA59lWbfYFgu1y4nVf722AubARdcjmXIWnHsHuNkUq82q7WlDu+0W65zLvDZipkvIDSFLQp10BIBJ7XeMMv08xDIXYEqRw4n3dFWm7i2HiMmwMgKKQoaCgJA6Z9TU/wDLhqfN40svNHGVnuuQ3dVmFltWb2iFDtSbxAuhluNPQoUFa48u3XW+Nulh+O2hTq6qCUo2AyLm2IhMQAjmI1BmZ7dXHBM8TnT0lzHdTMumPfLbl/h+LjpdpUDSzgPmywzzVa00c4uPIsjkrLpPIsCZHyh26yXLgzcmgmSlorUthstvhC2VoQr0AGvXPt01idzXLqCezgnpnVy2+JsVoGsCDM9Scyev4UZ3jb40yOc8jskGJCfVCblMPXeciHGLKWUrQpMJKvd52upGtNT0m0sYbhmqZoIBwwGPpnQ/cb2aB4hjBIcoUFEwzxplvmN5U4L4V8RxuIOKBb153coabVttziEutPlrY6pTyNUsRzUuKI+VAB0faxjIiuDBgPXy/GgTI5rqURtxOZ/0ty1E8+A4uOAoDfAbwf5B83uWrHdc8uci2ca3aZdL5yPm785DE2UxaAh5/GbX3fkzJvDznYbAO9tslVKa9UTz8/zjYeVpt08qwB+7yyiGOR4BjhUd6Utx1Fjf9tqI55C4A0atJNstLkWsjg+dkYe2JHEvUoC85ISpdjkEywrZGk+EeRcqZ/xy5dHsbwLxe4ZmQBgvCtqHelZUbCEoi3vKXmizEQmRMZQ4GkJWVNo1NVKrxLcP82fJP+Nn2r3L7deSrPcN0++W52z47vc5e5FZOmH7jInFXySMaSXPGkGVyqjQl8sPIVxuE390vrphe/vIGKXHq7BoaMg1o4DgKZW7bQW1QWpy4ETsfaR22lbUR2lIKEhpNEhKgPSnp7dfHC/84blum4vvL6Qa5ZNbi4kglxXM448+NdAh8qWkMTWB73MAGGGI4r28aXNmn8V/ijnOTX/K8steT3/KsluDtyvN6m5FdFy5ctzQbSJAQ2yw0AhtCRtSkade4fJX/c5/yo8h7JY+R/KNxtNr5Z22BsMEDbKNAxo4lFc93zPeSriSTTdz5D8r3ZM11asdKeOp4+BQJ0FW/Z/40+Hrb4zZbw5asOuTPCeQ3C3Lya4hclEiXdYeS2nIoK1XYrEl+c3fLbFWVBRCShKTT06nz/5O/wCV3mTzxB/mFcgSbx5dY6GK4MQbaRNuInbe6JkJI8RpZdujdoBDHSAuINDneVfKsczdp8NggkH+zrKOAUqvzDvDUuZLa/Pksl7x7LbM3IlONuxHmkD9NCFKSSmgAT8QNqfr19aAYZmK4ksPtx51w8xywyODRkeqJ2GqlvmEvrlyJFmYedi7iW00KyRu0KEgApqBSlOossZZjECWgeupYcgRRqJwFVs5DcXLMEgtONLrIS4aFpQI3hXsoJA09K6dArqfw9RzLR/KilrG4tDjxNWx/va22uyohWlpJnpa7feCdobNAFqUomrZUpOv09uq9Btc08mudWxZnmSaLyXsUY/aCuGAquvt8iy577dbr05XcqU7lllkL0onU0CB7nopPNabZDq04kFAE1OQcynrOVRIo576XSMiceQ/lWxl/GvxbCwHjKVeewv9xlxnFGS4hsbUGrhJIFUh1QoDpWmvXHfNO6yXl+XagYSWgNBwCZjHEkYY+yvRfkna4rPaQGgqRie3imVXLdMgZbTk09ZWqSZMtLR2krSpCyKmhKiUk6Ej0/DqtyN1yEHiaMTFHknhVDcW8eBnle0Z7kEkSn5bhWxGkOFS9ynTt7CHlFaEKrofenpXpq7nRjYI8AHglKExK1515oaLTku0W2dJTdU7UE1RJSEkqWpKaFRClABKgBUnTTXTqZt9xK0GBxJYuHSh92wPf4p+agx5y43xLKsNnSVW63peYaW6F9hCXFGhbXsCEfqrSoFQrUVr79W3ab64jnERcSw8+FVrddvglh8RACFJwz6nqKSXlXHUVF3lxYCP02lL+RGjZKjQqCqD5D8PTroVju7o4gJAS4FMTmK5tdbPbvkVvdKfGh7zDEZtokILzfcaCjVY+SajT+qfjqAOi8e4QXRDSdM+OB4jmOdDX2M1uzgWjjzWobZ5Ko1w+3Ujc08ogJ9Na6qPuD79T7ZxbKnAioMzRo1YqKm/2yXHmWmtie9IaG9SdqUlakIOiaHakakfXXoie6OoqASHEcsKcd4x4LcrNY/urfOjSXZsZlBbWpW9juKQE0S5uH6iEbkn06RukbDZNgKkuI/PP3VZvLlwxk7pySEJB9qBBR63ewITj0X99sTM0usltS2BuI3EAGgFFqWPVWgB/DqrvhETQZGt1DBU41eW3BMh8MkKVQ0NPJPCVvvVgVMt9wkWBDu1CG1rcDKT8iAlQKfz09dVf2HT23x297c/TFzmyIqg4ADNaF7ldTQxeIQHNVORxySvb48WLkbjly92TInFyrM43HlWqW6RsfQoEkNLUe0sACqFDUAag9e+f8V/Lu8bNc7la3iP2yWFkjJAuJJQAjn07TXhf/LHzDtO4eWNvngef7g29EYY4cAHFwXs49lX9mcHi7KxDkZNk8Gz3CCpH2zomsKkFQ+IQWGitbj280QkHcfSmo69hwvvLRWNj1xquJROqrh1WvCoDryRwsjIZtOlwaNWppxQqCCVwCY1ZmNcgY9Y7fbbNZmr9epFtaaZU/Otk62JQlQ+Dr5mx2ChlSR+agSEeh06rO7z2rBLe300EUGJJ1s0jtcSg9ZxNWTbNm3Z5is/ppWu7rAC1xemQVgCk9iJlwomZ3jHzLzjgMfMsauHH95egkvw8Ut99blPloFK22LxNhpcR2nj8HUDeoJJ9K9eefMn+RflLylPNt2zMmvrwAI5qCEuPNyko3MJiT2V37y5/j9uO/Miv9yfDDEFaQ7vSMX9TQgaC4YEYoCQuNWny1epub+L954OzF7G+LeTLDYlw7Nj2NvJSyi6R2kqZZiiWwkuR3ikKbkIFR/UdeJN73K/8x71Lv0kj5fqHlxeVOhTkpUlMlONeutp2q22mwZt7GtiayNrRpQNdpyRoAAHBBw7KoT+PXk7yh48taOJvI/ELvfcTlOORLJlFxDkh523IcKGFzl9tSXHe1RSHgfn/wAOo0VpJLF33RC6BzB+fiCf9Xoa3PcNiBaWvMLhiE+XgnIt5r2V1ed3i5erCu5cx40wrKcDfaVcJthZW46pLi0BR7baEAtqQ0kBaDtSoDUe/U9ZL6LS8j6lgPd/qHNP6hyyIpm3iFs8mIf9K5CEK6eg/wBJz5rSDcjyydml8j3nFLJKxCxwU9m5vxGlxo6m2iWlodKqOdxxIIoKmtfanQ7br25il0273sYX4kFOic+ajrRW7ggfHrkRx05EetfbUq4+EHLcvRiURKJuNTm0G6vo37CrZsfUEFO1aSj4mp/N107adwuHy/RRYQuOJIxVAPYmFUe/to2Q/UOarwuAOBCqPfx9VMWjTrRw5x44rFLaxBt9vdjRXWUJqpbChRQdWgAghGppVIr1ZZIYYGoxvdBw+PD3VWC+WWUnBryAE5enOhds2HjkWbmGYsvLjKt0GbeWpbbmxaZAWsqdBVWqmkD0/poa06pXmAtkfqaBqkjQjhh+dWfZIXW7TG44RyAgjmcRRw/xy/x1Y3z9bM+5w5KzJi5rcF1trFqcmshcNiG2BES+0qqWYjlSvcPVSia1BHXA968wf2fcpLOJiuQK7Lhg1vDSiLxVa6XaW77yBspe5ueGa9ST+GAyql8k5DwrjG3cu4Dx1JYQ9ieWSYDsAAH9VmrT6iFKKWElQB36g61B6uNlN4lsyTBXsBKcCRTDnBzdDFEgPEYZ4p05VZlm4+sHLfDkO8X2Cti73G2ltyalJXJkOLaPakqXXYHGdVJKUkkgfXpNzYC4gL2uLHooI/HmK3FcPt5wqOYCFGQ6py7a2p/Cy9cP+YHgba+J3bnAxvkXjvE7dg2Zx7C5Hj5DiuSY9EMfHs1t0VZS47bb3GbQ/vSC06VutEpVoLfa7xe2t/D5itu/aTaWytGTJA0NfGf6VA1RnItIIVDVQk2e03HaZfLV25sW42znyQPKLJGXOdHKB+od4xytGIc1TmKXzbPHyy8U4Rm8q9coLtGe41e50NUaHc48aCsNOOFh6HbZH/dSGrk2O4PzklRSTUV66ebuV9yyG3ge6wkjLzI4fKSMuQTjzzrl4tYzZST3F2yLconhnhNOJQoo4kHmmVI78u8ByjmXKLTfLVdXJEuC0kTHdylrAXuaXubJWhhakiiR7k0016r13sl5vcmq3I1sORyx4gflVk2ndrfbIQZyEcEBdxTNTz+NBbe/FLOf3dF3st3ionJYabS2rsJdQ40B2gQpYFHK/wCoOtadQbjyFfNK62ueowwxPL05VYIPOtswaQ39tM8VHXHMc+NGJ418S+WBtz+JWe0XjJXi+tL7Vmhfcpi90q/6j7SSlCgFUO9SQQa+nVn2/Zr6zslvGaGMw1OcGj1Karm4b3ZXNw2OJyvdiGtaXPJ6BoJTtorZGEcgcbn9h5Nxy94/fJKWnWo1/hmKXfidvbTuWmQlBqPgo0Pv69G9rhOkvLmuaTgQ4OHYo41Wr+QGcsAc2QD5XNc1wXIoUKVaPA7M2/XLIWLaw2zKQy6Iq93w3tE+pSEhClbvodpBGnr1rfHhsTAclP8ACk7YpuXIMdIokcUkSeFcWyHJOVn5FwsCXpUpyFMIkuBKvmlKkIW4Fx07fT0pSnv1zvc4p5LciFRKOKqSOIHb1q42jmPuwHN7paBgnA51DPGnzD5PxPmO28mYJZrdhvDsiFdbazNusRbllv8A+63RDSzJiNvR5MF8lKUsOIWgpWlIJ2qHVShfDJBJtd1pdLpChcjqUJyTnVsd9RBcRX9t3WteUICkDSQVXMHiOgK4U4W75dZZn77yNkQblXPJ1KkKnMvMSPulNxENpYhDfsjW9lKAGkg79gSTVVa2zag7RHtsDtMUeIGYA4kkZnOgG4NYDJudyzxJ5DiUCknDAZDBMuApcgufGty5gm3i/mJZr3PtNwYt7ch5txT0aM6ZHajbivduGtPUgkilOie4Gd1s62iOpusOI92qoG0xmOeOWUAEMLQepxDQMz7KVJyFj+FX/wAo5lkx/InsVvU+8C6x7nAV9q6UPsqdaVFVHdYdQ66ppQQQupV7k0HTDSyVoDHku8MuQcUzA9OFEIYZNRjuGaWmTSFHDMKDxPA++qw8lODY10z2LDu/ImRXFlmIxdCtN0nR/vHnCUOR7m0w6hMh4U3blEkk1oD09b2H1UbX6zGp+U5qCnvqNuM4sbgwBpcGhcDpAUchx58/XWSi3ux41Y7XaLfbmI0a1bHU3B5xSFoUpSUhttOpLSnRu0J3rVoOrPa7XDG1rYu60FRxcSvPipyoFcbnOS7WS5W48GgJx5JxNWjlHL97z+xRV3yHbBa7al1pRAktNyJ9vi9lttTS0l2K4lCB8hRQVT/E9NXTY9ue6JoQkqQQdSnEdi1vbIpL8iYvD+DERA3IlQe8QaaPxHfuJ5HjRBRj0ktzZtjQ4zGkGR9xEuURZXfm3Zyvg21IJcKNugS4AmvTcBnvN4a2R7HWxaNIGGCIMM1HHqpondWUFrtTpPDcLwOIceCrz6+mNAJyTzffuOnbxi8S2Wl+IylM6zMMsuLbtcC5JDqnpC3ELTKmyn1EhBJCfX8OqV5rjbte8yxEBweGvCLg1wwBwRVBwH51bvLGrcdvjLnODGK12Sktz08UQjE18cNc527JLRJ/dYaG5SPuewhyOhxwOHf21tjtV3KpU66HqvNnMrdRbgOyjr7GGJzg15GOROKdKsLGuSbaJkw3WNubSaNt9hJUVFWoH6YUABr6CoNenvEa5ww4cfwqO+0h0o15Xr6Z1m7zyxjMZon9oW4kJKgBDIoU7gQdjZHx/r+PTrn6m90nCm2QRMcHPcDy7tVs9zhjccOvIsgCQoAqUztAO4DaAlFPUV3a6a+/UczAkZpT5ZDzCc0qK5Pz5FnY7OTarW83ISy4hpYa2N7aElzdtooqrpr0zLcENLWLq9MqXBa2zpWklxC0JfH/ADFk9xut2tF87rkaQ86lKEmpCXTTYa6EpGgJrQ9Co7mSZ/huGnH3UWktrWP9wcOWPZTTuHi1IwHstII78Z0lBUN2rX5lCpCdPf0J6+Jn+W+xPtPu3dTORJC44DPEHNB6+PWvUXkC6ZN5bt2j9ISgp5UcnQL5OYgIcbWqS3Ic2PIQh5NVIAI3haT3BSqQQfQ9fRX/ABY3AXn2qsiSoYCxMkRD+Pqrjf3FhjZv8niBA4A/h+FWXiHJ90t9mt8VyKt51lpKXVKlAKUrQJ9VkkEilNASfp16fjmczE4muaTNtzgGeupnK5juzDClft6SlKTv/VQPglFSEFJIBA9SdDTp03buXvqKIrf+kp2/w40BuacpZbJ5Ngy4Ugtx0yWyWO8Fd1BWEkOFJ7dEj1p+alehxvJzKGtQMVE4nrRowWhjD3tGoNHD3UaLWe5bfcdhRGUMpeQG3E7nUbVJKVbkrSlPxWDQ+/49FY3lwCChb/pWSuVoDeYX3VN4Oc5JDs8SLJt9vmqhNhSFzEtyEIeIostBxpZbUKgVGo6keIWBOBqJKbMO+RpC4Ej41F73yRkt3AXJhRtzCdrakO1KEpJrt/T2qCNPXWpPrTqNJK56HAJT7HRNODcDnjhVI5DzHkUd9cd+YiIpJSKJkmh2UAJ/QrtA9+mH6sw4jCn/AB7UBPCaPaaHDlLlvIr5BXbXLiHitTiFJU66ptatlErohCTp9QQPbqNKXujIVTU60ntGy6mxN1jI4n2A4VneHro+mCw7JuKTMCUstiqlujuPIaV2kqSVFQKq0r6DQ9SNvY5zmtJ7xcB76Y3m7Z9I56HSATw4A++tuTxt8f8AIM+8doLcxw2O33i0JXEShvaktPMFDstjuEvtJlqJOutK+1OugeaNytbG8NtGA6UNDSnA4Vz3y7Y3V/tZeFZGS4r/AFY+1CcPfWvd5+cJ3PhqDkdlnXB2+WZV7ultZdkwUwnA4wx9yhyCpCiqSzGbUNzm4qI1JToOq3Z2sMDi+NziA7Jw/q7wQ8Rn2GokrbhlwIp2sV7XHulflKEEHLt413eO/NWS5PxpbsKnR4jlrt9otESZd/up8i8z4inVIYjoWvuupUGRRKkKKzptSOjU8/1IL3g+NpAzz9XZRy1hcy0YwEeGWOICAJp4Ekog54daaxP/AJGeEsZ8e7Z4z8W8e3GJmr1onYstciytWLCMOYkvqNxyCS8+Rdr1eZhWtzcGdZKg466aU6gbnHNBuh3KZ7zIxg0MQgDuoNS5AZgNUnpjUXbbmK72Ru02ELGQSyuMk2Bce+rwxoxc9xGnU4hrQueApRV3y7LZnKt3t1yx1E22qYj2+Be+4mXNlb0tqiSZKkBS0NpSlKGk+1BX1635bYX38ZBcTiD1UceWVO71K7RIJGtZGSEK4kN4Cp/mcJaLUkzMfkQiGaSH3oS0tyW9o3qRKSgKeoQagElJPseulyFsED5JnLGi80AzCZ+yqfJK2XS2MN1g4+v4UWvh/aeP7xd8c/dY0KVAhT47kyK7IDrYKwpDbzzjiSgGOrTadADrqa9Um6vCRNLC/gS0jhyIpVraRuvYfqmHwTINQPLivrzWmzeU18t914yiYPj7kGBbLmqJCmqQ2lLqoLS2lJjNOooEtuBIFR7fXrnlnuMlnuYvCS6diuC80616J3OxtLnypLaI0McGtAGQbgchwThS3/LjKsbgYZi+BWztoK2FGSIzgQVBhhCy244lKVAqKaChASD6V6qkl3c7nem6mdrlUuKnFSUwHAJ7aqht47eCOC3YGxNHDD+afwpe2V8qeMnGK+NMcyq9MXebnN8i2eYy9KiSWmHLu0mPcXJEFILtrMEkNguU0GhI1B4BogOhw8bQvrTJPRagvkfG4Esc5ZEKA4N/qxwI4cz6qE3zM8UuKfHvm2w53wDk5vi+VYsOTfMYsdxbkwGEMRf1pHZjFf6bbavmqgNSdSOq75a3S73Vs7fAIZbuajwCjiSVYSf1DNODetPbjbW9k5sckoImY4oT8qnBOhzB4ZVZnj7ZYMeFKXDhuNPy3QtaWkpAdclbShFNtSkOitfUenXXdrndDICAjSxfb+Ncq3oNGsKC4PAw5AZ1HOdfGbmrim85VzsIbbuE3W2yXJFqfRMnBhBYSVh1DIUqH9yugacCFJB1rqOrBcW75opJg8a89GaYY+s9Kj2bhNKy2mjIyRyop6c+o41QvjRfsNteYW3k7I5RtMmO524toksN7A4kn7hLBkKQ64pDgoTQCnpr1RbnYXXIdPEC6ckJkABx6qnDnlVws9zjsv8App3tbE1UxxcXe7p2UTfJYXz/AOQuE5jlefs2fC+PrRNvVktYm22MxOuwCI0d2K3Kd7IegR1qcq6DSvx11EbbAyxkdoXWWnM4cvd0qRcXrZ9Ik0iMEfMCiDP1uPuopfEl+/ZNxDyfkNyy255V91md5RGmKmO3hEO2RZrjEGDHUttDTUhCEA7G0hCUnQe/R+4Ida6g7UzQ5MVGGf8AGnLOYzNc1zS2Vr+8UxOr5fUmA6UVHjbx5bs0v+ZN5FcJzEO1WxLrX35TEXJddZJV9pHLQS/Cin/rGoO1QI96VK3Iew5YEInWjfhkO/UqcelQ5WOyY7WT/sy4z8O3zrg3EL7q3+0wlwqaYKnlKcKnNm9JGiG6Jr69GoUwaeaUPejxgMUX0NTDL8a44ncX49Zsci7cxmsmVkt/UhFUNqhyHpchau6t91DynRHSmgbQEaCop0+4GQObImkjhgV7fhTkYaGxCNRKDiVwTgEy/JK1DuSOOYV08ks0wPGnUz5ruSBhKozbBccdee2OLKQuiUorX3pSuvQQ3kcMoiaGl+ATivAn8elSH7exwe5z3aQ5xXPHiBT6cItXH/8AHn4vz+RMheYGVTLPIlQ0SVAyjOcZWkzBvAccPyo2BpXSmnSHkXExDXNAXDgMFVw/DjUcNjha58bHuOAA4noFyXDUcq18uIPKbkC++WLHkLmMm9O2jIcjj2RyzMKdMlWOzJuy3NojHcQ5924h1wD8yCR6Dobul9BbywxsKhe8BiUOCnqqYZphRvb7J0cE11OrnoFPQYFjP9AHBUc7HjW5zbOGcZzjE7Pl+f3tu1YNPs8KSMXQBHiuJksIcKbhvKVKbDxH56JqSKHpl8j7Z5axTKOKKnpzrToYpXONw5LYDAKntrq508ssO8XMWw29ZoxIunEWNIKrLGtcVD9vtqQDHVJaQgONuPRmnSpttOpSVpa2kisizuJrlZL2QjScV5emVZK5jHtjiH7ZGCZYkYAcCcq1d85zJrz+8r8pyfjeyqt1hv1zhRYTEdt2MlFqiq7btw7KmlSGvvCqqUqoSa+ladQrl0d3cCO377AChyXHM8hRKOS526B5laGSOeShxQZD1jllwpp/MXIvG38cfj/+22hpqRyHcrYlpplpSVXBEyW3RtKWkEuGbKWQCrTYPp1PhbGe6e6xDiABkPfjgOdA5bqR8hkaxxlcg4454lMhmUGHE1r6cf27KvIXkO78ncxXZxuGmW7ebh9w6tce32xh1Uhq3MPLJQ2tddqlChWqtPQdSbRkO5XPfP8A0kIAcf0g8Wg+81Ohe/atv0vAN/O9WtJVxU/MejRk3IU6fibyzwjjvj2RY7THt3HOLIZS5ab+X1MSrzIiJKS5HhhQdXLcGgA+SgRWp066RablYxQARtjhtmMRq4g9clJ45LVautv3Ga9ErTNcXjj3mjkOGGTeeKUaHi95J+QfO0O8ZfiLNt4zxayTYNmGUci5HItS8oQzIaC7zGsc10N2y2rSQ2l57Ylxa9qUkA0pW8eWvJm/2Tptz2PbJYQSGvlgha5xJxLS5oeilSpONH7Xd912m9ZYt3C7kuHtV0MQdMGBoXQ4jU0FMAiYVsB8Kcv8GRrnlmO5Jdse5OyxOM2pUyLGyGxuz8SurzDxWtLKJzsVhq5KWFF8VeQGRtTtUR146+6v2l+xXk3dHed912PapYL23Nv4ckkLBC8F37lvHIQxviagHygF8ZY3R3XOB6j5U3/zHu1j9DKbmOWCTUH+E/8AcYU7ryQO8McsHAlcga/ka0z56506xux8ki29wKkO295t8MggvKbUlpa6dtv1qQpSUk06+Xm5fYrzlZMufNHl/wCn3jy5bylzpbWQSOiC6tEjWk4RNKFwKuA1Forqbd7snabW71W9w8YB4ReGBPE8qs9fkvbI+ENcRLl46lM99TbMdx9tN0Wy0+bwtlhgOgOFMqOVElBWE1FfSneGf5FtH2vd9t/oYn2JYIvF0OAZH4gl+UDSSXjSrhk5RiiBj5ecdwG4Eu8QfkmPqPOvyQvH6atu6yrA8lUhJeWwylxwFttIcqk7CaUJpr7CvX2A20gxuYnea/3VxHcnYeMD+kD30YeTZZZ8Ggi3Ntx7tlM9P28S3xFIcCCoaHdQj4bjvWaJAGlSR1m6bpDtkZb812R3WKnrceDfeeFRbGzn3CfWmmzAxd+A6n2DMmhAy+1Xq1qN2nIX95c3w7N7Ta0NNpVupHZA1DYGm71rr1Vra/gnlcXka3HAnJxzIA4Jw5jGrBLDJFGGRBwa1F56cvTlWAsyJFynRojSF7XFpDgQk1DajQ6LNSR9T6dP3N/HbN1lC44AczywpMFu6aQNAOnielHxxhgFrt8ZtTbHcRMjNlTgTuLbqgR+am79UmivckdUfer58jO+QZBmfw7KvG07eyNwY3GMhexfz40/rwijxZvEN/toKFT7ZGkbUigUhtA2LBpq5uV8vTT+leuU7q8fUscvd1Y9Fyrt/l2QMsQzjgPZhVbyGUWK35Zc7pFU8bdOnOhkgOBat6lsheg3IXoTSoofTqa6Fz3aVRx/nh6sqcvv2i5x/SMaFrjTLZ7GUX/lvk+6RrLYILi4uJ2hbwbStQqyJCmiQHFp9gB8fX8eol6AJGWkDXGRFd0HAL8VqvCQD96Rw7ch6qLaJm8TKLUzcEKpEnt96M6pQLa0qHxTqSlSFHUn16etonuGtuZ4VGlkB7ua1SPIa3I9puIYR3O4gKLaCVJ2DT0rruVr7FI9erPYoHK7kfbQ26briTMGlVZslVuyB+cYiNjy1dxOygboo1B0oFCv4inVqglDW6eAqkzsDZC5wxVKH/kaIxLjLfjtpVHWgnaoCiCR8kglNCATp9OiNrIBeRvX5XAL21CuIQ63egVufp2VVHDHDlw5Lya5obLrMO0hai7QFtToqvYVAFKSlI9fQV6s17ftsC12BecQD0oPtuyHdXOiBcGt5e0j2VZN74ryLCL/AG5c+A5IiMTm325C2dzWxlzunuJAUlbYpQ0NCDXqfabtb3cfdIEyYgcF49B+NQt08v3O3ucAC8AEtQKo5dvKnb+Lz7VyxG0ypuKRWoz7jTfcQHe3RLZcDrhWlRcSpw1R7IUem/MN26ONqd1x6pgEx60R8sWQdaeI5fmOBHroluQebeL+NYrsPKLRNdluRtttYt4S93pJQpLKF67gd5AFBodAK9c9u7+8nkEcL3u4uGCJ2rglWkM8Nmtzgp4Jj2VV/G8a9+XVxhYZBw+9WKzwJLlxmXRiOpKftGSHGmSpKEFlpwAaqIqSanqxeU4ZrrdSwAiMNGt2YA/M5UF3y4babe+fDWPkBwVxwA/lypnNj8ZuJeR8cVE5Ax+ZJXgtq+0tKbZPdt8aQllCWe7MZhvNKefWNFJWohRG6levVOwfc3zV5Ltfp9ikYGygai8EkBowA6ew15o8xeRtj3+Qf3WISMDy7TgRqObgDkUw5VYfjZwN414blmN3vHuN7UvKIF1ckRrvdYEaYIb7bimmnEffsy0vykVISqnxP0OvUW/+8P3A8ya7O+3B7bKVpDo4xpBHLUCuPGodr9ufKeyujuLG0Auo3q15Iwx5AcOCZVn+X/ILiC/eQ+S+MfOlkx+wT8hsrNwxLJlswUJuS5bq4qo6LuGm1yZLZKd7ayFIGlKUPVG3e2vJ4hPDNK+MxjVEXO06MVQKhx6VYbf6OC5dHcxsH7g0zBo1NfwBdmv9JOGFKu5Dt/lH/HLyddcy4xXKzLhi/F2QLapbrsOKypanWnm1IKmxtCgmo1Pvoa9U3wmNiJaFhywwc09nLhjhVkZNI14aQs4dxGEgTMp+peI9lV3fODefvJXGbx5r41yHelZhaSLhB4+XdPu4sFEZQkPRxbGipIgkfBSCCraa/h1Aebl0wbaySRta1A1UYeeoZHVxP5VLZBE9hmljY5XfKMS3h3SckzQ4mrnw/wDklmcm8F3vAMttZw3lzHreuyJbfbXHJlsJCUPR3mEpfRHU6jegp1119T1IZI+GYSxBC3ME4g+zLkTRRmylySTvPhkrqA+bDDsOWGPMV2+InmdyfEkq4m8gLXPy7E8rdkQ416mbX2FMPrW2GX1OJVue2OfFZoSPx06bj3K5kcTd4XAKgtw93Z7aD3kVlB3rd4fDxHFeJKcDwTEJjVGeY/jVFwzJn7rxnHalYXlahLmW9lgboZWSSpkMuLQzJQiqdpACgK06KWrX3M/iMI8VeWZ5jt49aDSTQW8IMryWqmeQTBeiYVivFrxT5AzCNMuXF3Hs28xWVvxnriH48dYdi1XcFKW+UufbQir9ZaRtCiANxGnX/LdlFDbOubmWJgdlrcASQUUBMMcOvvqjb3uD3EthjlkDSAkTdQxCgZopGPxSruncI3+Vb8owbNIEix3WBLbXOiSUukIb7anWizJSntux5CAFoWNCP9OrDKyLxvDkIc3oc1GBB44FRzoCy5M6mI6CoGPzAghQRwIyIpcP7xccMy6dgtsm/b2K6KTjtzdCUuBK5NxLbhQNaq20BPoD1Q/MduILp9qHahGwIcuBJFXDbZ3mVkwBaDNkuBQoFqK3PI/Jbxuy3Ise4bz/ACL/AGJdGZrtwS+48zb2o1wcSFwnShsopvV+nqkIBrUa9cp3vZLK+8KW6hDnOCg5HAohIz9ePqq/2U0cDnNa96tRUQouJUcDyGXA03TxR/jexm5eMuW+S3KeaRr7kmUWx7KJLbktlTTLsdDj8qFLaKiGZDaEbEp+VTQ616pknmgW19/bbdgbok0FxwGGAHQckxNEXWc743XRco0qG5lVX14Z8BwoRp/N1nOD47b+O7h/28C7SrU6wFDc3GanFlgFddyXAkUofb06vjrk+D4SK0dfy+FQYoHvk1qh6j3IfQUTfFHJmZePnJWJ824rcJ1viITHg5jbrbJcQm52KahCpkS6Q0LUl/ZXuNkiiVV2/Ko6nbbcOsZjJibWQaZG8COBI4lpxBzGIqHuNnHfW50gC8iV0LlQh3ELwa8YEZHA8Kc1nlw4r8hGsI5GwCO1kMm/W/7i6LjIS84qEhomb3lpWos3OE6dUK101/N11fZ94lZaPt3SNMCAsxUaSMl5cOYrk+/7VD9Uy/gic2Z3dlwTvN4kZrz4EY0m7OsPvWDcvZzaH3nP2taUCAlSiEdtSHZEdIAVSjLdCdap/r1aNkapM7P9st09VH8MardyxzomsdnrJ50AM/I7tA5LTGmuXLa5NKY7KGX5EMgkgqXJBASVLACPofp1TN13vcovM30Je5tmXtAYGq0gopLsyeWOGVdCstt29+xC4a1rrrQTqJQgoUCcBzrdW8EeQPG/jPxlxOda5tgZui7MxOvzryov7lIu7rfcmm6KKlSWlocJFFagaU6D/cCXd7jeXRP1/QtaBEAUbpTMDiTxPOuh/afYdpGws3CDw/r3kmd7i0vBHD/SEyGASlTeeHkCOfeVrPaMMtFvZtFgU+mNMQlb8q5POPJQGoiwCpuOhz85/KFKAHr1YPJbJNvs3CYoHkHHHgcexKpf3Uutvu93ZHYOMn07NLnAAAvJ+UEYnTkepqvuCbZluN5XJt92tCYUuQO6W1rQ2twOAAFRPb3tbSaV+nR3drqC5jb4bmuHSqHt1rI2Ul4IPxooOYbG3MxudZcrZYMS9QH4PdaWHey7Kao2phtQTRxIUPXRJFPfqtaY7gac2Ljww4oeHSjLDLbyNeQjuHoKVjaLbk0LKJfHvIWaMYdxvis2C/ZosJaO7LVHcEuMi4KNGghQcQopFACNtPWlT3/a27PcfX20RMtxIWqCqNAzTsQHmatlhcm/g+lnlAgiYXAIiuXAA9vPhwpyfAnIlo5T4XvCZ0G4RsYsky8xYF0Zcjxcev8AHiL7Kbkq4PETYbMF3ZuABDYKFN707qL2+4kbdRyx6WSOwIzwPTqMxzpN+2Oe1k1qYWgY5IRzPbivKgJzLwV5n8nslj8zcR5RNQxxdkUtlNjitLajXluClxM+HdHi6hUc3aIujLbf5EKSs1BIFpufpmSMt7h/hOmY4NKhCctLuhKYjI0AsZZpIpLmBviNt5GucMdYCggtw5ApzxFAVzLxUuxeQWH5gqNcIDt0tkiz3WLK77UiFdbRKDjkOQyTublRkuqSaFOqajWnVctYpVYZcHxamJkhBVD78eNXe5lh8d7oe9FO1rw7MEIi45cMDlVSc7chqhcr4fisCPM+ylyLci+ywXn5v7Yq4wxdpAWtSnBIRby529x7ilUB6m2t/Hb30VtOpYXtLipQNUau3DlVa3ezlktnzREeJ4btOAxKFB0C5mnZO8o+CXBXOfjJyicet2Z4RjUy8f7sg47b2coVYbdcMXXExjOrjjs8pZv17x6+qCzDJEhTalqSnuISDd5JN0udqvrczRw3smptvI3DQCVRWqWNc3uh4CtJw41T5GbTb7rt1xFBJc7XE9rruA/+6gwCPQPc151lhIY8NQ4pUz8n858efMfkW5Z7wFbZFtxy34YbJfcqfxaNhEjNr/AkvOKuDOMPIS8hFugONxkTX0IdkIJqKIBNRtxf7XbwWW5yme7aSp1F6NcVDdZxcmJ4gKgwq3Outr3Tcrm+2q3da2BLAGljWFz2tR0nhtJEYdgCAh7qkKao6xYfesS4Cvsmwd1z/aM924MApEguW1xoudx5AV25MhtgEFI+SigU16tO2yMj3i3c8pEQWk9uXtypu/DpNnnAA8YHUOOX8MaEbk27pzrDrJmbTC1vhhECcJTLbDklxQ3MvyGmgVIW2sjthWqRUCvr1r7g2cclmy4jCyQvLe1ruB4912I7TS/KNw5h05MljXPJw6/6hn6qonjd+9wy8hmK2hxUpwpRR1CqBwnRI+QIroB+b265NbKAR+mrtICSDwAq43P93OSGJCbbubqADsco6B8jSu1VKfWpH16dRurP1UyM+i+hr4zPJ7tCsjjUm3tsPutuBJbRsWjQJFVLodQT9SD7dLLw1qjEVjWK8uPEcelDc/BzCS07LcacEJ7a6d1diUJFRtNCqmlPr1APikqcqU1gXFE9MalMK7tO2VcHuND9JaisNoDqVlNNqVaVNE6j/TpsqnGpbQAA5cqpqzWm5wsgkTkzEtDeohtIS4lI3BQWoHRKvlT69QiNDi79VStRkboQIM8aaf4r5I/csZegy5BedaLqEpUhLRCaGgTQjckVqK/06+V3+bmz+D5yg3Rrf90KSq5hFTgMq9A/au6M2ym1ccY3n2YH4UK/kCbnF5HcQzIdYZcS6ApBQpBAVuCdqk17ifU6ga9ekP8AEK7il+2P0jD34pQo7Qi+6qZ9zIyN+DimkxD41FLVep0RoK/dHKpSSQpxlJpTcAKAnU6a+/XsCIKi41yiQElAiL7PzrIzcsfeZUj9ycJKNqk/cNflIr8khWia6E+v16U9pPygolaaxCpqgrvCDt/buInVUlyg2yNzhNdy6KRVtIodPSg9OmRGA4O4ipziPDQFTlV2W3OZMKK0w1PUEpQ2kD7pNU7aipAPsPXX+vU6NqBEyoe6EPcSXECva/yVeFN9tu6HtEluhl7dpI9UBVO4kj1oR6adOlUyWmBb99S9xHqrzKzGa0gL+/3d6nyMlZoSKkpAqAddfp02hJ60/wDT8FOFV/c7C9kalzmXlbF1ASHXCFBCikqUTXYpSjX6a9NuYpWtq1vbVRXu12qEtcefI/7hanEMrUVghVKOBBIAoABqfUenp0y4EgipDO65rjln6sqsrheDa3b5bI6ZrjjjkqOnb21hbjLbyXC4lCjRSmdtQnSo+tepuyhNzia7BniNPPIrQ/zAf/uVI5nFrh7QlbyPE/kpxdjvi5YcnZya1mJa8Ljlf27rb763rdAQwuOYjW5xiUuQ1t7SkhSVaU6N71t1zNu0khH/AErzq18EzVaB7Nu1rB5fa1pP1cY0FgTVqyQjhj7sa08PJrlXlPlrN+Vb9fLXObxSfcbvNsjtzmPy5EG2SipXZjsvLW3AQSipQ2Egn11A6F297FPcB7HYlxAB4AYLyUjHpQc2M1uC6ZquRS5cyce3BUHOjI/iXixmL/Y81uWKu5DYrHMSy48YSpEKHM/bpKWbk19wj7WTKt7i9yEmq96qkAjo9peIHPaS0khoI4Hp/Cils9ro4GPaJGtCuaUQhcF4Z4oc8FwrIecvLXHs/wAsJWUM4scdxq3YJBsT7q47MG53qQ5PluXLJrnDjpCEojIWG2EElam0lWtR1l+C/aII3SF8zdZLnYYF3y80bkF5nhTVhKx27XU0cfhWxcxI2kd1GIX4YK/FzgMAgCrVE8CXKPAXkfIzt5lZBb3LtJk2di7dtUl55G1VlcfUpNUNvRgnttBOqUAjXqx7BbfSbG69IAkke7FM2gAgDoTkar+8y/U7i22a4uiDARiMCcz6hiRV28v8vZ3ypa7NirWAPY1bJMRL6LwtD0dxbCxWQuMpaQloJCTtJ1r1XZ9zeYXeGxzS5VUqUOYHLqeAoiNnDO+5zSNKgJ1+YniPVnQXY9yTkONcgxMR44yeW1d4MhZmxly0OMoZ3bZDcxhgBTveWAN5qEj1GleqrLub45kiRAVK4tHPD8aIQ7aJGh7zg4o0DM9Sezh76Lc+UOWyHYtjzq8TFJhKbJksTVyGO+2mqYr21RFUFI/LQdQJo23T3Oa1qlcfyqzR7jeR2wspCXW8aJxyyXicOPtqqpHL9r5U5IgPZPJchYrbZZbuDq3S0HEoSSE95xTjcZp11sHeRT0/r0Lh2+G2mHiO7rii8gBgp7czT04uAzxgFeR3RmepP4AV52eOfDTy+vHM2E3rK4WPXjBbe5ItdwcnRo8xd12FyIq3XNBbVKeZebSEqaJIB1UajoVvl/cbbHHdWbBMQ8q0AnhgDxx4DsNbtYI9xkfBK9zGtbgTl1oXfDfi262jL+Rcqulxuub2yFux7H7ndZq5rxhKS/E70FSkKjxI4dY7RCdpcOvoOuxbXYCy2FrzGWSXYjm0kBWlEcztGTjmuBNUTc743Fy2RpQsD43dUPdK5hUwGVHt4/4hlsCwz7gmMwy8bquTHYW20tcdSpSlBKgpJW0ChNfoAagdMOv/AKeIRBj2zK44jJcilC22jbrU9xVhACfqwozEW/kHyDzW28XT7W3dIUfHXZ6YapMuLbGewtpLkq8vNJDz8MLAbYaAXvdJJAA6YbuF5cOdqLWRhpJIyXIuIzy4CpDNvic+OONhfOXIG5KBigPPmcBSJ+Z8WnYVzzyJgeaYjb7DKwy+S7aLeghUhmM4lcmHNC1bd7brCwtBCdEnWp6andJZu8IIGuAcCCSC1wzC/pNOi2beN1kfuscWFpA7rmHFq8SOfKgayXMLzccql2R92TbbbGfbESa6y4ICnU7klv7hlS5EV1ST71TqOgU5E37gTUiIMxy/jVosLNkfdJcXEnE5dn5VsefxkvWV/wAXRb79eIkxb9/nKmxLS4y/eyj7pxDUN5qI4qU7cGylKnF6KU0QE0B1JRXMbdqibK4agHh3rOR6pWQ7dPHdTPDXFjnhw0/MgABPYDlyq+8hx662rNZD9otOYY7jD0RA3yHZMJiUA04Fx3Eqe76mCSSe4r41odPQFBNC1xbCWA8mnIdlTJGy+KDIJAzgXjM/n+FQe2qS4zeIhluxe+l1tpLC1bnW9dwLvqpn2WDoa/36NWzm6k4rhTErDguSJUcyHI8ex3ArpBgvyZWd3Vz7JuEVuPGC273Y7ToVsLUa1R2yV796luLVqnTSQ+QCMr8yenqptkZc5CO7xx4fx9DSZ8M4Txrifnm7cpTLnGn3t6amYIjjjr7J+YcS8laUdsqUv4uVGlfXqsf2+UTeIEJcMh05k8c8qbvd0czVbsB/bIKqEXgEFXZ5B47M8vZdvayi+tIxy1qStmxNyXIsQqjgBKDVexbDSwDsHqR79Zc7fcTt0NIZ2haH2++vs5PFlaXOIKBoCN5+s86oCweKHG3HGW2e+SZcN79pkIkx4Q3vsPLboQQsvdruilNdR7a9QrfYvAum3D3eJK04cQvPHlRN3mW5urdGK1rsMSB7RxHTnRPcm8o55y/bnMHt/IgxjGDETEFpjLkB+LHZbQ03+uZaW3EIUK0oohQB9B0aNo9wLAjTzzpiK/jJ1yO1O/pBHs6nlR38I4XjvkH43T+BM3l23LLxaYD1uafDiJb4kMMFpEkNvFTiTLYAUaE6nTqEIHQTiORHB2K8CKM290y4iMbFY5owVNWOPuOGNK04/wCNLB4Vck5LbLM43bMmt8laUpubLMdbTC3VmJLaLklClMuI96EVHp0Zh2i2gyI0PauGScE/HsqNcbmLtgD3ObOwgFT3lTrw4jqa7uR+J7Nzxf05vyLl9ovEshao0d+Qp6PBbcG9a22+6pCn17qbyoJppp69NzbbBI7kxuAAVKkQbiLMeHHGXuIB1KD+NCRnuEYWxjeRWDEr3GgYtaJrL98mpcjxfuIcJSi40w80tQWCtBKSokeg9OpsFhFFYuji7rFU+nPtpIv3y7iy5kYHSFpDcMl/Ac6ozGPJ3HI2Y/u12xizX23Y39tY7BGukdCI+PWxGxP781FcbU0uVMX8w9tLigncD6dRbe9YZ26w0xBwGohdA4uDeJ5CiLtuLrQwRyTNdIDr0HSXngxcw0cqm+YeQfi9mE91/L5fIvK11jvNuRMegXmVj+HsSFqUGW4mNQpjTspa3a9t19pa1IpQbj0Tln2CUmW8ZPcyogDnBrB2NGQ650iztvMdlELfapLayhIxcxhfKf8AjfmXDiAUBPKrD4m/kSgeL0i+zOD+DrThM3IWURb9JvcSZPky0w+99ut/fGDqn2EqKRUhIBBpXrm33B+3v21+5dlBt/m3Z4Z7a3cXRgPc12OKE5kLimRqy7HfeatpMn/3RnumyEFHgaWkBNTeKkYHFAKmzv8APt5b429eVYZluJ40q929y1XNtGOI+1MR9z4SVRHdqXJ9vdBdaXotNaV21BCeU/tf9svt/Z3G2+UNqhsbK9/+0MDnv8cJp/cBJaUGGABTjRK9uN33Usmvy2VzCrFwDCOvu5c6uTE/KjBMj8beU/Ju48j5dK8nuPk45fcfv86+ltm2MXzMMesEuZZLIoIs79tfh3mTHfeShagw6oK2uJFePecPsvbH7veUvMPlyys2/Z1ovYt2sGxtDXSmwvDbTyO+ct+tFs5pUI5mkhUW0WnmTdP7BdWFzKRvfiNMLkCFnixhzU5iPWDiiI7Ja1V8Rud+i3MPWl0wpMl0KEjbQp3+9Feo2169FieSNhc0lq8sz2VTBbRvcBINRGS5UxHjjjq1Kt7WR3SY5cbnJQFLlyVKdcdcKdyU7yB2m1GooKbUgdUjcLpyljyXSPxcScT6+PwovaRaRh8rTgBgOuFS7OsRZnsJt70RsoeQVtroCTt29upH5QUev0HUK3nAB1FDyyx6VP8ABMhVoxBz/A1lsJ4bw4wUXRxB/cGUGraEhSXABTc2qm34gagncPWh63cXjgA1jQDzKkr05U/b2rXgFy4HLnREYRx/LclNNQlkwVpC1DalSWik7k0SkghqoH1p1Wd0vmiIsdjJl6upq27VaOdIDlHTJfDu9OYbyWrFJCnEwb9BUEVKdr20bH0BWoJcQr41oaDqnbroltA9QHawF9WAro2yEtl8E4tdlVq+Q2GysdRkyoDHcYmR3XmkpA2qfQkpRQehcLR9aanUdENtufqjE5+S6SeoFFt3jL4y5owLU9Y/hWuH5PT85vS8ZZecuVtsiciiszm2w9HjNNNy6EqUCBRSEVrqNadXG2t7OKQkNa86CQqHvcF7MU61y+/+oc5rAoj1D2caeFxdarNF4jwIRZTcz7i1RkrdT8i2V/KgWolIUmpCq+poB1TIJ3GZ4dnrd/6jnRt0Q8MIvyj4VGuRmGocJbqaKZDTgU24QkbqHehC6ErFNNQKn16O2x8RqA41FkwagpV/IDyXLrPcDCVx0LV+k5Qjelfy2FJKTsp/fq3QMVoBwJFU24AdMTwJNVHdYEK7wJqlpbQ0zGedJPx2LaQSSSnQfGn416d0lkjSuIcMu2kvYx8TmoAENXz4b2aArFLrMistEyZrjTkjtgBTYkLSsqKRVRWr3+lepm8SOZMA8nmh7Bh0qf5ebHDCXNGJX40Z87j+Beo5jSLc1JTpRt1pJT8fzrC1VWAT9KenVaffPheXNcQvX3UadAJwjgrat3jfI5PGEdNrbtLEm3uJS0lt9gOMs9w6O1FSkkIqlRICSNB04/frmeJkcxEjGZLmOCE8ky5VAm2yIL4ase4qUyJ/DrUwtfHVs5Fyt7ILwywqE3FkySX20Ox4jSUKUFkLCkhSKkUNAFAHqbY2Mt2XSggQjEnOgt2TbjR+rUlX74K3W9Wnk7OrVZrpEjY9cYqrNEms7WjR951orY20SpKGkEKB9SNOr59v5Wy3VzGCHRNaPauCdoSqp5yDXbTGUOtki+6meWrFIWJQ82ttvua7qw3DbaemfD4SVtl5aNFf8gqVH1rQ9dNu3FR0Brk7pnTsjkc0NcVw6KmdY3hCM1BvFtcWmSp37xCypAQuQlL7m7tEBJ2LWBoog+wHQi0eWXrQPlIpc7S+EnBQRmUwHLrSnv5zuAc+vfOPF2Scf4nkTcu643cEoudrSYSItwiPMTI0tDiV1bvbKhRxQoSk6j06XvO4utRa3IkAQvaodhgQQnNATWWptRNc29w1ySRsKOYoIxHZnieIPKvL4SeR3LsvF2vG/wAxsKu19sdyaVaMazeW01LWhlxIYbYuFFOLZfYT/mTQnUfToY29t74uuonMFwM0+Vw4qPiPXlTAkisf2i6R9m4gNUHUz18Wg5E486j98wjmz+Prmi6ZNxzInZjwPl63pdwxdyR91HtiJO9RehM/qtqYUhf6iCBStU19BDjYDO5gTwncMe67M6TmB0OFEGXsZ76/9TG0lxJQSN4KOKc8wKDzk6ExyznN15KwTHJNtamKEmciLAcaajO7wpSdrLf6rgc0QlIrUkGg6sFvtqrMg1E8lB5r16VFu/NkzrYbe0OFumOI1NKqC1wKJ70wqcW/lHPMbtlvtzeOobdi9tKpcy3MmeppC0jfIYWjtwmknVJJBPWpNntjIT3tJ/Sv45/lQ2zt5btusnTn3kw9mRNH5j3KUWVxfIlXawKyGVLgPNhmBH7rai20lJlbu2SlSD7j4g/X06lDbxBKJ4HARtxAXHDgOdVvcLdwmMDiCG4HUUVeKZLTEf4tMsta8Bzm22ttGPv2iaqXMZm2tXZgruBdUta7mtG9UCcUfrN6EKqdOjhnkl2uOQqWiZzcRiDpDkPQZgnCk7Zbi2uH2wLQ8xa1VQe9pXmvAirSyBvEcwueVjLrPbnr1c4s8xpiKstSZEdK2UtJdbSgNxw0lIjoACUJGldT1u18wS62eG8gtcAcFCcUw5YimzsbDK65uGAvOKqhXgo5cCKQLjPjddcNy3kLJ+TcWc+ygZVcXsdVJS2WZtoan/c2+dVaQkPqjmg91ba+/Unfbxlw+WWFdLnKXcU4e3Ope0AvdGJO7ICSW8nHDP31ZvI2G47yVxlcWLVfbdZEZe5PZcTaxFVOopQbaeQgoX2GS2jbqULC0ggip6pMkwdHoAc5pGBOC+rMH1VdYIi13fLQFQgYlOJBGHtWlP8A+5PKbAJFw4OhckZMjiO5zIlpZduipIiKYcX2lLWSUtOPxU13KrtUoUNR1Xd22Pb3TfWXELHTiMOVqqTmhAwJB9dTLa4cyN5idJpbIWjFMvzGPZThMz8K+BPFXwwh8s3PLrXlWQzYQu0qSia1IVc3bohD63GmdHQ4y8arSf8Ap0NBUHqp7fv8m47qLIM8KEBMcyRzwxcckFEnxPZB9S15c0nojQnT2J2UD/HnIFwyvMrbFty1TcdvMNtbTc0foOspioLpKttP+3FSipBHpSgJ6vjZHlrWDn7qguIILiUbpVEx9DTxf4u8A5Ad5Ayt/GE2+fxc3G/+0HXHjvbv7gBSzaIv/RQtTZP3CdK0BG6vVm2djorCWWYgQOckY/VrHzYcGpn/AKsqqO+XDJL6K3ia5154eqQBNPhk9wlf1KCB/pwNC5/ItdbZxz5NJxxp2P8Ac5bsWhDQU8iO82lCnUttoO1tYKySkaHrou07yzb7MCb5pfl9QQmqBHtrry4nEQPhxPxQ4I7MA0DWc5o1iOaY9jEzBv3i9X0pVa5sW1uvIfKkh3f2WkOOo2oG5RO0VBBp7w5vMcLLsN8F0jihDsEB4hx4Ec8FozHtErYXMMvht/pXNci0HNfjRbcO8b8lZDfoV7v8RzGsUfIlSg2mRGE6IldQ9cIW5pTCAsFFPUaVJB6a3Lebe9iLZUdcp3UGDcccT0wqVt223m2h8lorYSEcHE9/DAkA4pmnPpTAr3i/B2E263ZDir0WXkZjqKXG32u47LeQEpbDzncQ0y0uqkUSpZ+o6rDt5uomuieQGD9Izd09fHpU/wDtEFxI2Vgc6Z2Oo4hvVBgE4daDW1c08mZfzm9x1d7Q5ZJBbafxW6ltllNxgo2J+5VNSStb7Dqdi0n8yAANOp0O4TTRgx6GNOYHD1n8qWNngYXNk16m/Kq49SOR51PvLXM+VfH3EbRk2ezRk8JbgbYFsR952SrtFvuRCEkCRQJSs1Sk6GgNek297K1znscSAPx5UufaY4GgzsBc4oM+XPhVFcj2Sy864HjXLka3v93G5zdxulvjOqaektxoKJDCXbcwQ66tpxtJLaiSAaEdW68gbu23AwkK1rkCcdOXTHEUFYz6G5LXA6CWkLkQDj2nh76uji/nvlrMuLjAsFjs2F4FbGJ1vdebYDFzLUt5aJIkwSlMZt3srV2Fgb0h4iooB1zTabcWF4y2ldruGAd4lSSVTDkmRy7Uqx7vPJcWkssZDLaQgaAAgRFxHYMDxypsH8UPJV+vMvlTi9Tdsi2x64RbxaJSpjLd3lPymnGZCzCkAfftRiE7C3vrSiwAQejXmlkZtYJpGufNE44BU0nHFMRjgv5VD8lsnbf3dvHJGyGWNuL0XXiAi4EJih44ZGol5y/x8/YM3jP4+cP3W7JutxytD1zs9vtT0V8oJmxJsGKpTLsR9Cght4FC0rPySet7Jf2u5SORj45JAqLqAIyxIxHDmKI3u3X+yxhjpGTxRBC75CQ53FqlCpUJ3a1p+WMTaVyJbb06ptDqre+XGVD5IQFbQpQV+ZW78gTX0qPr0yyAzX7ZTwXCm9xeG22hc2D4+nbWJtK4D0W/uX55x63wWYytraSsthGpAQggncnUn8xNer7t7QWv8XEANrn164tLXBQ3GmDeIsq2XfHP2fHklhq5y5LURpaVAuPqW5GUUoqFBC2l60NaiihSh6r/AJgAF5GWJ8oT1UY8vyARve5dDicePbTdZ/DieG+GMjXk4izrXe7e684FIDMYKkMkIYUsbgAFOUoapP0FelwXrLm5Y2EnxY0U8VwxHQUYuGC3tS55HhvBA9eS9cewUkK38H56xYsxudruCXbGLi/co1rfV3SLe/IWthaJLigB9stZ2BIABG0CnRfzNPHcRkxvLX+H3ghIcQVGOQPI1C2WQW8LI3s7jCQq4jmoAx61WONcV8mfcFyM84y2p1RBKvgClRJ3E61Na6aivXM2hrM0BPVaubbtkgRqpV7w+NOTjCQl64JGxOxKkLWlIrqlJG0qP40+utesDo80pt73FyMKD8+NVNyLx3nkOMmRd5ReYZdbWUgLqtNRVJJ/MSkCtNNPanW5NL2jwwiYpT8D3BxD8cPm4VJrILXdsJk2mRHa+5UppXeQC24w4pCkANKGhHxrQVBJ16aDho0nmtMOY7xVaqc/xqLYz48TJMJyW6u4JQ47IeB2ehK1FAC1KKSke5I0/p0yXRBvzL2BKmasQ5PTnUPf8f7m/d3GmXH2ozbilKT3HEqWNtCpfqoIUT9eg88jgS5g7vDnRBjQ5FOFWlhDt14PbkqZYkSmn1Kd/UWXhT0WBWmxNEihP+nXnD74faGz+7EMDL+XwHQojw3hyw4LjjXQPKPmU+W9YhaJPEKITl19mFVjyFckcm3dN3mRHGdpUjSrZG5Jokey1bz6aU0AOnUz7Rfb6H7W7NJs1lN9QyQgknIJknHHjSfMm7HzFeC7lboICV47TxhHuLbP6bqWygISQ6VAmtUgCoUVJNdNBTrulpdyOABDRVMuIGMcS4mpYngd19tQi2+YtJKkkpZdTU1NTUJBBoCT9U9F2l7xg1RQ4ujb8zgK6Ynj1dnp7MWPbZjq1LKft0RnluOaU2pSlBKwQaevx6xsEjnfKabkvIY2EB7U7RV82rw2zycy39ngl7eqmtUW10KXokAlClAn4+59R0Xj2+YtHdIXmQPxoU/ddJKu9gcfwrO3Hwg5btlrdvc3ivJ27RHBU5cf2lxbSQn1WdgcUUa6kII0HTw2uZ+AAJ5AtJ9irTZ3uJo+ZwaubmuA9qJ76iLPCM0MKYaxd6XIQra6huJJfW0vbQNuJQ2SFJqK7qbSdesbt5QjSSR21jtxLSr5AB2g1jXuN7hjcB9NzsUu1NPOK7ZkQno+/XcU7nko/wAtCRp1Fms5Imlz2o2no76GVyNcC709dCzm/GEm/X1ox4S3i2V1WzuIZTQkqPbbUAo0oPSv06Hsgc8kNBOK0QfctDgSQAiY4CptxbxObRmVkXMgyA0t9pJS08UySpxSUpSNtKbq1B9/TqVZxuivGOQqHei1C3GUT2D4gRpPLOtijx28a3b/AOPGZ5TEscNmBMN5VbnEpWGb7+0RHW31RUFSm+1FlpU2p9VUqeCgkkJJFyvtwjc62tHvR0jSEAVNRwXt+FU3brOZkF/csjLreOQkuJxOhoJTj3R2Vr7ch4xyeu2ZJIuFxYdxt+HLXHYSGUPBkGT8nHmioLShCRRINNAda9c+218D5zG0H6hsr8+QcnuoxffUCMSuP/SviYR2lq49vupmvgZyxHtfho3aMXx7s3yzMTLY/c3WzGjGSw868ZzSykmVIcSr5EnUn5606vG5hvgw3AyihLdOQLhmezFaibVcOFq61AHiulJDjmAch28OSUqTyHz26yMql5jewzep0y7fbzI0hZU04xKWiIpbQIUSphCviDqNv0PWbbZu3axYXlHE+oY44ckzpmO6+gupFKhuZ4k4plxyAqyL7mEfEse4rYgQYFteutxtlyn2uVIQj7x6zqaEIzGdg7qnmD8QK+g9tOr9v2nZdpgt2I5qaGngQxq/DChFjD/ctwfMUbqJceauKFOzM/CiC8h/Lxd+s0LGrLiJtJtdhajiZIZZS24842SoxlMuA7aggVoD1yKaaPwXlmrU4cef4CuhkTXErWSCNkTAiBSTy/lQE+PDwdVnOb5Rb48a532c9abXPjsMJdUph2iuzLStbrCt6vz6kAa9UqX5tQPe1KcKI+CI26QAGgKOzpV63l2zPXfGMXfeYuM+4pXLXMUlDq4kSGmrg7zdPuXHCsCpJBKa6Hontw1ylSjThzXr6caFbk/wGDwwdWZOXYPX7kqpstyDFePbPkV8CHpbVvld2Q03tWv9uQ8kvvLQkEhdAaA/U09OtbhC4IWYBUxNTbe4nmiEsxJaGKSMCuWFc5/4d8aeWOLOOeWuBsvkQeVcgVGlXuwY/cvtJk1P3MVa7LcosZSVpc7ZWdRuAH49RfKdtum5eZ37Q6Ii0Y3xWyacBoIch4HUFGfqpndLmG225t1qDrmQlhb0IPeCcszRMOwrn4zcO8eGPMaiWqShq03dZ+AQh+Y1NTJdZW0p19tp5xTYKvf1odOu4bzNYW8cQew/TRAtGOlATqX1E49tc9iZPclwjePGeSSoVcDhgmKZUyPxpu2FZPh13urEj92kTVuTGkRW+92+42yUqWsJ2pBO70H9eqZfPfcS+IwDwQUU5ipdrHFAxwcSZCVyTA5YcKKXx6vcDH/JDFjIjOWxu82C92hubICWGFqSlElEc7htAVsrU+pGnp0y4NdbuY35i08M+lTbSTRuEDyunWi8AThj6+NIP/li41m3D+QbPk4xd477WZ2fHciCmKylOyVQ0W+4NFtC0vjsuspKdNp9fTodvLtdrZynBLbQefdcQD2JRHaIxbXu4RjvLeF4X/W0EgHtBCc6APL8CYwxNrteVxHnrvd5rcEfbMFFwQoFtKnVqTW3zw5HXv2rLbgHrX0NSuIbi2c2ZhUFcOnbRqK8a8O0YADBfeOmVXFK4w5B8fmLVyF468oqayG5tMu3awsq7b6QgJUXpcBNWXW3EqCAmm4EVFKdP2V625kfb3ULhkQ79JA659lOQbpK5GFrS4hFGY6Y/h7Kf7hOcci5zwvgv/mA8hzJZFoiLuqVNGOpDy46O5uSoF3etaiKfX26gMbFDucphCR1Me+aexi8UkuOP4VRt3dVbxPa7ae8ZCho6ULSGxT1T/mPUJqdfw6tMQ1kELlQx0gb3ePpnVHZQFrbU44oreKyXVodUJSalNO3VIG8JT9T6+3Utw0tTgtZC4Odjnjw5+nqpIPLnFHNWYc05C3i997ECa9ujKmhxITtWqhDAmhQTRQTsAp7/j1uO7twBEv7mKj159nxoXfWWqZ8gY0NOI1AHhz9ErIxfDvzKh2ydcsdzmQ7DipcfnixkRmYzbf/AFHXpNxccZQpsn5BJrU9Sob/AMPCNWrjiAfiqUGdahwPiMAaMcHA59GphVKz+J+ZLrJWMg5ZZcmR3ftnhNl29MlKgsNuAhLqWylteq1AAE9JlvvFOt5U9jRU+229kI/bRoPPvdeOP8asyD4d8tuxotwt/NkXvyO39szbGEG4qcUQgIYdDqgveVCigCD60p0j6xoCNDl5oKamAD/BfoTmo94AVaL/AMOsA8m/ETnbEOTM6yO+TuP7tOjWS9t368R5MdCnX6RJ7DSGULoFOFDlCUgKTrpTqBfzMliDiQXg4DL8OFTNvZLb3DZGM0x/qHAjrmcMx76M3+V3h/xy5V5dxDM7hzBkvGNxiYULzmEvDsXgXuAmPOQH4lqvE+4ORbdFujtC6hvurd7epSlOvRzaLQ3llrmcI4GH5iQEHFV+PCpe6WzxeGeCPW54RCF1EHEtTlSsch8buErfxNGynFOavL+453erlabVgmKLxJhdmz1N3nogsv46q171yYy9xWO2haQEGhVTqdvDdq2PYJ/MN5duZttvGXvcU06RnliMMihUo0AlwpjatsvNx3+HZLeygNxK4Au8RwcwnM6SEw5LTtuJ/wCH/wAaPFLivIPKn+TXL8jRxxboFpi8O+Nsx11/Lc4zqdDal2hjOMdsK2LlnnKN9fSBYcNiOCBbh/3l7WUJLbPPPK95vfmdsV1c2ptrV7y4wklsnhKkc0ylI2M+Z8bhrfg0AvBYL/Na21uybb9slifvrWnXcuANraNYvixtKfvSvCAytURFREHO71LW8afAHgvyi5l5QufKGH5PYr/n94encbcFWOQ8ufjmNCQpy02+7uWEJjzsnbi9oSy4UQWdy0NVolXXTHeXdp1zXt7KTGHAjSBHG5gze8nvBf0tGIGeNU3+/wC4QGHbtnhE7GqDPJqMjnIoEceKqpUklwDQuC0c/mBn/hZ4x4bxrwjZv47G+NeTuF3Irdyv82wYXaoktUdG+RLeusd57LsolZMH1PuvTSHIqyC0qiU0n2Fhb7X4906GKTZbgCSHQQ8kr84LlajcgASuKil3t3uO5tY2Xc3xzIY5YxE5gY3SgajUTFTrCEriStRfELL/ABw+VfA135D405ExXCvKW1Kfm3zh7LAbdKEhl3tItycUmhIvmKzIaP0bvbH33g7UvtpUCkirWO23LeDbwBjmuBOiWNgLc8WOCF2IxYMgcBhSpX7rtG2NkuozLt7EYJ7eQucSTg2VhxYgxGpoaRk85Uvl/hXx85OvruLZtx/asJySQ4qMZEHsuWye6CWw/bZRaS0tpwgUSvY4CdehO87Da3zZInN8GdhQFpwBGGAHwq1+XvOl15fDC9ovbV6AseAuk4h2II7uRzJq8b//AB2W113BLJDS3C49i2W9267xW4YEK82t/Hrn9sh9Di/sD9tOS0+G21U7zKVqTuHXNv8A4l5ktd1+jVr9ruSutSkYYr0UZhxZxCq5BiBV8h8yeQpmS723xGbnFIHGAnB7i9rQQwjAAuUhpRBjgtantygGxXtxNUhjvlTDiAO0kbyoIC9RtUD9aDqPfOkie6M5A4HofyqvWzmyMD17wzFHJx5n9puGDMWnYlia242A8kgvJJISaVpuQn1H9dfTqoX0b3XniY6NIw4JwPaaNQmJo0MKu99EVaEs3eJFnNJRMdQyWlIUQVKNTUkKqUqqK6en16CTLqLRktF4Y+4CckqX2ZyPBbciyoaWR9wTQENjVQ+SUpNUjWhPqodY15AKk6utTIg0ZDCiO44Rb0lpMV8ocURSqtoCVLHcqBQK+JA1oSOqvukjnPJKY8ugq27cGtjZoyzq4JNwew2/2fJYQX3LbKjye4Kt72VqAd/xpt7YoPWnQMLJGWn8/XjxqwwSmN4kGbXA0fHId8XmfFTOW21KLhIftyFFpO1SFTG0JUtCko3AK7ZFa0pWnr1m1yNZJ4TsA7Edq5VdZwJ7bXGVa5tL3zrjvEeW+NZdivtii2u7ymn34sotIZLElSqFICUpWQFJFD/zDqxMlmglBjKt4jn0Jz7ap9/YsljIQKmYCdq+mFdvEVjd474+s+G3O7OXSbClKSwtx3cEoRXtISupqFITU/j/AK9Rrlr5Lx0yJrK4ZBRlQxrxGwRlS4emdffKs6G9YH3Hj2VJQsKXQgqbAOuwKBohRAUU1JGvRTb2vJQYqiVFu3sLFyQGlX5chE2TI7C0pShatwbSKKUkkA0qDQD+terhG8xkdlVGVoc5RQ8Z1d0WTFr64h11ReYVHTtVt2qKVJUQimpWqn1HUzbVmvmNTughfalDbuXwLZz+KVdXgpnKotgnWR5xClMOrJBJpvSruhaRp8iHNp+p6neYbdgcC4lCMD7iPV+NO+XLzVAYnYvafbz91NDt9+JbbSyttKnCFFJVv7m8DbpQVBVpTQe3VDuGqrk7oq7xOXqtW/iWD5JlaFphQzI+5bBAW0SNyqGgGqfl/qn26gxai9Iwr/T1U64AipLO4/5f4xx/IA1aJEmxXyFIiu3BpJeMFbyDuZUk0Dbe1RprQU+vV62K6LIZYHYEhSM8AMSPxHDsoDuVrDIGzPBJjOacOvLtqScCW4YNBx124zWYr2NQ7ndrhc2HVhtTbyVGP3nAUhxafy7VE7SSQOrp5Q8NshlagZGXEnLPJfwrnu7mS5dJC0F3iuDGtHsw7ef4U0zxQ5JwTkjEpc7KnmYjSJ7sW6ArG9a31rRFdlLX8lokIAUkEq0JH4C9Gd9+3XbHUW5/n7KoXmLanbDeaL3CB7QWnh1A4YGmJRMG4Uwaxw7sIrUOE6tl6BcZLrzCUOkB1C0KKu8Np+QUagDoPBc3Ul6YWECQLgABl6ZUNnt7OOD6mQExFEJJKLl2c6TN/KF/IHxvx/yPxzitnuEXK7lZIcuXdLezAYmsW2DKDbS5ExbaHi/NmrQntOoJV20FIABPRuTZ4ri0iF24NlJc4BFRuQJC4FVQZpVY3PcPGvEt3ktjYAcCMTig4nDEnmiUonOf5VLdK/7bFMIcdcQ4FIkpx1yEpG1STUqdhKU61oSBTcNOozfL23tlD9bnAf6dI9dRWzzGJW6wpzKlR0XLqtRCT/KRml5hm133CbhdbM60WHGn47wUGVJIWYwfhNhKkg1IrQ1I6IRbVYwuEjCjxkQR7waa0vkwe4kDmCo6DL8hXdxt56O2YTMexXh7vMXWQ28uU7A+3ZVJ3/8A1DXfouO+ls7FBIO8D306JEteNDVU8ilS9s26N87Q8nQTmfxORCUUV04R5s5txBjkS4WGNieIvBxyDb4ziGlXN9I7rku4yHClbqWgfyunT8B1BnlhtpPBjOt4CnhVvl3G0tO7EdbWkN1J3A7+kAcezKvJwnyHDwfOZmAZhNjRX41gfXEgzHHT90mgCF2Zg7GXXHF0LhKtEVJO3ofNPqJt5SV1BwGZCcE5Y/CgtxZfWOF1GgcASpAAI4knmOHOtl/wcxrCML/j1yrMb2myzcty5zkC/XKRDUhD4lXCW/b7JYy+3RTqoEdLXbCdPlp9erBeunF5aW0eoW0dsHO5Fz1Lj14NxxwoFZMt49p3C7lDXXb7kxs4PDWI1jRxGbnYYFVpczOLZFYUti7Xe426NGQmRFuQeWpay9V5svKmlSHlMbqKFfl6dRykbQ5rAXckSkmMuGjWR1zy9Maoz+QW55+945MR8HYi3W9TmkR1ylVZBbU2pEd1tyKhTiHd53DSlRSoB0j3F436VzJ+6CQnA6sUHb21LsbaSO5a+Eajx5IuJNBD41YjYMD4EjTsou7N8zRie3LvTFxnoDsIxyt977Rt9/YWmnR+T0J+p06C3+t8sYZqTQD1VOlWSzcWQyMDmhJD2IfhhhUh5+4hxPmTBIsOFfft3Xrazcows01UcsXBNZCAy40lPdccoNoqNqkkkGvSm/uxeA9qO1NQ5FOOH5061g1iVziYkUtHMZIcl/kaV7xnhvI9/wCbca4B8kuUMstXEzmTNtNou9zL0dNubWgtOgPKCQ0pIAeSKE1+WnQHe7U7cye8tYWSXLUQNBxHM9mZTsNPQys0st5B4YcpKnAA8QBx6cDTd/Me+eM3jVlnEWD8Os2zKxdIDUW5IxvZPcgvJt3ajTkhhazR5Q3FIIApQdCfLW4Xl6yWa+aWuD0AAwH4L0qTeRxxuZHAdUWkKV9/U1U3E/mF5DeOE+eji+4uWu08hXKAu4Qrvbw4PuHFmN+7wkuKH2UpccbVUqlVKkAjrpO1bxLGJLcwwyW50ua1wxa7AKCDxGbTgoFUfzBtLJhDOyaaK71Oa50ZHeYSXaXAjMHIjEKaJ/OfCjOfMq44vzBmnKasWbtymLq/JgrQb84kVW5+u64WYDL2oKgKpH+Q6sEk9sXt+oEjpWko2MIMSMFKgDsBNDdk26f6Um1MbLbJznlSUJxTn6wKuGVzn4b8S2B3j/EWYHJXL2NxuwiTanY12vLNxgt9p1+5ZG8XUMSFLHyDSnFUNRTpq7dP4rlLYoicY25hf6jxPbRqB1iQGQtdPdN+WVzSGhMkPBvINB7aSrzx/IdzMnlWIq5MSMaxhElEC/WBlAYS7ZErWhpvuMLo6w2pdVKIJ9T1Sb/eH2lyyB7XCBxIJ4j/AFdRVgZtrb5hmaQZw0EtClriMS3FDzQUdmD87WGVhKUNT3XLRkEdqbbp7P8A3LzLy20lcNLqwsoW24apNdE1pXqTKfEcyVpGoBCvEc6atxGxrmRHTA7EKMjxHq/CsZa7hl+RZFHySNeHIDuNyVybJcpWyTsXGb3KbE2MoLKJLdA4g0G75Ea9EbG4c0jTgFUIOPXnTU8esEFxUYZlUPLlRJ3W85jztxTe2c3nx8rlwoUmPb2VRkwhFW2gqYUqMEqEoNkfAga7aGunRF4dMgKNU/pGnLmlRJZDbtIerw1UDjqU8u3rQa8B8tHhnObngnL1ydgW28Oy4lptCwmKhqOYNCyGyovKck/mSTQpBUa106tnliR08gtg4aHrpXBCeB/4sgPZnQDeQIoGyEP1MaDgdS54t+PqrLZkzyxYeVMYsWITHnuK7zPt71ybQh1MVyBNCZEJThqlUlbRSAo+iqmvp0X3fY4obs38MQBDMXLiCBkmaN5D10Ch3F77U2xequUKMEJXV0J48qcb4oYOL5dMn2T1wOxHkJiPtUK0zo0ZlwUdjLQ9EQQpOrZKgaLpQdUrcJnRtjkae9j7KM7LFHPcSiQLHpA9ZXMHPsq7rNc85zq15XxtlOT3KS604YDT711dny5MeUhSoTf3c99+SYW00qa7hUJoRTpEU4Fy2WMDQWlUCdpKcfjU90bnQOtnOIIdkoyBwGPD0FI+8teCuS8H5etqnccvN2xh2M/FizbPbZ1wTDlH9M94w2HUhtCaFKlFJSlVCkevVm27anTMbNbgSMVHEDvNXLA8OooJuu6RwSiG4doOlQuDSB8xXmOvqqubJi8TF03ZubbnZzsxmI05BdQrvClXUK7ZSSH9wI2kV0OnVijsjatK4Oqpm4+rIdqGn86vPha9v2fJLci2RE2MW2XHubLipH2rbzzroDkdMXaDIfUg0KQNxSRUenVP8yoUkb/uBB2ev41aNhiXVbuKMcDl1p+ua8n2/lfxwUxMYQXBZz3o9AttSI5LWxDlVoXQo1INR70PVctnTQXJljwDmKCOGFHLswyWzbd5WZkgBHMKKW/xPZGHpN9xpctSocR2Utu3PPOvNNvhXwfS2ohp0bQCNNaGvUq+nmdbtkcT3s/xqdFBCJXNYMGk9tW4nFYcVNWo7SSkJSk9lNahQ0RSgCTU+vr/AG6BlFVKmZYBFrGXSGmI2EqaRtSkDb2yNtCKrWD6hQI0/sOmtanHKtjKsFd8Rt+S2dcSdHUtNStJQKKUAk67wkUSoHU09ulNfioKO/Om36ssdHsoMsmxmLj90VFgMKDbLzadmidpUoitRtokilD1HuDpcg5VKt3Pkj1SZ0U2CxFSMabT2aVS8kbkKKapO1W70FAU001Nf79DS8dtESBoaRy+FYu3Yh93Ok0AQlbnxXsTRQUsqWSaag60r+HUJyg9alAYDmlSW48N2a7w1/fKQFLqQE7FEeiSFlWiioAnQ/06gXMcj2Fp0oakQzeGgTvLyFUflfj1YoCm/wBte2JWvctSglQbFalIV7JKjStK9B4bVXlpd7Eol4zC0FuoFan2JYNh2KwWTKYTLkNpC6BAecUAKhKtxpQKFa11H0p1ZbMxRNAXHsxoNdPdKSmJX11P4fIVltag0zjbslLYGqg0nuJKgdAd2461/pp0VbOwYDV6kqEbeQ56Ceq/lVq4pzjhMFxClYm6J6KUQWI4UtZ/LR+h2A6VOnT8d1F/W8erP8KZdA5o/wBthPPD8loicd8q24KmKYbHLSRtoqbRYUNVFRDG0UA9q+nUnXbS566jh100qGxJ1X8KISJ5t48/ZVWu6YRKZbWwtpUyLcI0hlLShQqMRbaHFKAqSN3p69JNtal4kbI8P6p+FLN5e6PDkijdGmKE5dhCVGRzDxO9Ddes2O92VJJcWzGt0aIC4tNVuSXVBCVuEf8A4RPr1MaZHJqnLmDoV7KgF1tGCI7doeewDtNAX5WZla8rtP2EHH0wXNdzrnYcCQk/At7Ukkup9iKAivS5SDA4K5zTz4U0BrkbqY1pBJUfBUHr91Vj4mSuOrLdbgnOLS3J+4kntvuQ25rQ7iKKZcDgJShsCg9Qa9R4naGFrXBhJz58lSnZS50odIC+HkApHUUZGUcT+POQ7cgsrVsiToqlSm/sFIivabg6gNJKDVTRUNw+Sd1R0+JZy4eIGOcMiEWkPjtwdMT3MPEKnuP4UT/OXkPgnH3gJln/AJV5DZ4V4OALxfG4FnlRGp8a4XIptMu2w7eFCSy+mO89ucCQaVXurU9MASQ7oby5asTInFi/1aToHU6kIHSpF4IXeWnWtrJpmkka1zciQXjxAeIBaqniCi41rlS+E8nuthjyrfPut5euNph260Y3AWX1yZLzf27TUVhVFOSHSsUP5froOhOy+IZ47YsA1SLrwLjxT19e2gO8TW7BJMx7lY0ANQpyCfwxpmT3Bd18TPBR1++s2qx3sWJJuMBFD9gm4yAftnJjqlIk3490B3tiinCaenVw8w3lrOX2ls7V4MGnUMif1HkinPilM7Nt24Wloy6u26TPNqDD84B+UcUPFOANKKs1mxXNr5b3MhbaagruKp6VPNbkgvtKbaUTRWndKSSfQ+nVn8hQNktwGjUGgZ8fbkKB746S3vXMJA1nHH1pQ981/a575Vcc4XjN2mtQbGG3wxan21reVDDjMr5OpU0GBvrQ0ITr1M84SG4uY7Ne9FE55HPHFeGVTtgDLePxHDFzxpOPyjl2kZ1ZXNVhQ3lkizPF5akwYkYrjSy5LcdJSEKUkp7ZcST8gnQKoBp1yq4ZoaWcA3Gr7A8uOtBnigwFVpMsGRcQxraza2jkdjQp1+bEXKZZU1ImJ76mrggJWgFoEq0NT7dVJ6Oeju6UAB5miOsOjVmDExXMdnTnVKOcyS7jybapECL9u9dS3a7fBQr/AKDDTqUye2k0CW1LH59N1ei+3wPjADO9oVeZodetjA8SX53OCDgG4BDwAzovuPsjwuzcvf7Z5VsjT+D3+3qYvU6QgFuI4CuQ5IlpIqhCUK01ApU16H+YpnQQlpwkAUYLicMaJ7XE25Y2SHvxAoUyTLu8F59KwfAvA/HSPLbLsp4jYf8A9hdm6SLbF7xkW+Bd2n3UpRb0FZjNpkxfmAkFe3066r9tLS4h2YbxeJ4s8ZYRyQ90pwdpIUcDXPPNtw2K4dYQE6YpMF+Yg5heIByNSnmzmEOWfkTivlFUWPIt9/LGONLeqrsJnsSIshLz6VOHvI1KBT/l9ehvnTcI7m3NlAGeMw97S4d4qAEB6YOHOpflqzmDxeSuHhOUNDmoiDEYdcQaZP4u5JdsB4pskPBsaauT15t6n03F9sRWm+4EUedS6C8qMgKqNtKjUa9C5jqia1yKMUVOGVajjcLhzWKcgqKUxxrvzRrmB7M+Onr3IlTWLxmVmjftuJ/eP36j0kJ3xRDX92yyyHAor0QlFd5CemoRM+6YP06gUGacx0HHpT1xbRQWzi8OBLUVxB1E8MOfAfjVSfyMeEHNvFnI+P8AmZhNs/3PheIWEOchWS4XiTIzGZGUpUGZcX47xcbmwooeQC2JAW2kbgkgEdO7nDDuDWvilDr2ESamIRqYBqWNw7pc3+kpq/TlT0LLvb5AJIyzaXuj0vUEseShD2nvaHnDVjpKLgaB/HebrJeLTC8hs5xJuHjtomPNRYdzhtORJ7SGizHkLZcpRC1oCFDbUjWnVa8XTAGNGTT1KHjjkOBoiQDdtkaM3h2OI6hcitZngazWHk3Os/8AKq626Rh3GtuZclWywuPOJtK0aFb8eA+ftWVTXk/BNKACtKdM2xIHjHBoBAX09lP3LRqcG4HUuCDI5Ds/hTU7nyfY5GD8Z5Ha1JZs+RrVEhOtqKEuoSptC0ihLqykKpVBNTr6egu30G8la4qefpyolJG/6SKVvyu4cqr3I30uXZ8AhKQpRSUtlxbilUco4QkpT8TT0GuvVotz3GrQqSNTrbx9dVNlKErQ8ToUroELbAA2grJBSQdpqNa1PUmU93DGtxNc0kFdaUtLN7bm+Qc2w8FxWLMl3O+SG2mXIzZH7bHWpIXNMltG4BpCzsqqpPvQHoK6GQzIxQcMeQ4lacvZGBSi91uHN3L04UXvlNz7jPgV4/scV488ck5YzWIlqaJL/wC5vsSZjILrimZCnRHQihW4qlaio1p0WijBABLhE1eCqeS8z7AKBSPZERCAz6t3eKKjQPen9P8AUa12Teb3e7j93Mu11kP36aZN0cVIcQ2t2Y4VqDTA2FCQTtShNBtFBr1CkhdIoC/gOGFTomxtY0O5YEnHmSevOn+fx6eElnhCJz/yS7d2bJa4Tcq0RbncJ6WGUJQXA6WZMpTYckpHwRtolOnTTITCEBd4pJRScAOnXnyqP4dvPOLhrR4THYFQjnc+YA4A5nGoZ5weVl45SyeRhGEp+xwDG3kxHJMHayJDkZ5AbjxXWkpWKL2qWa/n09ekSuiTw3gFOJ9MKnW4ZO4zZR5DFdXM9ADlzzyoWJXlZztzDb5vgxnWMs5ljvKWcWSbieNMYyh/ObhnyxHgs2m15I2lqTZbRJtjRfnPyXAxFYbcVu2/Hp7fPNkPlrYppN3Aj2iKDU55BUNJQtanzOcUAaVcSUFFLLa47mSPebOUNvIWOBe95DBG0Elz2nPRk0AKXEDEkUWGJ81c1ePfJNywDyltk6Fl/hHYotx4husaBZHcVg45NgtyMas8+ZGZjyLxfbDGZQ8zNc3bkobS63uVUxNm84bL9xfKnivDrrZiQAHtDCsTxoiez9L45Gte1wLlQZ1q1soLW8/u+xmOO4vXFsrXBzXmQBZJDiUDm4FuAzAqguS/5FOdPM7M4nIXK+Ym+ZTj5lL40twtMGHYMIhyytkwcbxiKn9vhz722rdcJxS5Onuk9xYbCUC77RdiOz+jhVseoPLnIXvcFALnoFDQSGNTSwZBVNa3O1J7iM+jbgWNBDUJxciqXHiTjwGGFFR/Fv5gf+QPlBJz7Mbcq/ZImNMkXSHJiPSZ7kdSXmblcY/YSFQWm2HqV+AQKUqQB1OuImbrZO225eY/FARwCjukFU5YLjglRWh+1St3CzaJIGhyjUih7CxA79JPAgLhX9/mh8qsa8ouTRyFYmoDSFWW22iNHtwd3pj2ltxuOmU66kPSpG1xRU458laDRCUgHo4LXZvKsGywOMngvkfqwxMjtbssGj+loyGeJNCTe3W7bib2WIQMDGxgKp7vBy4uPU4cBhWt7cN0G6t3WO+uLKZd70eTGdXHkxJAUCSxJZUhyO4CPzJIP9R1QLk/ul4KHUuaEHocwRzFW6EKSRg7Si9DwPMcwcKIzB/Ia+2efEVkMr/cjDao4kKuDpcfcQgpIbkOk1S5TQO+pOta9FLbeJU8O40vdh3iAPaRn1OdDH7bA8d3UCvA4LzAOXNBhW0ZxDzDxHnP8SXlrzt/um8Sr5wjcOKcWVi7Ullq72hWc5/hdgYmS5S982VDubd3ejMBBQtCWnFlakUoTu92hi3a0ihYDYywSOkCAuD2tcjQVRoXS5TgWnDGkRbBKdslvpnA3P1nhRyakaGBrHOOlO+4hzmgZhDgoWtRvk7xQmvyH3MTQt2OtW9mIW1uJSV7loAH5ygEf46A9eZbTzd9U3w9zY0hMwffjx5gnGuwP2ERnxbdWt4oFU9mYHDpQa3G35hxNfBZ8ggybcd6jHcdQ6lh2tUqSh0hKd4RqR6mvRlsbb+EOtXB0jQqBwU9v4ioTxLaP0ytTry9BRg8NZ/BcdhokTFKQ442S0pxA+aqA1BICk7NRrQ019uq1uFjPHGrGEODy5wROhQ8ceVGrW5jcjVVuCdfyo7ncYsOTtRJECWlh1xLa2+3XU0CQVgnQKUK+xB9h1WLq7ntnkSBUqx29vDOwFhQkZ1aeA4suzyQJKiG0KAVIHyCiK1VQ/Lb9T6D26rtzcOnILcGqqUetmeE0NPtoir3a2btZey4r4qYV2l1B/MAKkj5UVQ/30HQ/UQTRmM94cjVecf803LjG5LwrJFuycYmvfbR1uKo3HKiopZJcOzaHFfEkapqOkG3dMXTRKoAUdnEdasVpffTj6eQfsk4HkuY/jV8Xu1xcnagXSySGDbVtBSRH2E7VEk720ku6qqDU/m/DqbZ7g2FiSq5eP4VLuLUTgSNI09mCUP+b26VYb/bXGnHFNlxH6dChKSRVdQTsG0Gla+v16MQ3kc7EaEI94qoX1t4E6AqCPZVB+QuYLbtcaOwpTbiyf1UAoICqpovUHQ+h0qT0a2tynWB3QVH/Fl8Kr+5P0xaRg70Wg5fQlbSVtbX3abl01KBooKKT6fJWpOmvRxkpXvVXy5ApxoOOerkuLHbtbQbbblvgupSTVVCFUKj6JI+nr0f8utD7yVyBAAh/D8arm+SubC2MZOzru8Wr7IteargNEqTODQ2A/EKV8d2vqUg6/8Av6L73AJYW6xxI7FFR/L02i4MQw1Ob6fnTtcDhx0/b3G6Oha3FJ7cdSlUbUkJA3Vp8U/5ClQOufzxd0sGX4V06KTVGvHCmXcU3T7W3NuMtNpQyGwSlNEFg0AT8dCKepP16E6zBI7TzGFT8CMaNDG73b8ls7lnuLbciBcmHIj8dTaFBXcohLje5O3e2qn0NRTo5Y3moNIQIV/h2HI00+NM8QmR9MaTjz7kI46zy/8AE0d5bVncniSXmSomQiQpxxth9dTtZCiSEEnaqoOnV1jvWsgLGN0NcGkpkhxATotA2bVDBdOuW5tCNXgoxT2oOlEv4w41ndxxDN2LVNhWp2bYH1WJu41UuVd4KRcLQUo+OxD7jfZV6/Fw01p1Zdk3B0LTISoCjphj66F+Z/L8O+7c23cweMxytP8AxDFq9UHQGms8Z8gueRXi3aZeZMuYxcbcf2OewuWtt6JeLMXoEmIp98ggFxmhKtvxp9a9Si7wt38eJSZACmeBz/GuJvgeLSS1vUZLBMQqIO6e6oPTAjnSLvL/AIfvmF5tIyfJ8JbvOMXHamDlzDAlhqKy2Exo0pURGxttDdNtdxH9Nej0kjgtxGSY0APMHkR8DQQ+G+YxzRjxlVUUOHR2S8xmOyr78OeF/ETmC0u2+ZFs8LkVDBLcSa2YsxLik6BJdUpuSy4oApWnVPTb55JIg5dcYxKcO2t20NuJSx5LLwjI/K7q0HA8imNCL5kcHcwcOZm7bmeM7dIxNLynLZe2WUS0ljuEtIluJS0yhTiSPnrX006wSMYwPjP7ZOZ4HkU+POpjXCQ+EWBjwODcDwKfhx50LnCXM9kwPmLHv/NXDo5xJ6W3FuTkWDEdENl1xKVSVMbyvts7hUprrqR082eM4l+kjjmF5Ht4H20mW0fG3x2tc8xqrQMSEzAwVOIVaffyTkGOGFZF8c8iwrlx5PtDU8Ynb0NPqeccid6O6rapS4/aR+maCu40OmvSoz4jDJK0eMp73McEoFLaRR3AbE8m3RQ08H9eoOPuNUlinDHEn8iAs+IcUQnLNzXiN072Q3J+M/FNlZgvGMYTwbS2oKkn5e4NanTrLPb5Jppbm7cGWDER36gTinHhUj+5xMhisbZjn7k7VqC91BxBOCqij2U3rknxzzXxH454ltDFsvN/tCrtbbPcI8KY89bZV1dh90yJ4JRFae+4aJYcWkBRBTUE6mZL6G7a76dyxtOlMkbkCVoVJYz2j4ReMAkkCgoUUY6V5oc+lRjLM7jZlEVht8wa4W24XN4NNCfCZqe3RnvJfbG1pzUq20Ffx6iMaWnWTgBzp2VmkIAEJUc6E/zpxLknD+IrOONsakTEMtR4d1UiJ98tqE4AzIIaUkISpkFS+4dQBpTqPd2sV5buhUl5IKA4kA4+rnxSlwTzW0rZIgO6DiRgBzXL21ry8neP/K6FW0YbeZKYORvMyMnP3ElabezHWHnkh0LLDSXATUj4gp/v0LMmqUajpOoAJiU4p2jCjcRAZqaA4ocUQKcieafyphlizHiLjzDeObFEye0y34sJEa/OuLU7cGZ61tMOqYCC4XlhazuBOgrQ+vRSWF0t14sbQXOeScR2BOwUxG5kVqI2ucQ0FcCi5+/hUi508YsA8moclmCyxFv8MSJljurTrkVxLhtiF/dMXFtRLaQim6qvUGtadFo7SK/lMEhAjBcSmBwCEgjHDlzxoaLh9rC0zh6uaACU7pJwUHgeKcKBD+PxjgniXn3IbV5MXWRccoxBiSnGXr9KekMbVKcbbSw3Mq2828hv4OAfICug65z5h2Te4YxabYwa3tJcQEOl2IIyzH6hnRmPdLCNxlvT4YYgQYhRnl1y5VMuaOS4fInkTLh4val2nEW5e3He9HUzHlNMuKWwtohCWgSpXxTpUkH6dWvZdll2zbo23ZW90gu4oqYLz+BwqrX28DcLk+GEtg9xA4nqT8BVBeTvkvzhxZl1iwyZll6t3HNyVGZu9khyXYyVlLBKBIdS4FORGlGpQdPSvRea8uIjpLi2FxzGeXP40zt0UAYHuaoX5fx08/inSqVvbr+M3G28sYFJ78N4tP3liKVnuN1SoyFrQSpzcCaj2TUdNNdpcXJ3kU8SevVM6tjx4tsHNcBERgRwTJOnDtqw+U7FYOd8FZzjHUtuX2JFJnxmgC44Aj9QPJBqA36VPqKH1B6C7vZNvIw9oBkABB5tPp1p20u3wSuIIRUIXEEcRVa+LvL7+IXlfFmYLCrTLktqsyppNWJLT4CY5K1UZKFe4pUdArC7c3/pZir4/l6tHDqR8KI3rGBn1LV8N2fQn09Rp6tlu+MZRgH7fb4TNsu0NDimnoDjcRv71ACnY8hKq95UpCjrWtD1aLKCRj2zf+04KnJfxoaXALFIVexOGaYqDxCe+vFj3JiuJbbbbpMS63ZJ8oRpTrxbkxWnVuBlLkiTuKomwqBCiCmo9K69HAInFJFAA4cPVQ3cIpJGl0WnBwVVCjt4UMfnJxzYT+zc4xHWpcjssvRksHcnvvBIYmOu1KVBK1pCQn1RU9TI5pLf95iI0BRzIxa72gL7aEGEzAwTOdmgCZBEI+JafVVtcVcxXHLsawaG7bY789D0Nl4FQVIQmPHLaHU0UdrCgmm70Bppr11Ce8i3bb33RVspaSRn3kx9RKn11SbmA2Vz4SK1QnZ6+I40afFWdZVgXMVoksTpsHF57Mg3WFbHgmVPbDsJl9t23LWItwSwtZOtFIbJSlRGnXJtyn8N4gcASW4dFOfqOfSrXtVuS59wSka4lTijVQ9vCmDeSlusNmRYOW8Skwo8mJCP30psSLemXDcjMKQi+RSEBMxtwU1SNiyQQCAemfL1xMZpLS5TUoIUZIefEJUjzBawmKO8t1a0qXEKCuYPbVo4r5p+PR4Liz7yhq8Xty3sRkWxqO0/cZkxmjLih9w2XFsrcSTvUCdmqunrywv5N8JtpDHbquBKAdg49Ku/ly82RnlBl1uAifOGkO1NBe4qQGpi4rgenE0mTLYbedcsXHK7fa4Ngs0yapxu37txbYedSpUp4IoVBKaGiQKbfQA9dC/uMDbUMJLn4Y+7Ht9y1xO726aW8lfG1rIy/IfgnL1KlRzk3jy6YZdbFnVnlWi5x7ZKEtDbiU9uE2wmsuTKiFSUSe0ypKmwSlSiKCvQLdIBuURniGl0TSo/0nNw4H40X2VwsH+FcEuDnKEVVb+k5pTFsS5AteQcSWKLZRIeZlWtDSFuQ1wlSGVla5bgjubXkBLyFgBxKSB7q6CQ2jhal7x3wwhOR4e6plzODuLWj9Tg5eCHH18BVbcbQv2/LcikFvaXnX1pClCqgmiUnXRRUg6bTQAdQ9wRtlGvSrLaqZpDxNXSFkqrt0AGoOpCkhSlEpAPr7ex6BFwGWdTqj18YLzQU0ipKttKVCqA6qJpXQaH3PUWQkDiKdEeod2vLGb2wVpUjd8aFCiUnaE+tTTcTU+nSI5CqGtuhQYEntoIuQSv/eDjYTVKnWVVJSNFKc+OlAumlDrU+g6Xc/PjyrduB4ZA9Eot+O4Di8bbQlFKoc3fLaKKbJIp+ZIFNfqeoBCEjh7qmhygJwrqt8OUxOlBtVCk02t6enyAoQUlRSa/19emCExqR4rTzSs4qLMUk91xzQbiQvbqAEig9U6ECnvU9MSsJGFOglFFQe/Q3NhStSwokLISskpHoFFOvxPv9DqOh4j0uxGNPm4wwHerphWLdFbXVSyqnqdzlR7qSBQJofXXQ+nUmNpzx6VGUAkmuqRYm01SEgVBG4BVDtPoCaaVP4dTW6gEONN+LzGFYiNaEpuDQWlKxvQVCh/TWoUq0lJGqiBXUjpbAS4EZUiSRWngatq32M7Ugh4ALBKqUpWlApNTVBI9frp1LAIGFRVBONSL9nWG10B2lH4AJ3Guqjor11rrrr083VxGFJ1NOXDhWTsFtkR47imlUJUkg6p3kElW0AbjsAqDoKdPgplUV7ADpOIqsORLPLnIfDm5YKVABSSoBWivmafBVNSR/wCPT+vVDp5A0wSA/wBVU5iVvmQrk403VAQ/8Q2AKEBW5RJNAfx1PUF5c1ne409Ewuchyq12mpZkNFSlklRKl7lJNQk7iEg/mUCPwr0xrPA41KEbGtxTSONU/m+K5TJxyXADohMypTym1vtbwkF1TimWiQkUkVIJFCitPfq2wWL9wLIGAKc1GWGB9RqoX114BLi7AuQdeJH41dXjJncHjnl3DHsysIfsltsyHzJVCceRbVp/TD4QlKyltxVaLoAkD8etHZvoRKHu8O4MZBwyxwLeIByrVs9011FcBniMY9U54J2K3OrS/lJ80uFeduFXuGePm7rOv8O92u4SpMiEm0WewSbO8HEvRwpffuUhxVUp/TS2lJJ10PVfmt22FpM2SVsks0ekNClCSDqcTkiYAY86sM+4f3S7gEEL447eYl7iQhQEaWgZquLsgiCk/wDHkSw3G0XGTeJZbhxIzsNC0uFElmUU721EJ2DsrcFR/SvXTvt1Iz6GQgq4O0gHPmnYa5x50L49xZqA8N7V6Z59tUBwng8n/wDKO/3K+lcyzJnq+1cW6qKlhCVBouTpUhI7zIKAoBBBJ9Qeie9WwBvL2X9UYDR149oww4c6k2dwI/pYGOGsyIQcTpxPYOFErzQ4zb+U1XANtXFmJDbmKQmGftZDUZW39NaQVqKSaD3X6kdcoumiRr2qgIz5V0ywaXNLBgS8DE8xyoY7lzXaTb8jblJci3WSqcti29lSYbxcUpuI093vl3GGfklI16qTrZXo09xceY9VEJGFrdKFSEao9vZ6/bSurHyMqT5bYRCbWl6JZ1vsSGSr9JTz7za1Be0UStDq6gUpp0VtZjb3DdAGgtKrQXdITOfDZlGQwY/+JfVTC/JK25W5kVrkY2pT6cmciR3GUNuOBbMgsMTN60VUUMNuCn+mnRb+2Q7rcNiLWvkLmgKcgTieoAxSo1rcXm22xDXlkaOwHEtJz5E0ctlnMeOvjpZ8vLH2N8sa3pmQOqaQ4tcdaQ0t2KGSSw+2hQ2qNdyaggU66/bWUe27dFZMeBbwtcC7II35nHtrnl9PLe3kj3j90yNa1CuZ58saGXmqyceeSt3xDlXjjLLXkWXdqzTbxaQhpMWRMQSBEbAcC/3G3iinSuu6lSBUdcN3vb3P3CS8eAHvKhyjS4A4FqdEJTnXUtvuPp7CG2ie0BocHB3zDJVw5rwxGRpwHDFtzCx8VwZd5mwYMhiKzHTEZhd1zYgICnnqKKye2T+nUICfQ106c1koVqLE1zmOmOBJ9v5dlMR8QCIbl65EfljKAyqVZokSdKt0mXEbiOtB1NveisNsxYT3d3KaWvuAgA0BSDLY4SQGNS1z3ISM0HD0zpUIkZcGchrmRtwDv6jxToKs3+RTMXJPjZfrRKQmPGyWG5GUtt7uQotGS444QAhtxwIGwN7lIKjrqOpe12oBnkbiWREJxx4+qtbrdF7YIpMNbwV4YYkfhWoba+QZnJeEveMdtwlFzkWCSuW9MEVCUGOxLefZkFwoK9w30p+UitOqVdB31LntGGnT/E/Cils8MtGW7gNLXlw/Ks5zTyNmMrxwRwFgeOKsM9lxpq+vsIDbrQbdQxP7imtgCWAn4j6dPynxbcRtwOkL/D4mkxZq7FgJwwBIOKY/zpgmUMjEvH/xNsshJQ5FfjwXUp/6wdQ3FClNOLIp8q7iTUk9ArKJ318rScWiiT5NVjbKCHak9uFXNfVNO3BYToNqDRqiRsW2CVhVfzKGhrUH1r1aYSQKFAIoNVpkbRdbX2m3fRe0tutqO0k/HYs/qEU0J+vUwNUHmlbwVajeRzeLfEjD8i55ya5W695hOtbps0FSkLeYBbIihhknupo6aaCpIP1006IjuAgEn4BfYOPWhl5OIWm5cFcUa0YYuOAHafhWt7yxy/kHPOcXvkjLmn5Nyu0hxUCPJClC3wytSmGtm4pZK0UKzX6D26amaXSEMLtAyHx9Z91DLdhiDpZHD6iQ6nHrwA6DIdaZT4B+Esbna92POMit/wBrh9idbmvOvxy2xJdYo6pwrcJQuMwmu00G5RFOtu8VrtIwYBx49lSGn6hGRkKHd48U5E5BfbRyednlC3ZLSzwFwouLBtNpYTEvdxiOJbbjtMoCXQ4EAb5L6AQgGgH9Oosp0Ykl0zsceA6/gOdSYwLg+G0D6RueGZ5Dn1PLqaEvxV4GuGcyV8kcjIFo4wxVSbo9JnqDJuy4xU6pxxLlN5UoVTX/AJtxBqOk28Y1maUYDEA5HkT8acmMZcY2AiFqa3D/ANA68+mFfGKcuYXE8v8Akjyo4zlYnJuXElzhzsQxW5MJYS5YY9pTbshiPuoJRJbmux6JcbHcRQfm+QM9+z7B9w/L+6eWd2mbp8JoVqCaNMTKxSji1wATkSM6TfyX21MtQIJBbXLkXNocCsagYggd7HAlOVQ7zG8kMS524TvvJ2ct97kbnm/pvLsmxpcYxrFsWsLCfs8Zt77qy/N3uUUt1wl15wa0Bp1zfafI+4eVJdt2jyo8u8oWbXS3Be4eLc3ExJMjmgYaMAwNRrAEFHtU8EmkADQTGQcXElDqceqklMMawf8AF54+4ryFkNy51yjILRJxjieHFej4++ylAn3VRXFVCnM1bSHnlgNRgncfi44RWnXcfL23xzariXvNa4BrRj3uOock9poH5m3iSyt2WUbD9VcEt1EoGsOOoHNVxXJo60Suc8ycS4Jn+euca27HsU5X5mfj2yZOvVsRcMexGydx2G3NmNNhsRI1vej1iNnsrlSqOrqnTqzXEcNhceBEY47qRA4lC2NpORT5Qc0FA4YrncLSOS6M0202ZJYG9x8z245/qQFFxQFM6UTya7cLTmORYmrKY+cvxnTIevsFxt5mTIlBUl9AXHW7GbW04opcDfxSfjTquyzSRh1sCCwE5FR2joasYY26Y29LHs1gFHYOH+kjgRxodMjtTZiOMuQnWnXNzi5CtCfSiAkagtJ009RqegMzQ8kZGjFuSXhq4FMPT0FV5CjsRn0N7i646CkEmhW3VRofUbd3tp6adQEAKUQBUY1OMb5k5Kwixci8T4zmF5s+Ec1WPHsa5LxuM4ldqzCyYZl1q5ExZm7RX0OIEnHsqsLMmHLZ2SmW1vsbyxIdQpt0bdbTjqC8eBGITkUB7RhgoMhjwLd8Olr2Oc16OC6JGgtEjP6XljnRuI+ZjiCCjS3ZMY4BRb2WLjItaEOss0cU4yCSqp2gJUAN20VO3TT69eSTesxAUD2V34Wpe1HfMmNBJ5TeL+O8rY1KhSLVGjXZkOKizWmktyFO/LYUOgJAoE/AihqKdGto351hO17nOMbHYEcF58S3mMcKGbhtbbiEtDVfyP6vXw7RWvNnuD5rwnlEmzT3JSERn1Nwp6kqDDyAuqUOAja0/QD8CPT367JZ39ru8IC6ZgCdIK9qcCBgo4Z1zW8tZ7C4JVWrgeXQrkfjV2cU+XmQ4fJhQMmjJmW5p0BUwVcUyk/FxxbNKpChSpFfT6dBN48rR37HGAt1ZgFQ48wXDA8wvZRba9/ktn6ZjgTn+n2cKb7xDy9jPJ9uaes02Mt4soUWy82Vb6BSlMqqQtG0ag+lPc9ci3XarnbJC2QOMIODkTPgfTtSujWG4290AzU0TnML0zHMGiJtU5TRlRHlqUhSV9tJSohNQQtSFVIbSlX9h6gdBywuGFGYnYoM1qq83xRu7tSFSEoKUK3oWKElJp296gKoTvpr7k9Lgc9j26MCFNEHTl408DX1gmQZHiTCWY0pUmMErSI8hzdRQoAlKVCgSlI0rp0/Pam4cHYtw4fiKdi3KW2ZpXU0cCaxWUZZcLtcnrpeVJbVEKkx2GxTca1QtYB2oKRqmnRG0sRHGGNJdzJ4dBQq8vXTy+LIE5JQi8vXJ2/oqCta2ngsqBSVFtKvh+l6CoNTSp6se3tMbSE7oqt7hIHrzwqmi59tGqxq440rTcRRIH6pCj6IGmpOh6IB1Cjl0oIee3ErvNvpQ/FSia/EJ2nWutQSNPx6t/lcJHL6qqm/EKwcainEN7/ZM+skxayhvupbWtAA0UoGhBOp01/p0e3BpdbFygBuJXj+VDtqlMV/GeFPB4mydeR3Rp2I248w2WG1BwqKd+5IqUkfA0BqBUkGh9OucXaNCs4grzFdTspA9SMAKariFxah2mNF3sggIBSgpUoLUNyG0gbQpQIomtae/VecNWJzPvoxrCdelXkeRbTx9iNzyy+vswINliOymkuqCEvPtNlxtBSdS4XRUhPt69T7VuhoHHnwFLzIA4ke+l68LZxjXIHJF85PymywcvZv9zXIYtlwooMRWnVBhKG11U0op+W0em4V6M2G/OsZjLOxz2FQGlFHUrnhl7aK/RW80ZDTmCNXH099NPTmuBi1wZtssacakRAltlDSUIbQmu5KFJBSHUpOn9erHH5ksJmKNTenD3UMZtFzbP0eK2SM5Lgg9dWdbcNfmeOXkFGs7y1WrK1Ky/HnWStp2JdLhbSLwy242QWixc45cSUmtFmvVos7ts4t7pjlTBenDHs+FcL882LIt0u7dgCys1EdT8QcweqcKUX46ebT2PIY4H8p47WTYfLU9Y7XlMxhD7kAJecYbauocq520oA2OihSBWvt1bmSQSuGh+i7JwJyf/pPJ3Lg7mtctj+rgj1Oj8XbQ1CB/uRHLU3+pvvb1FSXmvxTyXia4ROavHi7zL1hy1JvcdNjfRJlWhDx+53x+yVCbCI/M0dE/gemJIz4hfANE4+Zn4jp09lOEaoWtlLprRxRsgxc0jEaiEI5LmMjReePPmRgPkDjDXDXOsaPFyRxp21wrlJp2pLpb7Se2t35h8VqtteoVTpvSC10tvhIB3m/kOPX31mvw0huwTG5dMgJPZq5HkcqXj5j/wAd2f8AHuYryrBG0X/CLsHJcWSN7xtzTlFKW2pJVVCSdUH29NOkMhikaTG4g8Wpl2cx7xRaC9ltkhnaXtAGl+XqccQvXjVdYLnkDxiOCTsosr2QS0XH7S9Qty3WUQJi0qkOxGFrCULaZJPbI9/jXXqZ4sUUeh7nBhAAICkHs5LUeW1luR4lu1pk1l6EgA9pPTlma2uf4xOOeEr5IY8hsatTGHSuQ4bdyhBCmra9d2lvltL8xjRpccpbJbNRWlaa9G7p1za7aYImtlfI1heRijTi09Cf4UFtLezl3H6mUmFjZHAf8YwLV5E8OB600TyunSJ2LRrAu3MzYUtl2WkXC3SFIdTFW2tuWy0lCVS/tyoU7Z3JKgdR1XtuYwF7snqGkKuK1Ydxe+RzIwQ6MHUDxwHvHUZ0kidPyTLshuptrDMO4Wia+kAQ5xjRYsVSG9z8ZXddbaX+ZNXKp+o16PuYihvZj+NBCkoOtB6daxmV+RNj49MTF+cvs3MTyJbVrN7Srfa2ZckpZS1I7oUtlbm8FNag+x6H3MTnjVGQJW5Yp7KjTPgsy0XBd9PIcFChRnjwpfnmN4/Z1YLe1kPB0hm78VZg0r9x/bXYy22ockd1ay6SUsKI0AQaOJqRr1AjtobpXkD6tmJav/mHPqKlNe+zIe5wfYyBWyZkcmFMhyPqpL948XchxzPcdyw3CSMJtN3h3q9qWl9qEwoq+UcSluguEU3Jr8dxNOnLeVkd1EA9e+E9OlS3K+I+GQXNZkCpPMpTLeGPLDil7k97Fk3gm3wcflpiQQ1FLqHI0JbTji3G925pxSa0H5vqST1fNrtGTSEwuaJtLnOxyBywGR51W797nN0EHQXAAomIzx6J2UJ3N+CWjn2Df84xTHW7NkGIP2Zabi72Q/L2y6dhh1oEqZW0uikuE7QadWaTZI320k7SH3TPCDScMP1NTs9VAxuhcW2x7sWt7su9lzzLTy4VlOKucMYuuPRbFmWE/b5RYZDrKJzaIjsO6swAtiO4ncEPRlsuo1TStTWp65zdXv7xADx3yEzGGGfWjZjjbbtBDCjVB4kJljxFExyP/Gzxz578fMZjgXLbNo5KgRlAW5uRDucZE8MVfh3uwLdTPYZ2/Hup7RSBoo9GprGyltGMuxJHAcRNGj2gkBdQyIXgdLmioe3R3dyDPYyxC8GcL8HENOBH6sRxAIpRd48VvKzxBuNwwjmDjq45Bxq++/Ht+eYmxMvtiZZO9CVT4SG13S1sEapUttST/wAxHUM7JfwxufbaLu3YNQfCriG8dcfztI7HBOIotDurLeTwb+N9s97sWuxYD/oeO6WnNDpLeRzFAWPkl3gfkeP2ZImcd5RJMZbqKuRrdIkKoqLISs0bNVaBVCNR79AxcRRu8N/+07AcNEh+APIolWEwLE2VUcAVKKHNzXDNOBHCs75G4DEYaicm4Y+n7SaWZyXIitIMz4uVWpIFEkGtfQg6enQHe9uLJBexgh+oKnAjiU4GiFncaB4EmLSO7knt6/Gjv8GOcI/JGOS7FeJLacgtrQjOhaty3JTaQ2y6GiSpz7hI27h+H49WHZJjcW5cCvMf0kYEDpxWhd9EYZdDsUyKJgcl68konuekY0zw7JORTREW2ta4xih2FLUyFlbjYhgdqUQ6CpJVrqQfQdEJPEDi5oUYL0FONgilhJm1aAhVf1BEXmDyOFUNg/L2P8ncOzOO8vC9tnadj2m4zmT+pEbCgw+hUkBILAPx1OlaEU6mWMrHyMMhHhjNcAW/D886DXrGQv8ADAcCFLUQocwMMuw9lF74d+EHNJsDfKzca5rwN9zuW2XcEud25QIzmxufDaWEqeidtASVooFbfhuGvXQGXNhttu63nk0zyNURuI1BpGBcmRIyGZGOFUi/iu91eLmyi1wRktL2g6S7iA7IgHPMAqOFe7lyXfcOz1iQu3u3CDH7Zo0JhtzD0K4NOug3FlKFMyHNigsj1bIT6+lC3uymuQ68gB8JoXUnygcHclo7s8zYJPBmCuXEZguPxSmucUZ/F5Y8fb2jNpcbY7bZlwtsKQ2ueHLcmkdrbd2W1SXZLAZ+aVJ7yHQlLhWTXoHZXDmyxXTAQ4OxX0xwX+dF7lokt5be5TFpAA4fkeI/Kla3HPMDwTKk2EPIekR5dwlNtI2OPusNPH9xZYaCe24WEKCwEn5JpQe3VlnvFBB/UMCD6Y0DsI0iDUOpuBUficMfeag0rl6Za+SI1xlIfVgZlRnYrjMaS1J/Z5SghibPdKVool9WxVNQTSgAp0lsskjEc/S3s9PXU8RsjnbqYsbvx48sD76sfMeXrDD5Bt2NKuMmXY8pO2C5JCZrkx99hRj2mK1RTfYVoV6baHWh6tvlSRs0rrGdDLmCcQVwA7E9VB/Mdu2Bn1UQRmkApgnU5Z0Z/iXFyeferlh96tjyIf7ebpbZs9zf22xIdQm2st7tjbbbCkKSkEVqQPTqZ5o2+22y2F2wJqKFoyX+rtPH1VWNmvJ77dGwSN7jGktcfh2D9NNU4s4Ow2ZDyld0jMi6tPLd39mimEyEKUQjckqISTSh0Un3065Nvu5Pb4JiA8Ig4FCprqO02TJxKyUu8RvUgjr6koXrtambXfbvbo5/RiznY8dShuq2k1QD67SgaV1oPXocSCNQwH51JaCRpzdz7Kit37LTY31QKKURTUqOiTVIp8Van3HUV7gTjUxjS0IMvT0SuoRmVQHFhDZqwspoPifhuQN2iiV6Eg06bbmKyQowoq0CGehsZY+XEtpHeZCknUJWVnarUVqCKH6HqVcYvwyQVHtVEaHnRk8csleOM9kbUqQdpSNCSADofUEk/j1EIxNSxgAOBrzwYb7Nzk7gDVSg2SCUmpJVoKqNQaD0BI6QWh2dO6hzrPLivBNB7oFAQoaf4/EigXtBOvp/XppzQMOBp1kgbgc8ar3I4jx7fbOvdNVVVVI+qaDU6UI9+h8jHaygp7E4jjWWt0BxMVoFQSSncPjuUfUEbQKVI1/t1JibpYCc605EQ519yIjqU1SjVIpQnclQHr+cVAAH+uo6dpgpUeiRq3ZoLCdVBKSqtDvVTefZSqDQH0HTsZ4Uw5wLkGVXhbYTOxG9ST+ShO3UUp8jUJFBqD9epLCRSCmRqRmJCQw6txaT8DXWhSE1CjT2CinX/wDP0/qQY5UnS1dXGvZjTltmtuIZCBsVWtAU7R6jT3Hsff69ba4E4Z0mZUAGS1i8hx+PKEygLoShawKioQpBIUrSqq0r1JaEbjkagSqTpoZPto9tvTyHFoYJkN0BBTuBBCt6TVKVEmgI9teocxCJmakRLrb0qf2iMzJutqZJS42qU2uqKDcGjvO0L0/KKAH16RbMbLcxx8HPAp25k8O2e9vzBpSra5dtVou1utaIgZiogQ3ZshSGtZKXOy0hhbZSlJG5WhIqVjrquwwiC6cSMXFB7ONcu3iZ8zGOJwYq0vHNOSJ1mzO5NxHCqAwmJaQ81R1119Edbqm2k7lJShsA+ilKUTQp6ib+8DcHtPBrGn2KlWrYoh/boi4hDqd7SmFAbFuMu7ZLl1zuEpx8T71cnRFeYbbedix0FTqwg/qNpKVA0BNSNa9c+vmNdKSmbjjx/nRS3BjJA+VMOmJx/nRjcB41ilgt8efndofuVpuwIjAxkqceiyFd6O5QjaZDSQUBft6Dq8bQyfZdpAa4slkdrBAxQjug/jVP3lkO67kHStWGPukKRiMyD8KPLkzxv4j5Z4ntGX+NKrTb8pssxE0QmyG1vux0hN0sl4h7SWLvuTVoOUAcoSSk9M/3e/njfb7o4ugeD4b/ANOri13Q5Hi045LRSTZtuZFHebOEmYQZIypcRwIXiMxwIwzpe/IHCuWXNxm+yGblbpca2PsXH9xC48uPLi1DzT8VzagEhOg9CihSequGPIdE8OEgVMvfzq0W90IS2SNokjcQSTgMMMDz6c6S1zTd27Fmd/h3KVD/AHSTMZi2lEUb5V1uEgoiW+NHhpUovTnZKkoAQCpSiNPXqrljmz6G4ve9ABiSSUAAGJJPAVZb/cYXwPmLgxkceJcjQBzc4oAOpKVIPGn+JXzDzPlS38j3yws4zYWFyL89NurihdpqtyHW7XFtBYRLStLZqt1wNtp9ASej42SaN0k97KyIxnToxMhfkG6UQAcXEpwGNVQ7g97mQ2sL5dQ1GTAREcSHLi88AmWJNN/wPgq9X7KiLlCiPwsLu0W3zbhJk9kd1P6UpEZCUO70tuI2qUopG/QdTbGCezvop34MjeCOtIlvI9wsJWQFDI0qMPjz44cKEr+QXklvjCTc8DuLn3+P5bbZLEKLHCnEjchEdLDZSkJWUuUPyAVrr9erxuXmNlrYGGZqvuC9oCZqMezNarVjszZNUgPejDE6EFQUzJ4Cqo/jz8aJ9syO0XtlCDGyN5EqS0l1Lv2bEhTZBkMoo8pO1NAEgiuvt1yWFlnDc+FIvgtBK8CTw6cqtt3cyPjD2AGQlrS3jpGCg5fllWwNluNM2aRGtNrU99lEio/7dbjriEvLbBUlTLqkR2xUU+SqgdSY3F7C7hSSwMJY3IVcnG/KNsZxWJhVxsy7IGnojZmRJCfs7glEgrcmfawWGVRriVLAe7ylpcQNwKvyiZbu0ytxRMPb+Namc0waHtGAz4+v8aM/y8xp3PPFWQ0WlSYsS2wZBkM0kdoRQjYptPZRHZioSApaUBSh6E6Hojtzmtv5Y/1PjcBwxRQn503uRP8Ab4JShDHtxzzwxKYD0Nau3DmE55H8kpMHifDLzyFkN4gOxXcZwzHbhlF/O5fbYlTodrYfTaor+8lD8xcdhVPzUBpX90ijaJDIQ0OAxyUjh+GFErUT3BZ4TS5ChREbzXgPWaYraP4bvMbku4XO/wB8tnG/D0e8r++a/wDMTNm518jKdkp3wLnhuBwcimQ31N7l1XKpoKgE9AxckjSxpyzy99ExYNYw+LI0FTg3vFfd+VGby1/HC5bcP4rtHKHkdxVZLtiUa93HHbHZ8E5Dyi95o7iFmN+yb/a+L21wZXfzj+PsLmTG4MGQ61GQXNlAR1Dgj8Cd87ie+VwQJ06ryAp97HTRsZH+hwTipy/5QpGLiBwxNVXnXiZzPjz10nWaNBzuPBk3GBMYhWPKcMvTi7TeYeMpexu05lbIMHLYF0uc9hUFcOepydEeRIYacbJ2m7e7t10SEtHAkYesjKh81vIxpexCc0/UhU5LicCoXDKhE/eo1mdZdbgMy7hbLo6zcLZcW5MN1mVHcU1LttwbeaTMtsyKSe42tCXGnAkKSPTo+WiNgeAD8D66Gt8V7sVAHMfEfhSbf5Hr5dJXIdlbdaSmwTmmnmrPFW4YbS2mh2XFlZH3Ct6qqUQKr0oAB0NuXPKoS1SMB7U9qGhe5RxRXDHuRS0leRVFA4EDBc0NVd4Z+M07yPzFm0Ktj7dmiTAbncUMVZDKHgTGbeICApSTRaiKJ9B02GPQSNOCoV9Mzl76hxvjnk+mapkc0kIuHIk5Adpp4nkvzRh/ixxLB4F4aVAZyl63CFOeiltJj/ohD777revaa/NqakjrU0+jvOxJy9Wfs50R8EFrbOAkNaBqeOA448XOTt9S0szxs8esw5zy6VkWSXF4YPbpirtlWRSu5W8utK7r7aZDgKVNDbQCoSR6fEGrVtE+YmefvMKpw1H/APBHvqe+UB300IJLR3k/SvBf6z7q+PNfzDhLSrx64cU1Z8Hx9hVsv97hrbbS+6EhlxppwBPdkPpB9TUVr60HQzed0nYXQWh1XBGJA+XDkmYGXAYGju1bTHJEyWXu2rcA3i5xz7epzOQ41O/4ovA2T5D5xn995J40yV7g1nje6WRGRXFifj8G55LenUsxVWWZIajyLpItMUOPuutgtp3D5E9eHv8AJL7yb55B8q/T/bm+hj+4AuWOOktkMMLcZHTEqwNPFjlc4AqAMa7F5b8uR3Oq53yIssiWiJjwW+IQcTp+YNaMASApOGVVL/Jl4qYX4w8Fcb8Z8aZtcOQ7fheVXHHpNzmMNdyF95KW9brdIlMtpafdZS4GlGpPbQFKO4kddA/xA/yU82ff7Zr6XzXaWEF5Zv8ACElmHsjmLCTrDH/oe0ghzUaSpAQ0N8/eUNv2GYX9k2WNlydRjkcpbggIOBRRkVI61TfgHl07j618kZzyNeYaMOxuM3YbNgVqbbVJyLL7hFYjJnux1OJU67Ibksw2dAQpan6pCa9fQfyh4rY7m9nkDbRjmRiMAanykKHlMe6EaOZJ5V5584pK+z2qyj1X9wXP8VypHE352g8AcXOXINHEgVK/IPEOSMEwHIsvuGAzX5/Jkhb98yxUB1y12GLIAag2pqWtKlNKtkX/ALZIKih3VfqUnqy7rsdyy3lmazxJnlZCMU5NPQcUVahbNuNjuM7WxzFttbA+E1UL1PekAyQnE8RgKWhgEqRZcgZhSUmOh19KGipIFEV+QTXXcr03H3OvXLmNkic6KUEOXiOtXmR5kYJGEEY9abRzd4EZLiXhxi/lzcjb4WG5dGhuQIqpbf7hHi3aQ/Ctdzms7attXOXFcCG0KUtKQCsJrTrdkLe/uJbcOLJGRPcpGBEYVwBUqmSkBeC0Obcuhn8AHVLgSDiQHfKMBm4Y8UyVaRpkMn9gYdcQvuTytRZBFEIoapV6UKVJOlNKevQGR5YC79fKrMxHgDFDn0qtF5LclXJi4rS3922hYaUBp8m1NqJSdN1FH06ZMzy4EpqFSA1oYWfpPtTlW1zyD/KB47w3ZEGBIXONHE7WUOuNJRrQHYyRvFNEg01rXrgUf2s81P8A91gZ6Z4kV2I+d9ghGkyNJ5qvtRcaBLkX+QXjG/labT3GQXf+l23Shuq0r3gOoSFEkamuh6mw/azeWD91wIGSJinOocvnbZzjG9q81P40H3Juf8Ncx2Gfarm7HauT6HXY05ztbVPUUUBsn5BTayfl6gnorB5b33Z5BMxr3NGIDRl/Ohs28bZuDHM1s1EHMhD6c6VXmeLP4pdpELu/ewSv/tpKQVK7ZBKEu0rT4/5eh6vNuZnwh8rUUZjI/kRkRzyqpTsbG9zWLpB9nTr0NZLjXlnJeLr7HuuP3F9EZD7S5VuK1JYdCVbiUUJ7aju0oKV9R1F3Ha7LdIyy5a0v4O/McR21Jsb2eyk1RqWJly7OVPI4D8qcX5TtUWPNkMwL8lDSHkuqS2N6EBK96dPkSK+lF1165D5g8q3G1zGSPG3IJUYjPMcuzhXS9k31l40Mf/u8D+fpjxouw+xMjKKgkr2nYsDcVAoO1KUmqDtSan16qrYkdVsExydj6YVXsth2JLdSgqS26U1UoFw+utNKAhRoP69Tx8opskkqar7PkBm2991SQtsVbboaqVrtUoildToPp/p1LgfpCcCajThGl3HOg7ymTK+0fkuKQ2ZTikIbIUmlDopNKihFTT20PR9rmBI25VWpjIhceJWqzlSHyyhptQo62AXVGpCtQdDqBpqP7+3TgwNMYEYUKHM0FuRLt8lCjtQO2SCKKoSHFlRNSlK9PTWvVz8rva5ko4hKq3mFjgWPGIWq1wy2hzMcbbbXXuXNlKxT8jY3FQqk1oAKD316sG4ILKVSg0Ggm3OLryNBjrp3fGEdzGEQZERW37htpIbSmqg4WUrcWVAij6fUV9vx65dNMDI5gGTj766xA3wo2lp4ei0dvF2RQn7gjuyVuJhtF6W86VbErqC2hKQdqnaq26jToS4LKGgEcalRzI/vZJVjcoqxXkXFnbPeLt2A4zJDLKX+2O82miG320kpVtUKKSKHX36P2jIRE5jigcPh1qbDcsaHBrmhxCY/DtNLq4N4nzG+8k5DheEXWYu7Mw7hJtVX3otvTJSopjMOraZeBkSCB2UEJSsg7lJAr1It7G63F5itYw+Zox68AAvE8qHDfLSz1S3h8OJQFK4EHPoOZplHFHj35Z4LxzkNz52fZy5RnF2wW2xOsKuDcdKllMZ2YpaWg8UCilCqlmgpXojbeS9/uDqeyKFuA0lwJ6uQYADkqk1BvPuJ5bs1Mcj53hpOAJGHAFMzxwQUxvwK5RHLfHnImDXyzysbYx6TJtb1puAU5NjtstFPfdCiF7Xqk+/49XWDbHbRZw2ilxaqkhFK8uXKuMbr5gj8y7ncXYAbC6IBoBXuoVx7fXS2fM3+OTJ03eZyJxI7/uTHZj8h+42+OtuU/GeccLslccpJQ2EKNdpOuoFNej3hxyguxYQFLU94qsRXUlqcAH2yYEH2goEShM4L8nuVPEjJWcQzFUvMeNZkpEO64vckqdnWBBV25DttadKihDKCSGVaUGnUgXcLWBtxqTg4DvDDBebffUWe6NvceLbojgC5n6XdQeDufAnOja5V8d+NOfMbRzr4yZDbYt4caZn3Gxw5CI6BMQC6EraZUl213NpYNE0G4jQ+3Tugu0uejZCO48fK8dU9OdYPD0udZu1Ww+eJQrCcVHX/AE5cqtbibKMs5Dwu2cYck5u5FnRUtQ1iY6tqSlcZIQnbLXRsvBw0OtPSo16ceHRO8TS3AcOf8a3CxsrfAc94amCnVhnxzof/ACM8SbRaExpMzIhcXnJKXbaFq3yCvvBS0qcB7KnFalCq/l0PSI/DucEIQLzogx81uEa7oMOBwK1sB/xCR3zg72DXZT02yYg3GkY+w+zGejWsSSX34SXXmt6YiZR7iY617KklIA06sO5ks2mO4jQSatBPEtAUD/l4HMKlBbBrJ95ltXgmD5w1VAccC7Hi5FPAkLnRT+X/ADpyVmGXf+XVrt1otFkwZv8AeXbjAQ/NnX64zLeu37Joec7EGFBadUQxGJ7jiwVLokJ6B7dtkFqPqGOc50hyOQ455n11OvtxurmT6eUNa2AIC3AkIBjwGAyGC40uPju83m0wMmuyexLk3GXIlPqfVPjK+8b7oRK3RVvFbRT/APLUUgAUJAJ6LyOUIfmVaisDWFB8pQJmfb66qrLsx44vztm4X5exZ++2fOqMR79IhIfjJkzNzikfuDKO7ClNropoabfRPp0FuYZCt3E7vsTDn1HZ0pU81ux7dvuA7wZRmAoBxwJ4O5GsDLzCw+HybRxXm0C65JwnlL6rdYsjlW6XM/YFSdW4t1eKFoQlmoCFAUIoRrXpNs6PcI/GiIbdMJBHEpx9fXKh80Q2b/pZQ59m9+DjiAoyPLtyoLfMnxrz659jJeKL23O4qySO0/JjJU4uK0l/atkIZbQrXYs66BWh/Dp10LJzq0kXTMSE97epGJ91PCT6F2svH0TwmoYpyDjyX+NKNVwjb+B8uY5GuF2ZuCmYtxjsNGS2+8lT5C3nJsdlRXGZTqEb/Qe3U/Zr6KxvHSIn7aFxVMSPaqYjOnL6J13bgtxR6oM1RMOYx9tFx4i8mwORLVn2OxLeGkfvMN0SFpqlDbK2ngHHNqkqbebQdqR6e/XU9g3OPdoHvjHe8dMimlrVBx58q5v5ntX7PIx0qlIicDxccqqfPsUahc0WHH4UOZFalImPuSkMBmKpbstC1OtbDRQQlZor01Ht1Xd7sYo7iJkLSA+Nxceuo+gqRtc0rrCSeQ6g1zUxVAW/D8QlSFfjHzTinKK+XeJ8syHF5kVtl1S7FdZkV8q7KC3Le7b6I7aHHkAbFfEga6nqJDte4wOElrqDDgQEIIPNcHDmCFojDcQys/6mPVp/ViHDqC3FpOeYphXj55beR9ytz0fyEwy08l4uuW7bxeFxIVny5pUZamHXJ7ae7bLu78CUb0NuEE0Ua9TxYOilEjmutbkBQ+FQCf8AhXM8dJGHDhUsbldNJja/6yzI/wBuZCQc8HopAGQe0oeNEpzJ/F74febOIJutrFlwrKrowXotwxt9vHMi+5T+q2mXaF9233XsLUCsEOqWRoR0IvjBdSlu6xNuAP8A3GDRJ2lzcSnJ7SlGIrW4ihElg+WzCk6HEOjcSOR7vRWkKMqW5zN/Cn5O8YcIZBF4/nL5sdskeVPt2PxosCx3S5WuI5tTZ47dwmNxpuQLjFSmkJW026sbNFEdMu2vbriE2u3XDn3GjuNlDGNef6NSoqfKSgJQFFpoX+4WbRLfQh1uHjV4OuR7Wri4MGJA+ZzWq4NVFISgg/jQ4nuNk8jLhguYceZphl3KNt3tl/ssm2TUSWHVNOW+SiWA2w6ysUUlCzUVIroeo9hsF/tkE31FtNA/UEDm5rmhxBA6EpUyXf8Aa9wuGfTXMM0ehSQ5AEKNBBAcq4oQOtOl8o/GW/Z0q1cY4tiM2+Nyn22O44A1HR9y6SXGpVHANjuigraaD1oSepEVjdSMdIzS1owJc4AfxpB3GAPjh8RxYcwwY9MKubgL+KniXhyznk/yivGPzrdjsRq5DEJUtMfBrC3DBfQ7frg92lXuduSP0ilLG/4oQ5WvW7a8iifps2NuNwOHiPCRRJk5jTgSP634D9IqPe2XiNFzuEz7bbWqfDa5ZZjyc5uIB/8ApsxdkTUrlfydY3zJcL3wv46Y1IhYZjsdVsfzG5Qf2RdyhMO/Ym2YjYXO29BtKdhSJD6UrKabG0JPSXstzcPuWzOur1RrkK6S48WLi7lqIA5CnWT3L7VtrDE2020M7jEGrSODgMGcyAp5muuDjuH8hWDIuM7my4xn6ocl6G2ENpfYKkKfaUFOsuGR3d6ag1Uo/Qa9Wfal8MyTNW2Ic1/UEIUOQRVxyqv3HhiRsTDpuTkmY4hRh6saAbGcpyfhuflWCSF3aLLiz2GLbGclLgNluLLUu4GVAeUu3yG6pK9yar7rZUKgU65/udhPs14baUnwVWM8HsOLXDh0PUHAVZLW5hv7MzRtBmTTITm14zBGeOY5A5mlReVPLLdj5uxqXEUW41yu8m6pdbUttoSFqLjrEZwUCm5aCU+m3QadaineEkAOL1AHvHsrIWhoESEtLe8eQBwPYDh66OzGclxXJOP4qY7jTwkR0T4635ZkSLjbJaQXLeEdpW0QXBuQCKIUg69GgXB/dyIy7cR7al+DI17WFDGRlwUH31ZHPnFNuunCmGci467/APrRiNwhz+41K7VxWxDJddhRwiinH3W00B+QFRqB1bfLDvB3VuldbgOPEYp68qrfmIeNtRjeA5wwPZxJ44Zjsoy/Hjla+JxPAcxfpaOwluHdXJCypptE0duKt1xptxbjjYUolsJWkAfIdWrzayO4tJInDS57Q4DiHcuQxCVz3aXvi3QSRI5rJNOCgdeuAK0zWycv3DHGX5KZbUpF+Zd+3VH3FlUuM1udfeWHFsMsP7ypAQSAk6pBFOuF3lsy5YwvchYT/H4V123mlspHiMB2sZ49EPszFUA/kipDz0hSytyY+7LWaEHuOuFxSe4fVICqD/j0LMpOByoy2ENCcagWQLuV7dH2roTTftQleo9nDrQEqpr+HTEpUipMWlpIPGuM5HJtkJ2HISpSwgIRqSK+hSCoEk109hTptsxb3TieFKkgDzqHKguzyW8/k8hTAWFuLGhBKivuKUQNDodadTC8nHpULwwzutyFFhxi/fnbK32kKWygqKEoCzVsIGhWPRe4ajUADqOj1cmVPnSWDmalkW/LjznkSklDqafJSkoBBUAdp/Kga+pNfp0jWWuV1K8DUNQOJr0S81jRm1tqeZTTeqncHx1O1KVLoainprXXpqS6ibg5KdZbyErwNVNfOQYTqylMlJdKgQEKSUEioBpU7UqH4aUPt0ON/CXIEqb9K9rBqULXdGzOahlpEZpx741SEEqSSoUCk1BB210p9On2zk5IlR5I0PeU+note9zKpnbIkJUgLA1KVAUArQrVTYTWmgNfbpxkpeFwpHhsOXCscw/JeuKJRcW2ylbZIUogbNpUCBSg9aUrp+J6daXhwVUrTo2lqAAmrdtF5El1EdpxS1EhOoUpKVbjqmopT310r1La/UaiuABTjVpDG7jMiKW0xNUF1ptjvrqpSKnehLZ9E/XSvToU4gd2mw4Aoor3WbGpdphLeLbjaiApZ2qTvI9dySKKrX0p1nFRWEB3dIwqZ4Rjsy/T7slxJcQ2ncE03bT2SNfckkU9Nf7dS2yaYlJ5CoL4SZA1oJ7p6ntoUOZsOkWm9OuNhaT92ySQdR+oQn4EVrUe3/h1CvG6m91VBqRZJHIA4hC01hcKWu3ZPZZ187zlqiPuOrDoWWzISw4Ii5qR8lx0vnUJ0JpXTqHYOlivGSY91yhefCpd42B1s9rgCCBlmnT0xq8szyeByC/cbHjTIf3w4NsU6htbLDs3uF11iOVbCtSm2wArQKI0AFeutbFcGFwkmJJDicTwIwxrk+/Q6x4UDe64ABM1Bxw4fjSt/Jm0PcezlW+6ofg3F14XBEa5LUwtUVxLjX3CH0OtuusoCaApUNvuCOo++SCeeW4biHuanL1VavLpdFBEybDRCcORXIjnz40ttqRfrll9hYgpmLanZBRao0g/eJa+4W932ztHegyW1BCqVqDoPXoRYbadw3CG2GpXyDIYpmc8MBjStwvhaxSSjSga7DrwGHGtnbF+K+H8G8XYnKV8vkG65VaMcRcZlulSGZKf3VtPxxuHYGyHdyEUoraVKrvqAD1YfMV1dHdZLARkWTAAZAMgAO8vU8KG7JbWjbGO/fK2S+L/APZJCFT8qHHAKdfGkm4F5lZNg/kc/f8AjyLLasuVXRmBlWDSFKiWe6RfuVhme025X7G9QkqBbdSCVj4Kqk9U0biRfttU12LyGvacFOWpvFrhz45Gjs1k6O1duERay7b3muzbpB/2yB+k+0FCKeFznccE5B4vjO/uEW1ZBkFugFZMgN3My5LdArtNAhaYW4jcSRpT06sFptI1OEjSYtODuIHD1+6qteeY3GNvgyASh6mMhQuThwz7VyNUF4veIXjTx1m8PMbxa7Vk/IMqXGkRLxc4cS6Toj8r4tvWyTO3tQX33AVF1ui0E/HXpy4tRtNu6fbmCN4zlQF/qJxGP9KUuxuP77dRwbmGzu1KGH5OfynulOoJGedO4zmRw1w5xDkOZZHe7bDkPWua2zHamRTdLnPDKmYtktUcf905IL21KlpT8TVSiKdVS0/uN5d+HE1/gtOp8jgcBmXE/AZkoKuu8ssds21087w66kbojiY7BxOAa0Z4fqcUAArW+s2RZHcLPyhbLBdTZ49/fuc5sxXE91pcqU5IVHL6kLcbFTtKkkE+vr0aZcMV0mnUGkELmi8sqqsNq/wBbqQXM0uTIkjHqnDDtpA3NmXXvkHO04tmokuM4vergtubKC3XHnA8ppuOlwbnVJSUVA/yOo6B+YN+k3i774a1scmGn9SBFA4AjMVb9l2mGwse4pDmBuklS0YnEnElculbE/8AFbxEm649Am3G3KhKdQ0mK7Lb2JZjITvQ6EyB9x3Xir11Ska19uhLQjWMkakjhqd1HBKGsY2a5LmKgfoaeWlV9/tFGP5JWZvDcyVYYrneWuEH+4FCWptxyoqh4FEdYX6qChUGnUuNrREsfEVJcrJnRH5h6fyqsMIam5BbWrSqcym4l4BsiSlL/ZCu2AqOy2WghIJ/MoV00+rT5NHfccBTkcbpAUz4LxPKnR8MYvfOTuD2MEzZlcTCzGfxqTfo0gfvOUW+Ij7KXHxsqS4iyhhe5l2clK0h0K7IUsK2xf7x4UwubQfvtyLhh2uHE9MqmQ2L3WJsbtBETkM0VUXgOvFKJvijjXjLgnFjhvD+C41xvja0OqnRcbtTDU+9yHA6XZ+TXqQJF3ye6yVPrU7LnPvu7lHZsGnQeR8k0pnncXzEqrscegyHYKNNmc1giaGshDdIDWgBETL3knHklTC53dpTbf28Nhkx47be1lx1aprzYIDrjjpKkLdJAUANqSP69aJ4Dmffw6gdcetNOcHJgGkBMOPXGoja4kO1yF3N1DMzIXX1S3r67HZcuEaS4gtFqzTHG1ybPCZjHsBEdbYcb3b929XWiQeXQenGtajp0r3fTPn2HCva5NbdKkOJQ8hYAW26CttVAoJKkk603Gn0J60rlwyrBpAVFPuoXOaPELx457fmXLOMJFqzF6MmO1yJgtwexDNyGEUiMz7hAaftV8ixySS3cIUruD4qUBSkuC8uIB4bHft8iFA9XD1U06GJz9RCFeefbzrW0/kK/iN8hbVfsezbjh5rnzh21XBsZPebRbEWrlfju0qWlCrzmGARDMj36xMIUPuLpj7jzEf4qfhsglYmNkZdEMcdEh9hw4Hn0OJ4VAuoGlnivaHMYSvMA5J1UY8FSoflXKPE/gRwnExLCRbLhyVlUANxTb3mJUlyTMbPa7bzZIdcLpO9fonafSnSy0MaG6iImYdS4/icugoQ2N4a5lugnkeSpxDRxXo0ceJwFLg4j4Y5d8qOUJVzyOZKatUiYmfmOQvd1MaPFcd3C1QluFKdgRuCgk1K9PevTRikmlMtx3YhwHLgB+JqTE9rG/S2xJuCFLjwP9R5f6B2VcfmR5P2vh/GmPGrx3ejR3IkVEPJ79FWD2xQNupUtmilzHNpSQdCrT8o1av9wZajw2j9xE6NHP8ALmaJbTtrLw+G0u+jYe89cXu5A8XE4k5ADDGo/wDxdwuALblOc5FzDxc3yjyxFl2ybx9ByuGu6Y/CtDoUbrdmWFtyIVwvzlyX8w6hTnbCQmgqevEX+W1h91ty2G0HkC5vodgDXuvfow8zyOJHh6/D/cdGnBvdVdQyr0B9t/7F9Sbe+nhtL8uSN7w0kMAA0sLsGBcXu+ZUxSthm5+QXKt7xmZb7FCtWNWJuC5DjWTFrQ5AkMxFNFIjtd5LCIzlAEHamiAdB6dfG7zRve5bbev23er2+8GRrljezwWSY98OdjI8n9WpMAQhNegm+U9pt5BOwunmB1GRzg4EjHIKDSkvNPim58h+LHJkS9Ybcfv7awrJ8dZjuNtO2i6Nha1SHZYWqTJdU4je6o7u4DtAHr16z/wj/wAg/KfkL7kf/ENzkibY7zNHFHM1RHE75NHhoMJAWNa4uRmkkjGuffdDyte73t4vbI/uwNdqaRi4ZjSeBGIRMe2tVO0TL1j0mBcbZe7nDmNToNzc7ch8NLuttWDGfkRVqU3IcYIKfkD8dOvuvbyy2lw2SN5bIyRrgQcFBUO5HmK8qSMZNE6KQAtc1zSCMQoQhcxyKVt4/wASXOXFPmlwVy74b8/z7fPzJdvXLxhc8xmpN1sFyjKbj/sq3auLnY7Pa/ICooGw+h0663fLuV8e72aPkgcDKwfK+J5xJbyXB3HvA1yebZm7U6O5gaWxtJCY91wyDicxI1UPEgjNK13vMjg28+KnNeX8dZG8mU7jt2X+xXRICP3iyvvrXapzQB2BbrBSlYqdqwa9QPOu3WFqI93tMLS5ALWri1c2+o4DoKtez3cV8DFauJt8SqqRxIP/AAnDHhUI5B8ueVsu4fxjizIM9yW5ccY46qVacFcubz2PW+4KUUuyWIJVt37qlKVGiCokCpr1y+OY28sjoQFlboe7JxbyXqgVM0xqwQW7y/S5w7ow7oXHHEopHRcKDa5yFXKO5JWypSEJUplJqaehJKzU1NR61A9OozkxPOiICIOVQABZUpWxIUlY/TFCtQ0oSCdCCr1GnUDUVT3U+rU6JRTylx2Q/KcisIcIB2rQkqNRp6D84rpT+/XQZHxtJlc0GTrVfi1Ehg+UD0WqkvbTch4vjalSgoFLaKGoWKp2jQCp6BvcC8niakAIEqG/ZsurV3UfBJGqk0WFHVI+ifiNKevTGkkqVA7aWHaQjU9lesswHkoYkspkNpBCe+C5uT9N6qqSnX2r04yKFC17QQa340oAAcRh7awdywLHLsgrjUiPgVSpKgApaB8laaDX8w9uok212cuMY0ntPoKkxbhPFgTqZyqLWy25ngtwbuNhlq70V4OMvtLJUsD5pQ6hJSlTRIpQ/wBOg93s7/DMMzfEgIOIwI7KLWW6BrxI0+HMnqPTqKbL4veVUfL2I2N5Y4Id8h9llSZCqKK1rSgKBWdxjukaLAoCNeuOeZvKv0R+rtz+04EHPPqOB4Ecc66fsPmATnwJgmXqXlzb8OyjynFmWx902tKkpHeUtIKxVRBUpSUqKSABpTSo9OqA9zmuLSETCrtqGYyqoM+7My3uM1K1q1UaFW7Q0SEpNSkhOhHoelMmI7QVpqYeJERzoI+QpiIkbtrWsIYSvepw1Ule4opoNKCg9ST79GbabW5pdgM1oFctAiIIxCVSce+NKi9pT6lvObktqSkanVIWBSopX6+/RPW0tx+ahoeh08Kpfkpr7i3tCqy8walaqkqA9CCafEnTb7dWHyrcFl6YVVr2n3UD3yPxLXWCpBFZHxswx3Js7jTHG0qZtm1xC1J3tlwgHUUNaDT3FT1Yt/umx2n07idTsQnFMh7c6G7BaeNeiYjBuA7evZypwBt0TG4EN+S6UupaccUAQWm17QGwkbqJKCqvrorrmge+Z5dgCT8a6TIGRRgnOpHZ8uMHEpES0hP7xenyn7wHeS3uI2pbT6KCU0rSlT1pzo4365cA3iuA61EEmoYZla8MXE+RJjMVV9ubtsaDinIaX3lo76XBRsHcKKW4AAd2oHv1IbeRXLO48PU5cu0cKXFa3DmYnSPwpnPgbwNKxq9yuWr4iR3DFehQZQbc7LxJWl1LKAKPEr0SqpASNPXrqPkja54GO3C5BaXBG9RwPXmvqrm/n65EDG7ZqWVxD3AcB1/KrT/kG50zbhnDsIyrApsapvENN1s8xAVb7vDQ6FrhyWlDuRnXKUCgak+vXQ43Ma1xkYHtUBDh6wefLhXKrv6hxiZbSGKQucVQEIODgeB4pjyNXP8Ax2c/8a+QUPMRYrQ3Yc4l2txGR2wJQl9uW/GWVAON0U/FKhVK6lQBHQjd2O8OOZji6EFMc24qhqftStmdFOxkd4W94NxDlyeDyPXEHOhKT5P8q+JPNmZ4byja7jeeJL3k8tVunykrktQYspYQthLpBaKGjUkGhoeniQ5jS9dLk0vHA8jxofHHNbksYBr1OVhycP6mcDhgRnVmc7eH/EfmNjjXK/B16gwchXHMmTCiOIEaU4UAuJkNIIWl0gEbPc+mtB0xLbklJ1BGR4H07cKadZQyv8e3On+poxx4+scs6WbxnxxyX42cq3SGq73rHoikuRr1bFKkvWm5tt6uuKZKe2CtFdqimtfzelSq0kngd9NpLYydWJUYceh9lN29pD4/jgrJpLSmB7DkvrFGFiN6ZynJ3LrKjvsshQW3NKosiK9JWpRbjuhqimHSSTu0r6dEZZHIMu9ROOLS321OEWm+cx8v2Hj6A9KntR6vqCnw8xHYb2o/7hkE0LWoSQaf81T1uPTDH4zkDEJPXHLtOQrWLS1oUvcUGfv6VsM+G+LWjgyxX/HU3FK79PWmUSp1LMggRQ19s2EtusLSCAe27qDqNKjpN5vTLqGOFzQ2Ji4f1dfVlzpyzsPp7uSYPBuHgYjDLgP44cqrvkL/AHjb5mZ327vN3C43lTn2r8tMGKhpv5CO3BjOJaZo2wU/FVCtWp9h1NhuIZ3NEPyt5dlQTDNDrdIMXYqT7x20I9tsjUfEZstCVLKC+V9tooDhCipBWI8lIAUr6+pNOpjkVKQChHRPVRPYlw7hebePlxye9ybam4uW+cIi5uxt2C9EqltlT5Akw5o21Q4k7kD6ivQG/ZI2cmMPwYH4ZYZ4fjU+FjJLV75XtDQ8tQ548uSrh7aV5HyPljjO737BPJ6345mvBt7+5GDZrIdU9GSytCnYljurz7bq2JSUJCG3Va7tUmnTTri2uiJtrHh3YAUDAk8cKg29vuFnI+13hon28u7j80ByBXHDhxwqseFPITlaw8iXXjq8cYzr34+XmSmJjF9buSLuzaWpRUhuC7JDCUKS019SDSny3DowWC5DSxGXAaO8uZ4hMweXBKhNZNBIYNDnWT3IMCRic+XbxwobfOnw4dxaPkXLWHIm5BiM1v7mXZY7vcTBolSlocS3uc3IKjp8QsCnrXpkt+oYkTT9SPmaOPVvEnmBWNLrF5bI5bYkAOPzBFCEjDD0xpPnHPL+U8VNz5eGxJVvZuLj6kuuNJbeMhR7SxcYiQ60hpIT8fUg0qR1P2S/vbFjmxk6Sc+pwKjoKi7nbQboAbgBEChw4DEY8OdGjgHKknOo7WQ5DbIcfJIcZbMSXRT02QlIQo03Ettped0okV/p1bGXkl44Pnb3wEBxXs7arE1uy0JhY5YiuACD05UWlg5qjW7H5Nvut4VGW+S3It8pzsNSUJjp2h5pK2HSGT6Ek7SfTq3WLHOtw9sQJwQ+mRqPBPasY6OSVzXE4tQ4j2FfXVbcjcg2TIuOLjiGN5Ai1XaWyoMv2u4OxVbkqMgyi6uV3kymhQApqVK99ep0to+4icwhkbiwhpXEKMxiT66aluI/HD43PeNTScEwHDIeygnwzP8Ay8wfILNMkc+ZrcLbjN2auNntE66syYL8RJITDfedi/fIjus1rRQO4AkV16rNtt2921yDNI18YOILWYsPDUinmD7aOy3lgbUwsL2kgIjiQ0ggohJBAy+FPy4c/mRuGP4ALbm2Nw3cggQ0wpdtvUp6fbrw02ihu1quLG11qSUn5Mimw1Ciqo6XP5W268mDwXxxqpVw1NPIYI5p4cRUSPe760iJBYbr9PccWOHXi0+7itYnkT+QDix+ba+RIHHduTlEx+3vzJSI/ZceU181oYlNtKeFW1EKCyup0K9aAo6zhgt/p5biTwBgOPD40A8ee7n8RkcX1AxJAI7SpRBwSrZwD+SPDZseVkb9satTjDRbjuzWxsZnpC1tM9xaVp+AHqKEVIBp1Td5gtoQ21hcZAcSqjDrVj225vWTGaSNjQgQrxXE8f40GPN3l3fvIVxxy43i6XSyd+Q3Y8XbcTHtNnuiHVhF0ctjVG5y3Q6AHFbz2/TQdUu+bI+MMCfTDgMAvXn0U+qrZZRmS6NxK8OugoHEaeTRk3qUXrQqePj8nG+eEXaAw9BSq6s/u1vkx0qW6+hxJfMhlIbbUwtwoJDYAURX69ELHulrs1z64Z1OuP24CR8qe5fTCjX8p/ILI8E5OwfkTDsRt8Ni2rfl35+W3Nb+/mNR1sRoqUNjcWm0KURT4hCTWunVg2y9+n02ryTCXkuBOJamTezM8zVd3CEy3H1MbWi4ESDi1VQau3Icqoby5i3/AMlsEsfKWFXJOMSGpMGfkUa2lxDjStjiZcbuobbkBqSEpSaJ/LX3JPVw3rZorqwYyPS90XeYXBTpcFTDHJCRVWs9yd9S6V6sMhDCGnu6m4YrwJwwoQPLzwQ8gc64QxDmfEMCZl4/Y4DF1lLhXP8A/WxiO0BtuEK1rifby4rKgO62mSHg38tiuuajZZ3NdCySH6xvf8MuLXp0UaS7jpXLDPCrnFu1v3LkwymwLnR+LpBYSSgJC6tGpQXJhgUTGqF8VL7fJuRW/j6bImR7wXIi27c+xR5l3fSUhKXtriIr5UdpSCDUga9O24eGubKCHtLSAc0PLpy9dFjNbjS5gJcRwOBTP15dtPbwvxt5T5MzGxYOhRtXGjM+LeM0yB5hC0wrSW/+4tticdQ2HL7ckCgUr9OKye6qtEg2Xa7yC2a68mcA2MlGj5nkjBreOJzdk0KmJFVndorme4ZZ2wOqQd5x+VjR+p2XYBmSnBTRteQnH/E2EYLF4rwFuNablbLa2uV+1/8AcyLNb5CCu2ybo86sLaus1wh1kuqDgTVZpuSOpljeX+9Pk+vcmsANAzaMlA5Dhz99Btw2mw258QsWEuaSXvOTjmh4F5zKZDPlQJca8nXW+58OPr7eLl37YqGzLQ/cnXlPNNOhMSVLkLSNzsnaWu2CQAknceqXvNubCaeAgdxxHQFOH4VZrCRt34EmOl7RjipIph6bFZwFKL7RGwVTvSlJUhPoU7qbqadVAkcxVrQjgajExdsiTUoD7SG1etFpUsGoAc3Aih1O6mumlemXuC4kIOtbAPAGvu6RceMcyPuYpc7dUKCirUkE7RWqgpYOvWmtY52YJ6Vt3iBuRoJczSwrK1FkpLZdbSPiKlYWpZoSSEporWg9B1JySmsXZ0VmD5G/Z8apHjl5SUEKQkBRPwqk+tCCPbTQevTJlRcOK1sRh5aHZ1HIsuXkcya7Kb+2K1lNFJIqqtahITQ7vw0SPU16geI6R6kIKmMAHdGVZV3AYcpB7swEkEqbRr8z6lG6ooU6VGnTUlvHJmuNOtkczKqZznAoFobEy3vKfcS4SotoUVnUAgnTeoppt0Gg06FzWbWOHh5e/Cp8N296tkA1e6pbg96tUOG01c2UJdGqFGlUpSAlxQrt/UPqP+PRC3fG3/cICVDnadeoKR0q1EXbDLh2wtTZKqJTRLf5iaArSr1NBpr616ntlgdgHNSoj4nrqDTXqkN4+HGUNutNtr2klW1ZBQKk1NAD7j2qOnw+LilMaZEVur31aONzcNsxDinW1GiFkuhAUpdaiu4EBSj/AEHTgfDGSS4au2kaHZgGrUl8/YxjNsU0zb1SHFIKWy3JjIQF7apBS4rUn+/4dY65gAxcKxsU4+VpdjxBGFR/Ec0kZXFl3W5pahR1OOraj91sbEIBUFqNBudCSDXpxkgezU0FOppBaWOcHEHGiU8Y2YeSX3LW4+x9MNUZBUCFkKeYUoq2pqQCfr/bpUjwLZxBwDhSYQH3jW5jQT76qryexSFYpq7pLbSI7U2Ju+IpVb6EDUjUrKqH6DpxjgWKDjpX1VHdE7x2twJxA96D20MNzu2MtPJbR2l/NB+NNhCgAo+nqPb0Gg63FJHqRRqOWFZIydrFlxalZriri/KbpCuvL9ou8KFHszl2udux2U0X2L/Hty1IuAmyFuBqEpxkKDYCVqQqizQadX8SQQW0DHqXTAAJ7MfXlVOitZ7uSW6YWhkDyVdxTEgckB450N3mSxh/OeOYtl8INFy2d6I2ttwOS5EWQEF2LKebJaBDopuPoQaadRZLKWMyWZ+YO1IeHMDoaJP3KBwju0AaWlpTHVyJ6igRwrhj9s5EgPwNqoVojKmvOTW0LMcFovuNMISpdFtJOhqK+unVm8pQi2vHTvHf0ED1kZcssTyqqb5ceOWxQk+Guo+8+v41IuMblkeVJ5gm3G6ynrPaH7vBt8Vcp1cFDe51oKQlKlEhNFJAqaVNDToN5wvnT7jHE137YJwBwOKY8+eNWTyrbBtnNK8d4kAEgYcwDmAPVjQa8U8fOZDzI7PWtnsWW7NyypUot9l5TxDTKG1Dc6rYkmlfj7dUGQeHdtmRf3as98JG7bJG0gDRjgvVKcXlEuxW+HYol8yOJCkdhlqO0/IS0slJSUrKSdylEGlUEbvfrrlq5ojACagwA+zjXD5CDK4HDvc+C5j10MOcZBkNuzdtVkyO5xWlNONtvWqTKaXNQtIUGmm2S6QhIoT2k7q+hGvU+EsewtcAWrxCj8qSQ5veaXB3AgkHHqCDULjZPkV3v0JzJclyS+xo5MVDV2u1xnGKyCoONtty3XFMpSuhKCNyv8gesv2l9jJGxFLeCAE1JtB4VxHI4lVxUk4cFUnjyw51788t/LM7H7oniewSJbxjh6WkNOMtiIhB7z4UlRWXUDXbqTXXrld1Z3kry21b3OJVBXR9s3Sxhh/6p37y4AAkgA8UyHxoBLRgczMM1tsvJrKqx5BZLmgZC/KivvQp0thfceYktpSAkL03/Kp9j0EZsd2L0mXuOZIrgQq/6cOPFeRqx3W97ebD9hwkLmI0tICcip4erglbPPgxhNy50urMHHMwbwHGuL7da4DsbHYiHLpc7vOiKuD02S+++lUa1CM0WUhCHFLVuqQEgGcY4rV0l5cN1PaQ0MGfeXE/6Ry4nlQKwMu6XLbW3lY1jW6nOOKpggITFeOPZWQ8msSNg5hXbZN6GQojwwt2Uj9ZUYSkh1tpwqIREeWhAK6pNAa+/SJ5WysEgbp1NVMvWlTjEYp3sLtZD0XMZLn0+NfPjbxZfeZ8wOIYVIVabbaJiLjyPmBeLkbC8VdfUyHLa20yIlxzG9yGVR7VDW4Fbt8h2jLJKhl5I2OHv4vdkOeHHkBxPqzonZxl5U/7YcFPvAHU8emNP3gw7XZbZbrNZoiLfZ7NAiWu0wEaph26A0GIrO6gDjxQnc6ug7jqlLIqo9AWjSEos5xc4uOZryPzCknavaKmpBp7GhI+gH9z1mFJJQKcq8pu9uZhym5EVT01wtrjzVPqQIyU17iBHA2SEvggVUaoOo6UFVT8qHDrwPq5ca14zNDmaVkOTlyHHDIrURlXpAUSKUqAAioHpShqSTXrWHrpvxHcaxv70hS0gLAKhpr9D/8Am9ethCUOVJLlOCj11m5M2FFjW6ZFuzEqRIQpb8ANOtPW55pxOxL63R2X0SE6oUhRBGhAOnTzGtx5g+3qE9/40twY0Mc1yuOY/pI4Ht6Vj5+QNPz3ZsJoWpa3A6huC9IDUYlIStDS1OF8pU4CohSjTdT06dBAAGZT2nn/ACrT3Nc4kANBPyjL30gz+TT+ITHfJzMrX5M+OchGFc7WKYy/yRxghwt8e8446hQN1vWJWgkQcB52hxhvQ7FS1a8nbbMeS01N7Mlb8Uj5XNimd+yOKYgqufLhjiOoyiPEcEMggjHiu5cvigOJGK5hERymfJLyWwzgDjSPwfwfc4ULL3ICoeQXyQkxpVokpUqJPTdgsNyod2amJUyqO6EuMuJLZCVbunL2ctHiIzUuAI4c+znzNRbSzEsv0zdWhAZHjN3QO5nh0pQ3EXF+Ucy505ZcdkT8jvj812ffrkqPKuDsWPHX9zcrvO7DbimokJJq6te1mOggrUlOvVdNncX8mkOGsnFx6+mA9lXIzwbfbNFvH+yxpRrcU5k8epPOnxok8b+EHFcc9u13jk6725pyE7GaivSUPymkpaebW1XcpSVABKVUp6H36s9pFHbRhsZ0sYinIuJ9+OXLOqNdzTG4fKSHXkhOlTgAqkoFRBifzoIcS5o8k5ucKyFPkHd8f/fpLy2sQnOQ75Y2UvK3pSm0S2XEtq2fFS0rFKUA+vIfuP8AZb7XfcmOSHzbsVjcyvKmRkYjlPMF7EJXPJVxBq6eXvPXmry3G1u23svhjNsnfYV/0uVByxyzo+YnkZfnsTv1mzrBoWRQlWC4put/j3iXaGZ7KIj3cfTaX2ZbDZSpNSAoaGgHXk7cP+3T9oHbrFvvlK7vtqvIZA9gcBM1jgV7pBa5AmAcMOddGt/8h99gYYNxs7S4kOBLCWFDhi0q3jkD761YOQIeP3XLr69iaVM47dL7dJNpRIUhS4ba5DijH3Np2JLa6gEUqn2r1752hlzY7XbWd9J41zBAyNz/AOssaG6umpFxyOFc7u5m3V3NcsZ4bJJC4NGTdWJHqK4198XZVnvFuZW/MsQulysmQWKYHrbfrXIcizYjjSxR1l5spV210ooGqVAUI16tmzbvNYXQubYqRmCU9XLtzFCr7b4ryHwZWLG4EHllx/Cpv5F8rcjeQuRscgcs31y/3ZttqOq4Px24y3o7QB3lphKWQsr90gJqfqT0b81b/f7tZQum0COFdLGhAAUxKZngOQoTsu1We0Odb2bdLDmnM9OHWhncx5d5cfRaWVOR0K3IbQta/wAu7aUgEpOyvy9dT1RLed87sO87PCrCXBox4CvJd7Rd7bBbjphOqVVKdwQooKSn9QEgDbSlT/Xqe5rw3UBmUxrTXBxQfNyzqtP2ucm5lfakArUE9kBW5W0FVT9SKVp6dCtLvqETjT6tMafqAq53M+xa4qSyZu0uuJLyypJSlsitfYJNT6dXF2520rtMge0E4kjhQllpMxXBC5MBnjWWXNxSQ2pUeVGeKRsQlRAUVEEV9Tt01r9ephn2uQfsvaXdQh99Nhl20rI0p7qhdxsu1RdjOCR90pWrbgWlKfVs7UkEJ9RX1J/DqA+NXamYg8qWDwC1iFWxSKtpoo09HRTUgDVXqUpUdKD+vTT2kYcaVWEciym3DSqig+xCiTUkFsABW326baHjHjWBPVX21KkNKWHUuVWolYSBSqtaK0KVD3+leteK4HvKB+NOiLUO4QoOPZwrxSmpCJEe8Y/I+wvcFaXo8lglCtySSUutincZV6KBJAJ0Feh+4WTLu3cxrWkOGI4H8iOBzqdYX8lnIjiQBkeLT/8AgniKY74zeUkTK4beE5nKbh3+AhMdKXlqQqQpACEONklPfYcJ0J1QrRXXDPNPli4gldc2oDosTkh/4SMtQ4ZKK67sHmBszBbXBAd1PHmDxafaDnRLZDObQlfyCquKIKAncAahA3Ea1J9/b0656YZMtJBq4+K3RQVc04ze3IpmQ2w5GcWpRZC6qB9W6abAhXoPQ+/U6F+AA+YZdaD3cbnNJGSrQqrVJbSlpTao7yCd+pJQa7VISVAbqlNepolIKEEGhRY1SUywqHZdeIqIC4sqQ25MfCUxmx+ZfrqR+YrG6tdK/Tq0+V7a5ffC7Y0/TsB1HqeHWg+7TRMtzA499wwH4n0xon/HK3M4vDhvvpJlS1JeWlAKAApSFhO4EfGtDT6Cnp1L3y7+puHBuLWNTtQqfZUvY4xbQguw1KvT0NGTyblLMmFarcijUhSULcQAU7miQfQmoBKtf+HVYbG5SAunH+A7aO3k7ZAGBQc69eDy+/ebMi0utJciPRXEtyyUw3XiRuDqhUNtq27dSKe56bu7ea6tXQxgeO5AFwC4Znl1qJbuHjAHLFUzp6XHXAsrkJviu+8jYpAn2C9ssXVxq0vtgTrfHkqaQmO+0O3vc7R3pB3hIAUBUdS9n8kb5Zb1ZR7lan6SSRhkEbtQczNC4eonFUoReeabO3tLkbdOl0xQNYycOh4rlwNMXyHFrRjUSFabNBg2i1RGvtrdFtz7caOGktJ2tlpHwRJDRG8DWvvXr0zLDHCwRxANY0IAMk5CuIy3txf3Lrm7e6S5eVc5wxJXnyFDJzba+Ds4i2fiXmJtmOvKFGPaZs4Fpt19TZU2hiWpPaDzY1TVQqrT8emmMl8J0rAHRriD6Z1Fnu7WCdltM7TI/wCU/wAcgtRnwt8O0+MXPV7veMTxecNyi0dqLLbQnvwVJ3BkvvIUoOIUlQof/HoTuMgdZEDBHgkYr76n7eyUX7XylWmMgFBkqhevuoUvIbyVwe3+R/InA/kPYrczj1wlRDj2UOtJFucEkONNt3Mkb40oKI/WTSuh/DqZZsJt2CNwD3NyOTunQ8lSsnKueyYardr8wupvFewDiMuVQ1GH8oeLbv8A5lePV1dy3B3iifJxlEwSE/aPqCwY5ZUpqUhKPiFUqK6jqQI26TAQoX5Dn10n8OPChr4JI5fGjIfGcfECApwDwM0/q9tTLkHyCsXPOJsXi/4mLPlqmVx3Fx2WkXJLiUoQ8gA7FqDLhIqv1r7jptsTGfKujrgR/KpTNUrjK8N8QhFHTrxrBWO1SMOwdd8loAbW2XEOOMNQpW/YRGjSG1EMyHWQN6VUrr9OkAanIMWrT3eVAFJOHZWV8NMzl43zFcORluCStYXDVHmNNwnzCLgUtDDylfbPEOJqgpUFGlKCvTrmsnZ4bvlQZZ54J2U1P4kLmvzcuPIjj/A5Cn2T+RLLx1YY/PmXKeg4zPgsOSFJadShCHHQltb6abvuNyqenUWfbXaDbtI1MIKn41uO5Y17b5wcj8ABx/j/ADoecy8sbPzRLmxsSbfYs0VO1M1xUGOJJQhaQIzM9pa1lRJSpaBu0IGtCJu2WYtmqXK45pkDSLieS5cXoGRAIAcyn41XcK+ON4w5bggO7ivcVoiOj5GjaQ4haENqJr+YkimuvRggKvGopDVSis4twHjvkzjq88c5pf7hERebY6+3bIN3kWCstCUlpQuTDwW1JbNFBKNV7aUp026SeBJ4ow+NpAcv9JzCcj7qadBaXWq1uZPCc9h0pmSBgV9OVItza38nxedbz4g81Z1dXOJ3LhMhcYZ4t89rJ8fbeD9tQ+65EDQv0AOKj90hHdbQFkCvQW7ibDcy3lixI3OJTBUPNMiOIGedENot33fgbRdvc5ulAiqUJ09q5Bast3mOb4lwHON7p9nf8ajocg2d6WxHfV9pIQUsh5xmo+7bSAtC0/mIJ9T1CN456OYNL+OOC8+yujP2nb/Lu3N3C9e8AdzTmpPT+pOFYDx95a5qznIM8i5TEiZDxXf2SiNHuLEVKrcw6goYh/ZJSoOl1OqT6kCp116Jy3yhshc1srT3SAhVOJHEZr6q5HNcz3O4SvDFtXuOBTutODQOeHD30Eua+MsXLuWrfilnatOP2jMcpZtTcztBES3yZUtSS66wVIUtaCoISKpQpahu9OrTsMMlzPHFeBWyP+bjpRcBxOGHWqNuO5C1gldbBzpWAoHE6Q5UC5lFxw4YBKady3/DnZ/Gfj3E+SLFyhc8vu4etAvlivke2xLc+qagqnNWIQUpkgWlpJdVvKyttCiafHot/cdonc9m3RTQviegL36g4ZKiDSfaPXSH7bvcIiO4z288U8ZKRs8MscinHU4uCYIUI4VrzeV3PF2w/kedjdnxpx5m2pebWuO2hLPd7iUlSlEb1b0pqK0ANeoV/wCarra2ss7dpLNJJKhSVzJ4DlVi2by3bXzH3Nw4iUuCZ/LyTnz7aDRjzAzCJd2YyMNuUh9TwbacajNubzXdsK1jYpCa6gf16Ex+ft18UNiYQ4lFwPxGVWB/lXbmsJfiAMgUK0bWJZBfc2syL3f7abWtTDbii9sbQgUq0hoJofkNNNSTU+nXRdsvby8h8a7QuQEEDTmMk6dKpO4W9vaS+HbjS1SoVT6/xr4uN2tloeitTSCLiV9v5DYEIUBVKgKr1VQgDX116LC4ha4NeUJPGoQjc5ndOC+gqWZlkrWKWu0IchvSlzUx1RWRuVuYpuCgAFFtDVarAFE6e56FbvceAgAV7ivTCt2kDXyl7j3UIwzWsVkasqybiG/yccQ+yxt3yEMpeK2ZTad4dB2pUkpSANPkQa+nVNvbhs7gQUuD8vLA40fgb4DxqxaWg+qsT4d8xW69vR8fyphuXeLOpNvnRn6pXLid1SGJiKFtSlM6VrqUinQGR/1MakfuEo5Mg7g4dD8aMWVw1zg3V+6Aowzb1pgmLRY0vmRN3jR0xty223ktIWW3wyd7EhO2igVsDYSNDpur1NsYTGWBxVKmzSmWFwya5vrpiXkZhljzHilqVtUme1b2gA0ELLzj7PbjkJcSNym3QKJrSutadMRPMc7hydx4Y0KumdxjsVQ4Ln2mlq+HHkBi/HMzkLjvlGBNdiPS58Nre23MeedaS4iM0hLoDbhdrXc3oSajXq12+6zCzG3h2iWORzvEJxQ8BzASq7dWcRlN3JH4kUjA3QBxGZ6HI+qmRxvOWZacZtvEUmytL4+mhEV7vxYQmMY46kKMJ25tsiYlpe8VaJUUDTcOnLPYWX14dxe5LhUJzxITJffUR+/XdjZfQRsBs24hgRSFXDD1ovCqpyXCvFuXyji2Z8eWi3RcihiGqczaP+5YQylzcUrkBxTYcaCwfRPyr1a4Nnk8Dw7pjCWhGkcuXE++g915g0TCW0fI1hCkYo0nkMA4+2jO5Z59vOOcXzInGTcBjJhZ3UxZr7Se5B+4a2ouIhCjcpUMo3oDithKRuqBTqp7nas253jyBj3awA39IHNOPZlVp2PcpNzDrdpcwae8/NziqoFGHvzwoA8Z5JymxcDX26ZOmXlGSQrlczk9/Lq3puUtSHVPqvF5nPLcCEq73cUaAkNJCAAOn9ouC/d4ZHFBIO96ssPwy5US3SKG22qRrGE+EToBU6NXM5lFOJxK41AcWlIveX4xmtpbTWTHiRJLrJQiO4lTaVR3+2ja8tSFBNVKVUKUfr1E+5Nrb/Quvoj+8GkEjAOAyPaMuaUz5Omf9U23eFjc7Dpz9ufWjOeu98FUi6NU3K3DuuABABKgqlQKEae+nXnc3UqfPXZxBECiVX1yumQOTAgzCr5EBTfe2gFXoVgUJVSvr/49QH3VwTg7CleBEGqmNfVzuV37KWP3ApUFNENLC0bQspUolW4BW+lNNOkwXdy2ULI7TSHwRuZ8uYqBXZMsXJt9xRW5uSsFNChVCSaEV3FJr6+nv1d7SYutVJ71ApIWNlGGC1a2I5rMt7C48lB7BccQgGqkqOivzIH/AE0gA6e/p0Ll3QRTaH/KRwxqX9CXsD4kUVJZGdIqTFbSFfHcKqShCj8qkV1Qr19zX8ekS7pC0LGFdSmWUhcjky9P4dK8R5Bubu1upTUjaQCNCSkUANQnb7H+vUP+8SKmnCnzYNOKoaztsuCb8dk9ddyglKlHeoKKdoXqoV2hPqa7U9E7SZtwFcgcuVQriHwXI1cvT+Nf25cUXi5PCRaquNUSU7FEJSTpoobQa0/4V16bvNtklfriOHHGlQXfgrqCt5/GuiPxvkcJxHfjPBKE0pU0SK6qqkChNK19D1Bj2y4jfqJy6mpLr6Jw69Rxr1ZPY7jDYh9pchBTtqQVBR09AshVQD/p7dSrlsqNDFa6t2743kudp0/jViY3YIs2NHRJekOvANhagpRGiaiuoopSh7163BA0xjUpdUaaQMKpmvp/GstkPGCZMcvRi4VporuCqyU03JNNRUKpQ+pI6VJbEJoHe60qOcaUyNYGXjuTWaCgty5Ko6A13GUkpBSmhCSBoVLVpQ+qvXTpL/qImalcAtIayGWRXNaXGmQfxuwpUq6cnPzgsr+6siUBehT/ANisKAGlD9fYDojaTPfYSF5V3iD4VFMMcW5sDAjfBPt1VLfPHGgvjq/y2QUusP2xYUk0KUpuEclWmv8AWmvRNjla5vDwj+FQZWlssaf/AFgPVjSmJFkdamMqUXCQ6z2gpxQoVEHYSKBCNqqUPp7dNRD9wf8AEPjUibGB6omg15ubszyfH+NLzhOPXa4Wm13ZhDFxiw3HIrawtlpUhJU0pC0h1AIUEkAg0Neu0XDo4trbLE1usBrGlArRxTkvPnXJ9tbLLuEsL3O8PF5aTg48FHFOR4UJeI5xAj8YM2G7TtiI4WpiOhTZC3BUI+a6uVB/MEkDUV6ERh8j/EcQXZdT20jchO24PhD9gheCajVPz8izq3WnK7ljEafPnKZdER+MpRRCZLagaOmi0Ker7BVToRTo7bySW+o2oHiuARcF9uAWgSDWwSuKaupJ9OXGrc8VMUnY94yZVOyNExi/35yVMmJmdsSI7s2UstNrLlFAHf8AEAmmvVC3bxBuwbKAHjE4r1w9tdI2fT/bC6MlNaD4ZUNPHkOXDzK5Sbc6yzIRdVrU87tfcopW3YpoCqWHFA7VmoBFDr0LunsiMcjxgH/jVzZtz9x2+cMRfBX1ke3njVkeR3EnJOYSMSulinzW0sJYUBFIfjKUpQWovDcVoFDoRUexHVmtIry6Hh20xhLXB5zKiuSvl2q31fUwslUFoBCaSMF5rhh1Wse9mjfDsD7y6xXLxeLVaH48ptmShq5x0PhBdfYdfS+w0sON7ClR2FCtpoT1bfEdHG55XD40AZGJ5VagYPhQ4cpcx31jConLNvhfasy7uTMt7RW4+xHZUhtD63AEh+QWxufIASTqnQaxrm8MVq2QKYlQ88fd6qmR24KYAPLlwC+gpt3jhy2i/cZWvKrV2Vy7jb4qJMVEbvKdcWGkD7ZaQEIedUfiaaK9+qhPfTayA0aVH/MOBFH27fHA50oeS1+P/Cma9ONUl5/wr/xMrAZ96wtrFbXyFLnxncohTSyJD7rKJCbdc22WGYouTzSlEKQagDXUdRb500TheGQ90hvdculRgp4EZDspxtoZi21EaF0ZcCQmrEKB0xU8UNe7wAz66SMo5Qt1tvLybRZ7PFMO4QZz8efb1KjOPBDd7TIa+02GigqhJOvt1FtHicSz6i5zXsAPHInGidntzLaQRSMAJjJLUCZ8Bw9XGirwhV9yG2KkN/uOUZJdr4bdbhKuLt6ud9vF0uKIFrhKurylrfkTJT7bZcoQkKr+UdQriUuLnuPdTE9lE7eJGNhjCKcu30xrYe4K4ixfxo4cj4zOutgtb1vj3PNeVs0uk+Fa4N3y1q2/f5ffpMuU40iNjGK26MYsd1RMaFbYgWVJLpCq8fFv59YBQkAYEoCUaABmSeHE5KlWCJoYPCZiRlzc7LAcz7glZ3D+YcI5Yh3S7cQO3zkbHLPDcmyMxZx27Yvh9yRHdQ1IjYvecsjWdOUzUbtzaYTbrDzRQ4h8pWnqY2wbC9sV0NEjiiEhxBKoHaFDcgSuIVCMDTlxFLE5zQ5h0NXkSMMgepQY4kHCuXC/ZiJLAh2TFGYTi3m5ZuWTuGbFaKiY1wLFuiLDwDNC7Eqh4LJAWQADPbDZMYS5xEiYI0J1GJXsPuoaZJC4NHr5p8FHvFYv91myEGPd7hj0V126H7d2NKmMQY9qbQFtuXR2Wl51qQFJV3FNpU18kBOteod86HwCIiqpmi9UThTkTmueGkgHipw+GXvWo1fJjUWbLisyO6y27Vh+hT3WHG0OJcUNQApKxoNR0GSlPPeIGVRVVzdWVdpRcoBTtneRTWlBr6dbFIzrr/eH0FCVd1sncEoWFA6fJVArQ6a6enS2gkqEFaJFehq9Be4dwg0qQa1/FSq+np6np7Gswquufecsb8dOCOWvIDLLFkGVYrw1gM/kbLsZxaRBh5XcbPZ7nbYkwY+/du3b4T8Nu5oefdf3NtxUuvFKg2B1LtImz3EcD3+G1zk1pq0hCVLQQvYo7RWKFCjUpChQCcUwKFPYTWozk/nx4y81+VOf8mZL4m8MWtXMt0uNyu3JV9wG2yOVmXxCl2OGxNvd6V+1NOxLfbrcZlyRbmJ895MhTq3VSy6myWsO0MuYtcfilje85+Ie7EYMODWjBwGKnDhWrht4LV7bT9sE4AH5Qq4uGJdwDsAAqiqy4q8guPOFuWc6c4owW08IWrKJk2547yHAz640yfDLDkzNvTCxiCpKJFk+1yGZHVl7Eh5iKvtxGWmH4q3XOg+5WsDNx02YDYBiYsQ0ucMC0n5kCo3Njj2U1N9f9PDdmZ7ZsWlwCgOxJLtJwaEOlVBKk5AVYHmBMiT+M+HOZMmZtjHLHJeR8sIcjWmA1jMzMeNseRhLeD8k3fAA+LbZ5N6yK43uHHvseJamsjiwkvIYeQwJTjnhtG0eO9y3LbvwwD/QI3OKH9Qa7SpU6S5FVQClztjGWFndS6G7jOJTK3FrvDa8CORwySQBQQmriMqXzhE1UjO48nLWZy24zKZttjNrUtpCgQVvOCOULKqGgFa69R4AXyaVV6YfxqJOyJsBCY9FU44DsqzPI3kPyJhQrPd+OLNkNowC84ZMnPSGLQLhDjW2I+u2TLgzLUg/9pIlJNFv6BRokUFeslEjRgHAO4gZjI97hy4U3t9vtkgc+50m6a8DS44YhW4YK7knCkyY5mKrVdZtuu7y3INxnuPokhX/ANHLfkLU87QAUZccJNAaBXQsyNa4tcqA+xOlWoQyA6WhSQMCclolTcZL0aJDgqYkqmdhhoNNhS31LISAKeykmtfQK6kwzEtaI0KlKQ+IMcdeYxq1sqwJy78c3CG9GcRcmYn6KEBSHe6hG4I+ICvirWvoa/36sckZmhMQVC0duA4VX49Iu/Eae87Hp0Wg94lul0xDN41iyZl2HHmuKixlzEKSlKlq7ZUVKogEBW6qqVp9ehMMIt59RH7igFPTOiNww3EOqMDTi7DNUy/M0b/JWHRcXdagTlxJjk+G3JacilC2yhaQQTtKlJUSfir36MXDQ0ISooNZy+JHqYXYOIxwy6UPDuCMrvcW69whllLo2AK2KWuOtPyNN4oNeg5tgbgTau4Pyoi2ciJwP+4SMUxzra/zv+EHw6zkOKtFgdxqS8SptUILjFpVCU9rtAJRQn1Pr18hNl/yj+7e2yM8LcZZI2/plAe13NVCn2jCj4dcNwc2KRvJzQCOwhCPQUCvJX/p0YPbkO8acl3SEpQV2o8paJQ1NQkhwBVae9dOuy7L/mX5ljGnfNutbtnNo8J3tafwrGeE0gyQuDhmWOzPDAg5e+l/cj/wneaXHqn140u3ZZFihakJ/XZcdbAO1tC0hZC1A010/p12rYP8s/IF+1pv4b2yl4/LI3NMDgT2cqTNHYyggO0u4hzSD7W4etKBbN/GDyv4rU6nOOF8rDcda21yoEFdwaS2FH/JtPdAKRUaaDrseyfevyDvullju9oXOw0yrE7sU4L1VDTB2nUnglrictLwfUhQr0qijcBCfXHu0OdZZyVqQuJdYcmEUKr7pktNqruBpqfX366dablaXkYlt3sew5Fjg8HsLSagzWdxC7S9rgRzBHxr1vUfbD1G3O4a72qqSQTQk019NddB1P8AEa8Y6aZYRG9SqY1i5VufYLamAoEjeoDUgknbtGiiCk1PsOthjc40RMuNakkEnAgrWCuVpmqlRr1ZnHbdkNqWJMaWySkrUkJISsAjuNrCdQf9K69Ctz22O7id3f3CMRlqH/4QzB51O26/faTNUkMBwOenr2cxyoweGPI45VHRi2YrTEyWFsZSHvj3UIOxLiFKA77CyK1PyT6enXGd+8tOhe6aEk6jkQhDv6T/AKiMVwBx411rZt9FwwRykeIAqrgRzbzHMZjhhRNOCLc4MhL++QwQWx7KQVCp2j0SNPQdc+mhlt5wCNMo4EfEVbA5sjSBiDnQa832UWtX30FgMxo6VrfWKpUtYSAU1HyJJFRWnp1KsIJZ5VcSY1THHHp/GhF/oiCtRQp91BExMRcbuLi8rvESG22ELTXalKtVFPy27vTT0HXY47eGw2z6S3PdAK8yTnXNbm4luJg8nvOcPYDlTF+NXWINkZuL9HftUsqS0CCa7d9aJ3HbQ/ia9c/uQ4yOA+Y1drdwYxvJK671yEu8395+SrclCOzHYOiUMIOzt1Pv6UNT6e3TsEQ8JrS79xMk41ktwdZ1YgcaNHxqix3bxFNwjJecnhCmRIBUhtla9oUkEGqe2rUU0pXrb2OieAcHA1Jsy10wcR3a2U/DSav/AGYvEZq3vsoD70i0uKAWiK1JdJfjtPv0S23v2qG0AhQGmo67t5YmkuNqa6Y6nNOnHp+Vcx+4sVvFvbJLdoYHQtJAwxGSjszq9ctnO3CcluRJMpEaraEvxKhsgdvcQAkd3akbialSda9Frk4AVQ4CQTpy9FpbXm3yziNpumL8Y5TZ3FG/mImzXdxTbdriHcXXZAcI+9j3Nkj9PtEbN27dQULlmImRNc896SVE4BMVWom4wG4e1jwDH4ZcvHPFPVxFeLwc5g5Ywzm6y8X3rJ3cu49uq302C4z3e7cYUVagtMF9Sv8AqJYC9oVX2qRr1vzDZW39tfNp/fCKeeOBpnaH3VnuEdvr12r3aQDmAi+ojpgao7+WfxxhcgeQ1uuNsuTFrnzba25JaSQyuShlwbWd7iglQTu9aVA1r6dVK1kcbdqqcFzTI1ZZi6PcZSwDTpCgjjzB6DCqH4KgcyeOcqHCuOWsZFglW35mF3y4iRIjRV07btolK7u2OUhXxJoR69EGXTnftyNcvPiAOC5dgNQZIy0l0Ia1cCF7rl46eBXMjCmm4Pg/BPkHFhZM7bf9unuhpSZjCIsaRIbKHHym4RS2EMoUaJNKJ9T09LPI0gNSRp5jEdo50i3DXsc8h8Dg5CFBCjswK/zquPMfE/8AaFnsuGYtJefts1CdkpMdi8RghzahtaZkRRfLLaTUrKQr8etNcXwlEachgcKlx6WygE4J2eqqDsvGF2tWF2vHW5f7Y9l860WiI5FkJealfczWmVBptRTJiKqSpJQQo16eg1MmZGmOsfxpu7ckT3HgwgezlThfPC9f+V/jTxLxC2DcZN4TZ4Lzsp4dxLVvhNl959Lgo7uKf8qgka69EJiZ5JbgYB0iDs/PnUN0ZhjttvDlLI9Z54fxNAvwnYno0BK1ObWqBKyh+KhCdqddyuwsBVBrrWmnW7ctazHNaclLdAz1LRPQlJjwlttISvev84diBo7zQBbqkbHAB/jQKJ+nr08544Z1HOGHGslx7cxF8g7A07VgvWO4MxpLe8PMPGMK9gkKtyFHaBuWnaK09+lsd+w9uZIOHCmtAddxE5KnXFaArzM5ss19z7LcJy2TCgZPZbwy/ZsjYmRZQZK4yEpjzylDTa5yO2A44zRIWQkVKSege8WV3BcvNpE82zmNOBwUhSO0H2VK2rcDg0PAuoZHY/qA1FO0fjQ+4vbeK8hwG9ZPzLyF++ZBBYWq0R5Uz7cMttq7bEeLESsvPyFhIAKidNDp612Jm5eKxkcSxlVc7h+Aovud/JuDy29uJHyMCNbzXngfVlVLWTmPLLTdGmMDmSbLaUr7S2YyUOJejF7aClLqPk92joo9tCfzUUerDa2+l4MiOK8cR7KB3dtD9O4klryMwUyyASroxbN3+YuaeJ+N7MVjIrvmdhs8d6amkkzmprLzr81xspSllJQpSlGhNK1HV5s2HxIXtIbG06hzAYC44dgrnt5aNigmlcrnOaB0Vzg0DmcXD8a2IfK2yZLaLbjVjul0kzkwrBeLglDhFQ7HiMxHtqW6LksFQB3KG7466dBWXAuB40RPhucT7Txqzz2Zs5WW8wHisjGIy5YezOtO/nWw2y55xmlzkQG1uouD0YuLbCi4GA4pTrbIAIQuv4V6AXx8W5eHhQqY9Pwq17YxsdsxzEBT2/xqk+IsAhZZJmSZ+OstCE64tmQttHZQjedpbAAK1H1IPt0c8s7KLy4M0zXNjjx1cOgTjUHzFuf0sJhjesjuGTuuPD8as/kF24x2IeP47FDaEux0U7XwTsIBddCRtSlITWgNAdPr1aty3tkYbZwFrIWkBeJOWFU2122WQumAc6Qheg7arbkayP8A3GGNuLUl6MESXVKQFEqLyNVITXard/j7genU587ZQwgqAntVa02Eo5cCFPqohHb5ZIbNpu2VRmTFix0MkKUlDzii0A2413f00gp0KRofQ0I61u10xwLp/lVAi8ahWjNEurJqkn09DTGf4/8Ag/GPKjLc3waXeJNpttwsbdzbg20W8Xd6A8VxDMgxpLaor7Nt/M4EpKSsjvFKPl1V7qS3+m+uLXOjieAjSiKMCcDgETLtovbRTXO4s29jmMdLG5w1YlyEd0BQuGOakZcTS0PO3wU5U8C+f28iskR/McCflqmQOQMZt00WSTCVISXYWXRWkPrw+9sbx3UPqVDcr3GHihVAy20EsI3a3BfZuKP4FvHvhvy45OHdcOIKilkCxv3bbdubDekF0RC6XY4eG8jEjEOY7vN5OGNG/wCKzV55FctOXm2ttiKloPObnyjtVQvtrcQlQbLZPxOpIP8AXokA1kJcVU5EDn6YUbEgc9EQkL7EWja5Uya6X3E5MSDHaS9ZINyhOtvv7YbpiBK2HRIQE7i22gbSQkD0rpqBckcuH6iprdy0TQ9wDxGDDr07KCbxcPBN/wCbL3L5dh216bKbQrHnrpBVLtbDbRacecCWm3wu4Obl9srQSPiQQOju2y2zA+SQxi6w0h/yp+pCcFXnwqqXdreyP/bZK61KkhmerhgEciYYLUO8seR8Fs3JjmP8d1VCDkh2EwhCkOIcd2toZ7TxUUM95SlJQddupNKdWGy3NlsHhpa6R7sEOGGaf6Voc/bHSIJQ6MNHEd7oD1T+NTzxcgsZFnlrtGaT3rfjbt2h/vz6nzFfXHU2kuITKSPuW4DawkvBG5xTa9CBXqzsvJG2T5WI6Rpw5EkYD20CubK3fMyOV2hjsC7i1q4kLgpFbEeHeDfCXOOA3heK5YqBNixZ8EXTELuzcWLLcw2Pt0KZcW/DnMkpT3UH9N1BI0Vr1zjft3uYXxxbzbkCQqrcDniQcQSORw51fvLe0Wczp5dhu9RiGkajqacMFGBQ8xlwpdFh8fb1xhivMfEfKMKPPk2yRcl2m6sNLTZ8gtC47zlvnQEvLW6yUJIDjDlFsuVTQp2kqe9kc1u+0k1ROIIc3NCePIjJw59KnanzW1yy4jMUoYQ5pxQgZg8Qc2nMg4hQaFrx+8bcxsNimZVPytuVa2CJLFmejAwmrfIkuJiRoNycX3gIyVUBWKOFOgFOp/n68sbjapLOEuNy1mou/TwwHXqewVX/ACcb4brFeS6PoHHS0BS9eZGSDgBjxWiLOJrlL3NvKXVQSEiu4UOhIOhCwND15ylsnuKMK+6u4NuQ7MJj6J1rq/Z5NukIUpj7goO3Y4tKWyAuhBSqp/KPYClem22sjCHPGNLM7H4B2POoRyFMW4GUxoqoz4dbCaooEoSUbkJNAQGxSnqan16iXTx4oQIRUuEd3HGohOakqQ0pwKbdABQEpG4Cu5ISDUlK6a+w+vVzt2H6PqgNAJHAToMgSK9tgYuchL4fQEtBe4glR2j02qTTUH+op69VW7Y912hHCi8JYIMOdWNbLAmYpCiaJookbaAkEDUHShJqCepbLHxG4kimn3Gg4CpUMPj7goJA7gBSlYA3ADTapFRsJ9D9OljbIxiCaR9V7a47i0hhLa2Xu3qdqU6hJoAUhApULrT0HUqK1dGiZVEdMx5xK/jVnYdfrzGS3bYG+4SW6NORYiV3B9CganfGiJfdJO6lCK19NeisMkxADW6hllUKVsDF8R7WjNCUw9fxyq9La1fpKG03W0XGK2qtVTrRc4CUhAon5SYjLYQlNakmoFR1PDJZCARjTHiQtb3HAtzVfZWIzPGLeq3JkKLTzZKQpTLqXGkrqVU3oJ9fan0/t1qW3DWnxB3sM6XFOHHuZfEVirTAab+37DaUpQEioqkIFE7wkEAGlB6+leoZjDXADALTpcXYnOrbtjSHFhmtVgGiRT9PakEpVQ0oCfj79SWNYuNRJHO4YY167pYWJUYtqZQB8guoAAP5txB/EelPU9IuIWyM0jCnIZnMPeJIoxvBWyItd1zwp21kptDh2+tAy6Bu960/16Y8AQWb8c3D4U5FL4u4DBEiT2uWpT5h2xNw47ytpSNxDMVQBTUfCbGVqPegH9uiVqNT04OiPwqDeuIjDh8wuG/FKWPe8WT8XUsiqA08kdsElLSd5T/8SyPynXp0RhrweCitSyl7SuGBFfVr4lwnkaTCi5ghX2txlmDAYckPRfvpMgIYDd+UgofZjrOhbQpsOED5CvVxfvkjbRtu0NeOTuY5c/X7KqVptscV664eXNa5qEjqUxPBOBGNCp5W8KcSeNc2xw0wyLTlMGcq0rs4eVGbnwe2Z9taTKdeU6htt5LgVv096kdLsLi4v4/HYWNcJNJaAiYKD6xTO8yWW2XQ258cj2Pj1NecSQqEEniDQK8R8m5Q3dM7x3Gcch3eChhexc8tMthLrRcZS7Id2hxxKdtdtKK/HoluNwY2AgZOGZIxThQbadtN49zAXaw3VkCChyxy4Y50X3HSJeQWSzYLc4iWb7kV4jMOR0sJcDawxuWobNrCY7CE0DhO0V9yeq1P4l3dmZvzBiYZJVnto2WUDLaQkK9VOYOX8qGDyJ4Ay3i3l/F7DbHJMB/J5PfWtlhySh5tv9RcdL8NJQpaz/jT4mtTp1uW1E0THPALCq4KMPxqb/eJ9skfbQyHXp7qOCgHgvLimKZVgvJbJ+W8Fh2K1Ye+48qA2x9+XA60AlxlClsIZSNyHtlNTQ+vSLa9urTvW6YhO9kg4CqpdWlvcvWQuABKlvPqO2h5yefNvmHXS4X5pSL5ItZVJLqCFJ+G4aaL2g/X2+vV1huHz2Op6aiFKc6AMj8G6MbSSwg51CJMZqfwGITrKH2PuXmlNFNUDuGq1JB0Cqiv06RO3VYFp9MalQyD6kRNKO0ev0403Tw448YtHA1nmNyoLHaiNPsthtUh5DrS0yE7zVLYWoJGnoCaj06rNyYWTiNoKgYk86N6ZpIQhB7pw4leFTr+WXM4fk9wNxFidhtE+LKx3LIGSfvX2gbjMvsWpy3PsNOkpW69J3VSVJ2mnUePb3S2lyIe/wCN4ThwI0uOKcsUPOpMm6D6/bzK0MZBHK1xJCO1sARTgoIBSqR/i54SvKrVzXMaTGD8MM2Zp2Wiky5TDZ1PuQoqAhUKL22yFdx8UKlaVANIdsI7K0eJSA107Qoxx05HpRpsj7+7cbYfLBkcOJy4cMMUQU1T+OnjyVeuUhebxbZES38R2qZkiGp6YpMjLr3Jk2HGXEqjko+5s7aZs0jaUr2NnQgdV/cJkjMbT85Q9gqfZN7olK6uHrGdNXyXiTiZfKlv8lsugB3NcY4rufBlmv8AmGUyI3HGP4BkWSnKcptbGFXKXGwm5ZBlV6fjomXC4MzJRiMMxmEtI3lxtm43DduG2QkfR+L4zggasoboDjJ86NaO6wEN1K7E0VE0gaIwi4gEBXAEqg5KTiczgFwryXvl2FJju3U49nMrDbSbS3cuScpj2/i/inH7NMkTWpN0jZXybMxtqbaMZaglyQzb4L6trrKWEqSsLEYaiSC/FVIb3e09cs+OdNuhkPzZpgPmJIAQABeYGfd48KpK25/n+dZhfLPgmZeMs2343OypN0iWpXKWczlWi1ZhdcXtX+4b9bGrRjON5pbn2WIOR2SLLlyo10YkOR3PsyhPSoo4ZXFoRzwuZJGB5gcfywpmeOSJjXyB7WkhcADi1cASvVpRCMDjjWZlROTrS65dMly/GLtj6F2CKLVjHHL+OPRrnOu1ngT5lyyafkN7kTLIpkyEx4qGIa98lPcWsNJCnpLXRC5xDVDDkEXqT06UwJmPeGxtIcc1cowByH519XG5K3lZKwnalBUsGitg7YUnbrQ/j0LLkwNOkpUg4zfhuZT257SJLa2P+lSi1pbc3OpQUn4OFChrqKdJ1E4cacgcwSDxQTHxAz9VXM1kuFJfn2JV2tlrTLcTGnN3BUbZSK4p6OiQ59vJejOIXTd29oJNCSnpwF2oEZgED159vpxqYyaMh0Be1kT89QHDEZAkHswx5VB8ut2NSbNKu+OTba5e7E41c22G3i4LlBbUPu2IjSWjGnfbAB0hZBUgEAHUdSGOKlr/AJSOHPr28OVR5WReC6WEtErSDmVI4oMsMyVB9VAZ5gX2Urxk52lR7bByWfN4mzG3x7PdWVPWebLuttcgtsXiCwA7cLQ0mW4t6OghbzaNqCk0PUq2IZICcgQccvXQvW5yF5IVwxGYAcuFfm3cuMZhg3LEaRlWTz7ljOU5NIy215nHjThao9nyG4qvgRGlTVSnEvR50yRETGkLccgrRtWtaXkbdXXjRzMmx8JzsCP0nMtQ5H3dat0Zgu4HODQ24ARzDxKouGBGRUJ8aOTw98nsk8d+Z8S5ztmO2h7JMYNwta7xerc1JkHAcjkMwM5iSHi26q5Y7lGDpkxrnAVSZHV+tb32XiCZMzbfdbWSC+hjlBCd8KAVDmnHAhQNYPEKCKhxl1tKGRn9suGoHFrhyKY4H5TlzBGFbKXk/avAXy+4mV5T8XYFdcRbuNyyG03684rY7bHzC7W3CNuOXHJeOb/Nub2N57lHG1xNtF8wa7PJuM/HXUvx2WHhHfcoPlO43Ty75t/+H+Z7jctz8qbtN/8Acq6dH4s21zgPln2+/mBL5bOVHu26Z7P2XaYZpdDgWhZTPZ7g+a5c+ds0gBLXtOklri0kuCEEgNeWhoaCHAEqGpQ48xyb/vW9wskcsSk2Zi3ptN2szTxsWQ2mRbP3G15DY3XkmS9aL3GktuNJdHcZcC2XQHGljrqEVu2ORznd5Cg69ezLsNMXtzIWo0EOIxAzB5do49KZFZLLdMp8BuU7lEKZd4TxLfMet9qtP2kyaxFtOTTXpbaYqFKlxjMaO4BKUlSRUACnTnieHBpLtLHKvLAk+gpBcwXzGuI0skY7LiY2tU/mMK02MjU0JkxphpadrslDiHaJUlxK3EuApSK/BaSCD6H16qUyCZyfKv4V0NynPPjTe/Hfg1vkHxl46zLFWvuuSbYifcI1vVtW9cIVtUS+4kKBPebbGqdainpXqJZvMF34rnkwFe5gjUJRw/HnwqRdRROhPdAcWgk45kD0wyrP27kezXWSbFeo7NtvaSY05lYDS2XmVFp1p1twgNALSRsVSldD1fI7+B5DCf3E9Xb0FUCfb5YZNUWoxKEVePBeNRHkninH8ltin3orYlNAPxprJbC2XE1UysrAqvYDSun06kTW7HRY5Ko4Y9vWlWtz4cji3iMQVx/KhLfnZhjF3Nrusx27x2fhGLq9zjUYaNtrKydiUJFAK0Ht1Wrm9Nq4xPcGyAAo7DPlzoqPp7qISxYE8RxqQnLHglKyphK1VKYdaLXQFJPrRVEgqp7U6i/3cBmJb4h/TxPYM6b+mxRTpTOv0nnLLaWV0Q60VKNNooaVOoIA9x18TZtt2mByMdGT21ZSriXEYmpPDxO0PsoVuShRFSNwFK60oQT0Rttq22ZmGB6H8KfbEQFOfq9Frvew22hpX62+g1SaKGuhCgoGo9upp2WyYwmJ3sNb8Jsnzg58QMapXM+LsXyNp9i4WmzTUqqnbIiMOFWhCwoKT6KSNT0Dkt5InGS1l0ytJxB73oaiS2kBI1sGJwI4enxpfHLX8b/j/wApImNX7j2y9ySFfrsW+O5tJqAUhTYUKV0PqPboxsvnXzvsNwJtsvZo0OAZI5p9oNJBuIO5DK7wzz7w9Ycv86Vpy/8AwG4FMRKuHGl8uWOSnCtbcWO68hoHTbVlzuMEKPsABQ067xsH+Vn3P2MNG4CG9gaB3ZWAkgf6moQeq50l7Y3lLiJjmni1WFeeHwRDSmuZ/wCKDyd4mdlSbZATl9tjJUobWHIswtoBIAKd7LqqCp0TTr0v5L/yz8k761sPmC3l2+74uYfEYvNCjgOaLUL+3wSH9uXwwVTxBh0GocT1GHGlw5hi2WYRcHbdlePXTG7oy8pP2tyiqbS4QfVlxQDL7aq6UVX8OvS2y+Ydk8y2jb/YrqG6tXBVY7vDo9vzNPQio01lJAxZcxxBBb/4hh7Uqpr3bHprrN7sSzDv1vWHULYGrgT/AIDT5hQTQg6D16a3S0hvWOKLIQhaf1fxHA8Kl7fdS2jgC4+HwIOR5jkOY40UHE/kMxJtKbPkam4V2hBMd5Ly9vcKEhIpX5Oprru1Pt6dck33y2fH8SJri0YLn/4j/UMiqA5iukbVv5ewQykF2Ccj1HQ+0FQeFR/yVzdMrEITMV5tSrq4UoW3tFUOHaHFqT8iNhPx/wBOoGw7U2O88OQktPe7dPJeC4LTu97g91uSAAS1F6nD4UDNlWtu4Q2UpUVrkNobQdNyqjalX+O4nWp9B69XeQagQciDVMic0yNCcQlG0u8ScWxtmHLombMaQCUq2oQ0sVG5KTuTtA+B9QPw6pU+lz9bQSuX8atscrmMAbi73es1E493K5UDtluUxuQpxYV8lE0WSn8Pw6XaMd4rC5QAfj6eum5ZSQ5oxZzphvCGZmdcLOqEoCTCbbRRFUn4hJSjtjbu3bfkSfXXrd+yRjlya52B5J8QanW0oeAGfMRinOtnzw1vjeUYWkubG7jb4ikOxwN7xfC0pDxSTQCoqpahoOuxeS7tlxtAQI4FCOvGuXedGyO3AXEuJdgvq9MKvO+ochyElHfD63FfcFuQH0OEqrv+SqLB3EhSafHqw3BRuFVW2GoFpRezKlSfyFWuPlkiHtbpeMetUmREk9op+3eaaDzJJrUOLWAAU6UFehO5XbrPb2yNyLnYccPRamWcDbnc/AOCRYL2rl1FBd4G86yMl5q47FwkmNPg5K5bXkqdKVaLS04w7uoQnuIPr60HT9nvDd22yWC4cPqNCouOCEFPgcuFL3TbhaSwXETSWtnGojkVz9qGmL/yy2y52nmDjrMLM+609ItCgWtpcjyUhplxxpaCUAlWzQginpr0xscLJrQteFIcR/LkRS78tF4QHEOc0H8KD/j6VhvKVyt0PJJsmHe5Sk26JCjBXbedXUJL7S2yosJCTruUdaJ6n3FvJEpjCxDFen51B0AyKSRJwPD0+FXB5j5rK4K48w/jDjF6ba8gucqI2zcLU2GXWnHkpU+4WDQpYc1JGlT6jXqPaRSukMpBLMgmR6dlSJHwxMEJdpkALl+JXmeH8Ksi0ciXLAOL8JvHLzCMmyC9sNTXZAS1HuCWGUBLbTYbT2FBSQN1Ejd70p1Ohi8eVwBDQ0csvVUC4uG2kDXyDxNbii4Yc1T+dZjxzzljye80eMcFhWtyLjWKTWsvfDbbccbrWwHW2nigLS+W3FitAB7VqOj9taR2kEl2oMrIi5U45Nw7eFCJLmS+mjgQsjkkDQFzAxf1VMuQokv5YMmv03yE48w600csuMYuZkxIUgoYfuD6GquIc0JDAJSDWv4dDGMI29h4uVx9qVNuJyd+e1h/ba1jE5YKV7cDWC4Qlst4kp6S6oSUkoZW7KKSoapbDXajraUFJA/MP6n06hMPdTrU1zHOeQE0pVxSnf8AtI8iO6ULdKFLAWPXeA4lTgaAPpTVIoPfp5hJKHKnHMBOOIA9nWsniduyCPy/iGUvWd3/AGrBakC5T5D6mAGVMLT3ewE7HQ2s1G74knWvSmysY0guAwIz9lR/DIlYgJIIJTienLD2UoH+Riw4rnvN+XXnEnmi4xb7a1KaYdjurVKj91KVf9qft23HGCClr8yWyFH5Hq7GwZuG1sAcRc+G0FOYGB7Uz51UorwWO7TzAE27pCntx9nxpcGPR7oh9UGbu+4YUEtOvKW4vYDTbVw7i60kVHpT+nVCktp4ZnRzBJAUNXuG4jlaHRkOjPpnRe8VWCKyh6TNXDdX+ktLK3QHFD1CgEH861VJT79SrGEunQ5plzxoLukrgzSMAeNW94n4lkd/8wcVl4c00bxjc+55LHKYrrzMZq3N7lrcQ0SpTqm1bEqUoJ1/t1chbfTwi4IIhjhOrD+oEJ2kn2LVQa9l082ryCXyd0EopaQ4HsGn4U+LkvkCXfZeV3TNH1puVkxldviNLdfiyG4stlT8g9paQyw+XK/GtTpQa9VeYNiIiYAI25evFaPta+6mc4kvmdmT0/AVrE5LYFZjmGXPtL+6hSL7JLKkJ0eCVbEgqSK1RtopXpWvUWx2ufc715j+RcaMXW6xbXYMDk8RCntrJSRbMOgRrJCTHE2YlCZAjuIDq3idrbY0qntqXrQEaEnq67jd22zWbLC20+NoQpmOp/1cfeeFVC3ZdbrdOvbgEsXPmnonuqxIHEDs60fua1o+6LaH3HFIAVt2BaqpJJcQ36VJoeudu7914khVDVzjAjtkagdp9v8ALhQscnWlyPlNpgpSpXbbaS4EIqkfrApUSaVC201HuDp1e4mpDGOaVU5HanvcMqlGdcLXfkzE7ai2yFMtx1R0ubnO0S0lSFFVCU1SSn009a9St5tPqGeBGe8CD7qE7fdeHLqc1Rinw9DTYv42uLsetuaY/g+Q3F20XGS6z+232DOegX60TAEiPc7TeYqkSLcmO4EocIUlK0q2qqmvVUnhubGIkKUUlDhiMAea5UVgnt7q9Zq0glGqRiADiRx7ueGPEUyTyTza2+Nmdjj/AJhZvnLeC8twZsWFl1ztsN041c3XWrPcbLnjcSGu1SbHfY8oFEpWwokh5pxDiNjwnbZcs3C1ZeWrfpLq3ID2NUskbzRxwPBzcWkZJiKMX7Xbfdy2F1ILvbLiMGNz8HxvyLFaocwpqY/B7TmoQ1OOAvBaHx/xi4OJrRGnwLp3ZdttkeU1GMVEmklmGx94FqkwEFxTbO9SSGkp19+pl3uu2vlbC9rbYMGDQEap44e4ZDIVEjsd2s2OkYXXbCU1ZuDeQGHtzJzzpVXIVs5hsPOHJvEnIWC3HDZCrRGyK0i4KivM3SFNU7EckWp2D3YUyEhbNFq3VbV8KD3EblZCGJl3AfFjMmBGLS3P2jI1L2y9+omfBK10bg1CxwIe0piCOufEUu7ijHLbx/ybeo+XOLmvpuF2gMKkdxakqVJWuOtxtIHZa7bqdhpQaadPPsDbQeI9yyEL2A4onrrdpdNmkDXd1mIwxyJX4VGOR8LiN8tXDJmUpdjmO26wFqd7TYZKu4G23CtR7oHvqn+h6Y2/xnbiHNwhRD1PCt7i2L6MtwMhKjpzqZ2ld7yKHPVjU1ECREeaH3a1miCtvQBGm9aAmhp7K66JBJIwKpaF/DlXO7sw6wJhqCU6TwFzXPeP7SzbmsmZbk3BLEkr3ltEpDigxIQlpLm1SFk6oUD61HueqN54e8MbMFc4ZrknBeXGjvlCMNuZPC7hcCQmZTh+fOmT8q4tJmQZFznMsPybk0HVqCQ4293GV1IVQqUlSTT1r/p1UoZZJLV3huIDEIxxxNXlxDLmNsiEyKCoz7elKTgx/wDazuW43FfmtxoVyvT8OzGRIMGNJU4HxIbYccLSArugpoPUH8emPMM8x2wSaiTpJz4oTl2+w0V2u1tWTpExjXLwAVFxxzHq4Vm8VvS3kIE5LTLriQ4U0J1WNxSBWitRWtQPp1z2xvnPd++gcR7+NWSeBrR+3ilSu4vx1usrSUj47lJACgEkpAUNASdBp0Za5rhhUTSTXjv+PxJcVEja2l1shR7grQ1BAJ+VCK/3PTfgROk8RzQXinDIWs0NKCqGu8cNXdLS2iW0hr5BKltoQlR7aUp9BRXt79WWGLTAB0oJNIsqqQf41NYP2rUR1sgd1SjoUjdXZU7VJSAtHyAr/boRcwfu6kwSiMMhLdK41JMbQp3coEorUA03LIBUSn2Og9PYUB6bjZjpFIkkJVo9Pz9VWIIcZuMuU+UsIaCFrccUlDTaAQkJO7SqyD6alXtr1KZADjmVprxCGkOIROxOpP50zTxX8KoeYWJHI3NeHS5ECc+lWF8d5JKuePwbpaW0ocGVZXEhKYvcpi7k0gwXVMtBlJeeSorSkbmc2M+GAjuORT1ZLzVUypgeJKdTE8LgpLdXPEYpwwRc1Sm0Yhj+IYPEgwsUwzGMJt7GxTETHcbs1tSz9ssJqhyNFbdmhhxH5nHFqV7n16jjvqJHFyjiT/IKOlSGOEZDomhnHIZqueZHaTUovU1iU66WnDMiv1XsmssOjcv5uhbBQWUgrJ0AoAadaMeljSfn5gn1Y55U4+QFxDf9su4gevp6uFCZz142YFzJid3h2+22bCM+DJkY7mlst/2kdFyaIU3Cyi2W1LLd2sE9ILTwS39yzuDjatydqnIruVgDZHOfDxBxI6gnI+tDSJIIlc6JobKMVyB6FMwcUIGB55UqTJuC+R+N5kez5na/215wlEG5wn/3GwXkIIKnLTd20JRITpUsuJakJrqitT1KI19+Mhzen48j6CmA/g4aXIuPHsPH1V7bHZXLe/ufWSpIpUkFIoa7QdTUk1rWvSWCVp74QVtWPyyArC5xlUSzs9phxC5K0gIbFStJJpQJ/NT6jqZA0uz+UGoshbr0MIVPZRe+Ct67c/LFXB4pVKatymkLoVrIDu4pAJqEg+3t1l21bZzWjFay0KXwc4jToT31a3k3LhXDCcpRHfSvuRBsIJ/O2+2VIBTUpWnYf76dO2gcJWBwQ+GfhTF+5vgkgjCYH30EMuzJcisKoKhpk0Faq+CSAQDQbT6+g6kAh2HEVmFDPl+eTbDJfUuGjdAuTT8SVHCe+9Khye4yVJoAO06gElW6np0b2+1E4bpKFPVVf3e/dahzXNVihOZ/lQeeXfMb3I68Tn8l29bpgxrmLFGDFFsOOpbblTQhqqW1yEpSmppoKV6M7ZbGJxity0Rh+p3Xh6cqp+930lxPHcXRd4xZpaTigVffS78eyK82LIcgXi74hic7DYbSuM3JBYdWgUo4QkuIUsUUk1SfWvTm8Pwa0p4a0W8vl4D5Gktk0ZjlmlMx49Wqy5LheTyJO26QCZaVLd7TTpiRFbmpDS/i4lzeSBQk/wBq9Rdtga8yEhSAntWlb5ezwFpjTDHHicKJvGM+a5tzB+7X60LTNsaJEOGtptmu1kOErigBTTTr9DqVVO4mnt0/uTBZWQhgJAecefVFoZtsr9xuPEnALo8j/KgX8u+W8Q4qycuZHavunLi+wEILSX32khCkJbkLSlW5zaASoeiR6adJ2bQ1ivALNI4KuPLpzqPfulNwY4tS63YAp7etBFyBfbbmVmud8srCI0SZblgJQgAqdKFLQ0hI1JCaGtKfj1YWtb4bw1ADyyqHG1/ih7sg0qV58VqqbItTnDs6MUGrM99QGqqJU2UlJ/E13A+/WBoNuh5pSh3bprwcm053wW46czDizFMJdEibcsk7LSX3Jkr7WHEWlJk3EJYcQgJjMEpCaH5kD69UbdnLfua7uta3Hs4k9f5VeNshWzDg0Oc52AJOfDHgOacqZR5g+I0JPj9b8UwF7uZPZUWqUzKUhj7mc3ZlB5BfUApZS7tIIFCvQK6l7BuEL7p3jBzIBGWhxOWSdOGNM+YNmlFlDFalsly2QOc1AhzXHPI4dmNa+J5F5P4mm357A7vccZvH3abRmtmYlvxYdzLD4Qpm5w2x/wByhhKllpe3eASkKpp0X3uxaYtcbBmpLev6utV/a5ntOlz3fKQ3HgP05oUPDKto/wDjtZnTfHK08kXSLHYncq3J69RnGIzcdmfjuNNf7asd6guoG6RabvLjznGV12r2lSdCCeSXWn6h7GfK1xGfHjXTo/E+kgc/53QtcqJgVTDsot3bLhS87OZR8PczbkhmzWCyO71SLtb7HZ7DKuFwtNuU3eJf+xcE+6nXeW+5LDIu0iQ8VLUpAaSHW+C2FpkJUtOH4pzwwp1j5nN8FrkZqxwHYVOac8RlVMxvDvG7/k8XNuQ5Nx5CyyKzf2Idz5Pya/cooTbMlcmKvGLzMWuku14I7YWUSkJjFUKe+19u2UOoRVrqI/wnlSHaeRP4fn1og25uGB0cOmJiqC1DjgCVRUIaEAI586urHvHfHrPbrZj9mn5PCtkOTPnmxY2uLilnuV0uLkqZPuNxtuKWuxtXKW5Lmvv7nS4oOurWSVEnrYmez5TpbyGFRHwGUkykuccFTlwBOKCs3N8cMEZett7u2K3Rdxs0wzbfdb1kOQvxI7haCEuC33G7i2KktrqoKcbXtrUUUkHpvxS5RrX19q+6nDawwwtD2FshccTk4IMgUxHTgcajt4wDiBtxxubmuM21xFUbF5xYoXaqmqkdqRcwpCk11BFRTpsuYcyPbTTobZFY4Hsy9q1iLBgmC2/JYN6x3k3Gp4iR5Ta7YMtxaWZi3u2GUofbn91pKe1QkhQ6SXMUFQD25/xpLYohjrAPq9Q7DVccheN3JV3vuQ5fYLZbrtZ5MliSPsbshMp4vq7LhhtKCWpQbWglza4Cj1I6ea9riGtIUr7s15chTM1hKXulBa5jSBmhcDgNIOfWqAuGO5th0hhy82XJbElEhLQkTIU5iAum1wN/dpSuGsqZJNAupSa0p04CRjUdsDmAkhwCoqFF5clHKq856yjEsV4T5ly3kG4Ls/HuF8eZVmWbXpi3zbwqz4jicFd7vdzRarWxLuVzEK3wVrUzFadeWkEJSfTpxsuPeRONNSQFGtgB8QuAGICkkABTgFJ9Va0cn+MXGucuVsMtFh5jwyy8Y5K6jkCDa7jCu01nNcDziCoypnHF2tyJcF+9M4xcIUg2K7tM2e4Blt9DrEqM8h1j+5vboib343uJCnDHDHDEcKnxXMtvrbKHC5aC0p/U3g5flxGJbiCuBBqkefP4nea/EbjvlnlSNIuXkj4w8S4/fJeRWhmNb8G56x+AhcVll/JsReiXKJyhYLTbXHH7ncMZujUSDASp54NIaPU+CZ0IMdy0vg0n5EVcMTxz4Cl/WfWaTGGwXrpGjvAuYTjgE+UHm4Z5V5/4WfJZ7j7nTm3xJyHK28y4g5YsFo5awWPcTHl2q9uYNbYVjnz7fb5rC4LN1PEtyi0W2PuFXXHC4le4FZ5h97fLW5ecftju+2eX5prXznbWhv8AbbhjjHJBuG3A3ELg9pDgySJssEjAUla4MeHNwoX5msLi92CS7g7m7Wwc4Ih0vQkgHqVxzAfWW5Iw65YdyPypgNqjXB1WG5hnlltdvhqUuRY7nZp0O55bhQdbW8P2di05Hbcnsa1K3SbNfl7f/pnALV9qPPo+6P232Lz2zCbc9sgne3JwkLTHMrUADhPHKCBgMKi7Tdx7ptlruhCePbsc/DDUpaXdqtId1APGp5wFnGZYnDyzIcNchquFuwu+W662S9RVXO0T7feg5CckT7U48y0JNun0U0sHchZrQg06vVxaCaN0UhIjIx4Hl8fZRZ0EF1A+3nUKQQWlCSCox5EDHnWr9m33Ccxy5EpTTcpeQ3lyU2gdtlDr1wffd7TQIDLRWv4JGgTTqtTEmU+r3IPwq6tBkYHNxBaPhWwh/GbZ7wjhvCrrBSXX41mye6SnZLgTEgQGlLQ2w00QAoywdqvZWvQOeQiTD/6bj6tROHYlHYg17WxPGH7bRzJIHp2UwrjXwx8db5dp+fZHjLtzvXJqkffvF4lMJZC+49EaUFNJQmvwB/KRrr1yTc/Nu/DcjBb3EkTWvGLXIeYAHBvQr7K63ZeVtlktGtnhjkLguLcBhj2k8wh9dAJ5yePFu8anLPd8EyWXcbfkc59hnHLksqMVttStgSpW74CgpX1FerptP3Y3KGQW+6xtkboXxGhMv6m5FeBAXnVe3j7T7TesNxt0jocdOg4jLNpzCcQVWlMMwc8yvILq8oW9CXF9tAUQoMJpUJApqrd/93r0rd/NVpu7vHDh4upUQ90HAAcf41Vj9u57BgAb3FRdSrzKJlWNd4Wzg3WNNNxUsBxykhKHDGac7biSh1W3aN1do9qkdBm3A0uuPEOvA6lKqvPP0Snx5aufDMAbHoREQ+notfpaWuyXLf8AcqQ66qoI3qPv77fQkdfJW3267d39J9dVdFqexI94WlCAzsANBStae1CaCpP+nR+2tr8o1rCE9dbFet6Lem/ipJKVH5E/T39T79TTb7mwomHvrWNRW62aaR32GnFrUSV0qaVOqhpWlDr+HQ26225DvFja5Tn28/zrCQ0Kcq80C0vJIW+FKV/kFqOmnokVPr9enrO3mYQ56hw9MajPc0rpTUT7P4VIEQI6xRcdtSQKaj/GvvpTTqwxuKd5CKS1hccB668NywTHrywtqZAZcSpOqVNIcFFetUOAihp/fp82NpcDXI1HDFRgQedJ0g586BryF/jS8d/IS0zYWUYlbkzX0ntz4rDbDzatPmktpTtUD9Pf36tflrf9/wDKl4L/AMu309vchECnSR1AKEdCtJb4kRJjI0E4tIBB6Vrz+R//AKdvkTHJU7IPH/L1yoqe88iw3mshpSQCUttvIAeQD6EV/L7delfLP+T/AJisyGebLCK9gQfuQftydVGLXEdRjzrRZYTE+Kx9s9R3m95icyxMPUlIf5+/jz8qOI50x/MeI8hiqjKUl26WSE/dba4GiaupVFR9wimihUaf267ltP3l+3PmaBssF59LfOziuRoLuCB57ju1e0VJs7KXWW28sU0CKNLkI5nSUI9R/OgSu8+9oULJkLstl60urabizm3mHWlj/wCCSlC9wH4Ch6tlm/bLlv1m3OY+NwwLXB2BzGBKY+qnrsXUDvBudbQP6l9xOBrJ8d2h695xYYLLRdP3SH3EpQVo7bSt3zAJIQtWh+tdeo24zm3tXy8VAw61m3xmW8aM83H1Y1cfJl0kS8rnRXmiyzDQiK0hCiAOwAgqKBRIqRp6U6rcLfFbrz4e+j85LHeEMAPx9MK8ePzmozSmFqSpp0fpLUa9pQ1BIAqlAP8Ap0QY1rQlM4yYLllRNcN5U/BvkZxuT2QooaQ8j4pW8FAhbldA3uFRpr6dIvQZ7cNCYAoeKrUq0cI5EcUXDsNbN/8AG3znClTLnh95RHEp0tTI8hwkyUuR2e0thjtii25ZUlSiqgokJ9derZ5C3DSZduegCqDxXJOw8DVe857cJoRdxatDASg45KvXi2mX32Ql28PKP2biXHwlCg12wFFwqqggbUtUVQe1T10OdxUdlc4tQmJXOkdeYN3zLJfJC5YBaI70hL2KzAxCirLwQpGxLSUqZ3BaElwgE6pUTrXpt9qbyGOBjQ9xaSAeBJz7cK2JhbXb5S/SA5o7QikH040tnj3Dcw4I5mw255JaLri0yRyLa5cdV0jSIsa4xJT47rkeSptLMopJovYpSk+465zd7buu1ebo7eSOSO2cUY5F8RhBJ7wwOknHiExFWxm42F95fmfG9pnGLxlpIKApmh4HI4JT8P5WMusdlsfjxlF6SlLd9i22MX6bmwqTEShRCikpKUBQAr69Wzab2K1D/qHIxzw31kfilCL6Evli8MFxMRPBSMMV5DjQreKXHNsvuaXTkSQ2pWPYxBVcGJFUlIkgKUlldF1SVDWlKJpWvR29vGutg2E6nSOQEZJz68qhRQuMySg6GNLj28B66qFnNbt5DeVdwiT7czMx3HrgW2pRQF/bQraruKShIJSmob2lVa/16cbMLa3dGVbgAOanP2Zmh8kElxetaSCXnLk0eidtWTy5ytZs75UVh1vC127D7alhKYYS6xHq3RCV+gQUlJVQUP16nWUL/B8QoNWK1B3ObVJpJBYwoD2Zp68PVRYfwfYTLv8A5X8857NSly2YPYI1ohPKR+WXcnlOEBR0aCY6NEp0p79WDdtEGwvDcJZpImjsALj70XqKFbGJLrzA0E/s2zHyHkHE6W+5T2ViPMnl5ebeXHIsNtouxrfc4+Px3loUkI+yZ/UUlaklJSHFbtPp0JmaIbURlVaE9OdO2cvj7nJMBjLKSq/04D3Crs4eU8cYVsfcUlLbfcXvmK2qQdtFLQwUk7z9PiehACDDKrM0jUUXhVsOyS23CRo7VbZXvceWErqKqK20oWlFVfEqBr04wELSjkeeNTvmHmW14HwldLlJubNseZtrsdpxICnFEt7EqiqKB3H93+Kq1NPboewM8c60THPDr6eykhxY1jiS1yjLnyXt41rV2/M37pk18u855bqL1eJU4lxQKSt540oFVAS4fbVNagaU6sG0bo+2udUpPgOOXLklQNz23xrQNaB44aT1JOJ9fOrEg8H5FyTIk3bDGVBm3IbcmOoQopZkKHdDaWxRdVIqfegNOrVulpb3rGXTZGNeVGPFAOHRUWqxtN3c20joSx7o88Cievmc0r+PWe6YTcYUSSqXBnvvpjhstksffIolTm9RAWN2oFTU6AVr1W9viLbxrRweAeWaeujm5ysls3SJ+jJcVGIT4Vt0/wAWnEfj9i3G9nveJWy2zs7vNsadza9PtKevzt1kgSJbcuRIqUR1LP6SEUbCaAVPU3znebg0mxhOjaGOHh6cnEDEuOZcua5cMKgeULGwb/1cwMu6SKX68mg/KGDINTJOKrjUj89bRx/bVqYgwoUe6ZC3IRc1RWAmTJ7cZaAZSUhKFrZR/lXeQaa+nVbsXTywgzYo4AE8RVhvXQ21wG24DdQcSBllj/GtRvm7I8e4ncy5u2rjsyXp0wx0VAEYv1CkpQE+rshWoBJFQPx66MTZ7Nthmh7sjwFHEk8Byrnkb7zeLzwpcGAFDwABzPNMqEDBEZLdsgg37ILiJbU+QpLEdHqwFUWlbpSSD+kaaUSDp1zC4uJbm8dK8q9zj2Ds54YV0i3tGQWWkJpAHDEnmU5+ymgWq7NWzFng8wpA+0QWgmiwPgnaVqWFK3kpqfX+g6KNsHSvBbgVCrQ+S7DGgHEAcPZjS7OTMgZezSA620Ah1wLNQVEbnQSEiun10GnVwERYGAHIYeo1VWTCXWRgCay3Kd+zxrCYrWFPPsSEpZW52ahTjxUlNVKTQuAA1oCAR6nrN5lmERkhH7xI+HwqFYxxPlEcxAgQ5lOOGNMY8DsuuOExrbyByCsT7pDtEqC7bC72pk5kBsh+2uOEhEuIU7qHRaSofTqpX08ngvZIvfTHJEPCi9jGwX7JGFobG5yA4ggjOn12HLcM5p4wuCr1jf3r82G9FZjXFtiSVxhEq3DkCrpcm/bK20K6lJSaVT0MdrikDo3O0ubn+dWW1LHIJgz/AHCrUyC8uvuFULw15d80eOOY5DYL7bodz4dtEFAx623Fgv3+1FI2rhRLqp5r7i3oZSAylQUKGlRQjpolt0tvcjU4nBwXUB8CPhVoeyIWbLuyeGPaCXAjuFOJBxBwyGdBbzR5oN+RHljjV+m2qBjtrRAuOD49ao6hIe+0mkT13G5TVn9efMlMghKR2mwhKUilSbrZ2kDdhdbxFwMYLwpUqPm9XJMq5eb6aTfRuEyF8zxH3QjQ3EA44qDiSeaUBnMOPCyeRsmJtWli9wot2ikBXydCnI0t5T20/EqZqU6g7vXTqG+4ddlgJwMQH/hwSjsNsLUS6R3mzH1h+IPtXsqJcrNRGJrgbkRzJVaGkpjNLbKgXCEuDT121PxB1NffqwbVtrCwvxJDx+dA9zuXh2hE7tQjC8an3eyXi2ouT9mXJkxkNzIzoQsAfm7a9D6elaKNT1Y2sMZ79U67kbK4AJ8uJGKdnWjHkZRf+G+JrEbBdpk++Wh6FLVJU3Tuxlud11ibKJ/TVKZO6g1RtAqK06575rugNcwaCxQ3ScQRx7MMutWnytaCci11FrirgePQdU5cqdvx9zHM5n4OxLLLXGddeTb21SFIHdWl1htLckutJUQEIdbqSNB6joBBaRRwODMWyRgjsXCrAbiea6jdMNL4Zi13qwJ7DmO2g5zGwXHG8xu11yq1u2qHeWJX2bruzsuLbbq+O6k0TIDQCiD8lIqQeh+9W8jtujDQC1fwxXkatO3zx/VPC4JyTM1DIr+LPKbdYmtoCgCEIeB3bRRNB+ZQ2intofr1z47cWvUMdhyyqxePw49leS9XiKyWkW8od2BSkpUStKAVbiFbVKKjuPrruJ+nUyONzR3lFM6qwt7zaQ1GZjdwtuHto2FXyoSkAq+oBNfc9TLcLICcWimntIBTCsVHiqusj7glyqwkBZNdoBJCRXSnsBqPp9OrK1pEacKCSnTIEGNS6JYpamZCmkH8+4b9VVKE/FKRolA1J1GvQu5xdp41LgegU9lZTG0ftTrq5yiyyhLjinzVFENV7i6U/KlOo9SSKdNtjIbjhTj3an4ZU8bw48SLdaodh5g5dszS8jnoi3fA8KvcMPQ8QgOoS7b8sye2LS6mXlc1opeixXErRbmlJWUl9Xw1NOYwYov9zIn/AO9B4f6j6hxqM0eO7W7/AGP0g5H/AFuHL+lpH+o8BTKZLriNjz6typSBJS6p1Li3ELUpG92ilrbWpST8V0VSmmo6hBMhwp8g4F3EL6cuyohl2ZY9hGKZNnGYXZqxYhg9gueU5RfJEafOZseO2iOqZd7ouFa4s65yWokdsuLRHYddUBUJPU/bdtu92vottsG672eRrI2KBqe4o1oLiGgk8XOA5mot7e2u3Wct/ev8Ozgjc+RyE6WNCuKNBcUGPdBPSvBaORcMyTE7Nk+MHJsotuSwGr3jt7slgnrtdxsbzjrCFqauDUCZHmOOxnCht1DZ7e1f5VAmfLsF3aXT7O+MUM0Lix7XvAc1+B4FzS1CMQTiozFNxblaXEDJ7YSyxyNDmua0lhbiDmhDlB9SHIiv6b4kiq7deWiU7glTEZSwCkKSlaG5KtrxrRSKnaoEE9MO26LISMXt/hlyPGli5ccTG8er8jn04HCvBe4ViyuzzrJe7exdbVKbCJ0C4Rn207VkpbkbqBUOQ04P0321JW25rXqO62ltiJY3Yer8OFKL4phoePiPfw9BSoOeeMso4kv7f2UiXd8Gv7zoxq+unuS4clCC4/jd9LYDYuUZqpYfoBLZqrRxKh1PtzHO0uAHiNzH4jp8MqhTePG7F37ROBT49fjQ3O4LeLzcE3Ccl4tpAUlP5QKitUn8yK+h19OpBc1o0ohpQDgeHbxo+PELG48W83xiW3QoiRXYy0K2lpQUtslAHstGh9a9RZ3uFu4t+Zadt2B141r8tJqdeQcOFExTLBHSpCY1vfeQkmqEvFZUp00IUa66elT1Jsy580WrFWn4FBUe9awW8mnhIEHrGdBg9kLf2sdJWATHYNE7dFFtASPWgFff0FeprLfFaZLzihTHKq85B4mcYtbOTSZrT6Fj/uWVNtlltbq1OIqpQUlSVAa+v16K2elgexriHBq8h2LQbeY3yRsnfp0Kice2lk+SuTRHr1Dsn7CqemJCDYeaSlxTZeUSBuHyQ2E+oVTd9OrBsbQYjIuZXH2fxqm7wNUrR/SnonuoU8Ixdq75gIrDRD8q8WltqElorcDaJKFqbbQAf+m2jXQU6d3q3b4LHtB1ajU3Yrl3jPjUBiAe0p/Kif5Sv93xjkPHLNFguthmySy2FNqbqpxTUcOFKgEqbaSuqiPfQ0r1D2kPFnM9Ed4gz7F+NOeaZYvrGRx6TGIARjiqke5MedGxxg6ziXEdyyu6R5jbz6H5CwlDMNuQppFQ82krD3ySr419aDoBvdw99yWjHQgCczh7vzonsMDWbe1ygFykrmgyoB+cMLxfnWAL5f5rFsaE1X25kPJLiwncEFbqlKWpxIO0+ug+nVm2mBhtw1wU8eeHLpVVu7kx3TnDSScePYB2ihSyfG4GNRHMYtLiJsdFvcabdYo42Slva2d6agJUCdaCh06PNhAY4MyxqMy41HvgaECdPTjVdWW1yYHHd3iymeztkuOtpcJSP+kdQVDYfjqa+lf79IDCICCExpxkjZH6AVcVVPT2Cnj+Bl5XYOIcdy+A6kz7WlbaC2QUJbSylCkFypBDqh8q1r1St1jH1zjmC3H41fNqc76GNzcHNcU9WFMq5Z5KyeX485NnFvhog3ZmzOrdnSWJC48Ux/kVuyENOkKSE6BJNdKAAnpnb4IRdtieA6PSe6T05VIu7mZ1mbhjjHKHgBwxxUBFOCmkI+IHCZ8rvLhnibOX5f7DlH7tlPIc6I66LseP8egu3nLI1mktJUIl2nRktwWpNUrbM5LjZC0DrNw326tra4kJBmaAyPDAasAE4gDHGmLDZbOe6ihe3/o26pHtBxdpxRc++SAemrKtn7yI8sfDnwZw7FZ3k5zbxN4zYpCx+NZcG48u9z7eWycdxqGiFa8dwHi6xRrlm92t9ktkZuMlTMANBzaHHEuOVPMzI2NASS4ntJXj1U/GrvHBPfSOlIauKpgBpAGkAZIEAVMs1WkTc7/+rK8OMNZmWvxR8bua/Iue04r9ty/OnLTwLxnLfeQ2fvhFuQyfkG4xnQPmr9riPubPWoAKfEkcUADeBXh8PhRSLbQpBOCg/moHPh3lpSXMn/qhP5TuUHZLPEuGeOXjTa5Lrion+3uOp/J+USY6EiP2BfOUriqE4+SrQsWdolaKoCRUFfhShgkkcjRxODfaUC9tOutoS4sQuc45NCn1AAuA9dANlvn5/Mb5AqlQso80/LO6228yFPSLTh+QSuPsXSFBT4ZZgYLZMTct8Fh09tlLTikrKPUpBJGT7pstq4ie5i1cgdXvaM/XRWDYdwuWtEVrKY8gXrh/4jhlyoYcj4l8z+QmFOZtk3kDmKV91+REzLm/N576VBKm2WnEZDnshmR91VKnFoSO2mqRU69QH+a/LMZ0uuD6mPT0650QHk/e9WtltFr5lzAcc+uPvqr5vi3zVAZU5KwS8y1BY3AZEu7yls7V997uu3hTjseIQkdl0950qqFUHWm+bvLTignTDixwA91Kf5S32LHwGkD+lzfhhjVY3LjPLbWmUqbY83sBhuOMOzkjJYfZSypKHNi4MpS+89vp9vUbEEqBIBPRiHc9quUEU8DicRiB68QKGXGzbna9+e1lDR/p1BfUvtqVYVyx5M8buxHOKvInnfDJEDvP29vDuaeQLeY+xwqklq1N5ImO4yy4f1gqN8XR8gdepjbaI4tYHNPVc/XQ9zYxjK0Yc2ofhTM+HP55/wCWfgdTC7t5X5NyzjbEyEZmK8/4Lj3MMaY24tENu3NSXotiyC2tyg9tU6iYFNpIKVJpQrjtxHmXtBTFF7AiDBajzNim7jRzJAcgVMSc1QeumVYT/wCqLsy4smy+Tv8AHphmaXO849d4bs/gTmOdhdlyZToftV6j5bjHIeO5FbrfDuUN5aHGo8qQhaXFIKFoO3pBfO1yIHY/DmMBUQ7VDI3WxxQIoPEooIIx/wDLglCBmf8APX5MZLfW8s4g8YfDHx5wFiQ1Iw3HcY4mjch53i1ox4WyzyHYmbZy6mw3O6Q7Pa2Ikdtiz26zwy2FNxEklwuOtw+HWSAc0CcCcBhh7PbnS3WcSeE57teZKDEu/qOLipxKuXEogQU4L+MH+YjJPOTJ7rxLneFYDc8pxnHbjl9xznDZVtwnJ7Rj9gukSPKVyt48ZPc7rZ8tx6/qfRGkz+PrnebYwzPU1d7XDjOd4QDfy29x4U7nvhfkrArQmKvbg5c0IUYotQ9w2+G1jErR4bwWjAlzHHhpJCtIx+ZF4FcKUjzt4zx/B7+cngjEeOIZi+Ped8r8f5pwLaGj9zacX4Q8jmM2tOW8UWGaphlEuBx9nNxutrQSt1UZlmGgqJQKm7Zjp3ROLlhEsQJQI5pIaW546mnEcinOlh0c9jMNKyPjcH8VIAILvUAMM0OVH95Ax2ePfPfh3H4Tkx1vliz3/nDkmFEgRTaXZOM8CL4LgPzJRT95dLvItkB6RN3lLUZWxIBX8hwH/E3atw2T7WzbTfO/btPNO+QQELhbtvn6A1cWtaQ4NAwGKVSfJFr4flR8ErQQy9uBHiT80o4HIA5DLinMWPH+DGzbnvKcOXNkQ28iZzTe1bkJP2sG3ts3Bz7poja0ZEpKFUI2obrTU6ehdy3JsEL5GlXNXDj6+pNX7bNp+omZA4dzSjj1Xh0SterzXwdfGHk1yljyGm2Iqbq7creEDcypiUCtSwSKbS4D6D36rthO65s45nfNiD2g/katV3bstpfCYmkNbkExRD68Ken/AB7v23HfHGLNnTHmH2sThwbTZ5awHblKnCslTbddnYbCiBuqqgr0MuWx+E9xcNfho0cXE4n2VMtHEXEeHd8UKeQAw9pwWnL8QK7Is1vdjJbdXZWZEZsGqIm6hWGVFPyWEK1rSvXC5S2Tc5H/AOoj3132zbpgZq/pHvpOv8sPI9ng5fjduenILFvU4pCCQoB1tBSoDU/MuAmo1PTMQddXMjLfvBgAJ9aJ1xo3dFlptkXiYOe/V+VAP41wE5nl0R52KDFnvrdLaxSrVB23KAAlRJ0IFAR03ucrrK0EowfqTA8FQ9ooYwsusxgefxpkb3BSILUW1gFcG9TnJ6kU1YVEjOztgXtoQ4mKDT09R0qHc2O2yYd9W6Sq4klwyxyqA+0H1DZMdOI9xrdshxGI6UpQ2gaAU2+1PQe39+vFMEEbWhA0D0zrzgx3fXgeGdd760NgGvvr+J+o/r069zGtQGpBI4V50vdylAVD6GmnsdTXXpAnLjnWV7GkIUCFpQEqP00Trqa0qdepsTWvajgAo+NMvckgKo3inSsVMsbD6lKaNFEVBpQkf8uhoaf/AH+o8u2NlGuI972LTbgwvw+Rc6xDlqkxU71FO0a1VSgGvp9T00zbLpuCKeQxPupslP8AhqK3bLLBYmlu3W4MRwjVQU6lOg/GoFB/r1Ztq8leZt3c1ljazOLsgGkk+oLUd9zDEO84VS2QeUvF1iK2/wB5jynkbgpDJ76wUkgpAaChr12Ty5/jZ9yd5a2V1o+3hOOqUaMOw40OuN7s4MHPbqHVfhnVNXvzOiuBxrHbXJeIGj75biMelQT3CVHSldNR13Hy1/iXdwuE3mC+Y0A/KwF7j8AEPXGg83miFf2w5x6BF9Z/KqIv3P8A/u1mRGzLC8dvkZ8kbWlH7kNu7ifmUbC5T1rp6ddbZ/jd5OjY1kMsxQYiRjHAniUzHtoM/evEcr4wFKgtJBHp6Cl78z+F3ifzo6/JumDQbBOlrKnXHoUN9CHFK3KLb8dtt6pJ+StNerZtH2k2DZe7GxBhjG5zQQOBbwB4gFKej80bxA4+DMXQkAaXgOGHLtoJYf8AD1xrhWVScxwG5MuPdhTcOAh90xtoUVtoVFklaUPFepKKApH49T92+3UV1D/9z7iVgGIace925kevsqybP56bbSj6+3iDlxe1fl7MloM+c/4tOakruOUWZmFMMkuLMZ2I6lAKiooPeZKnELWj0JSU016pUP278wQRufraZwflQo8DBejjyyFWWbzz5dup2sIezVhqRQOSjl1pZGWcC8pcXzVw8sxG6RkMKXulxo7s2CATtJ7radyaeu4pFK9B9w26/wBseWXUT29UUe3p1orZ3dteHXayskAPAhewis5hrTUCTGSh1LiErQpztVUtDi1gJ36VQEaVrrQdD2O8RmnNR8amEESLwX2U8P8Ajqh3i/cw26NCcZW9AtEm5XP7qR9qHLeyuMwhllSa75by3k9tGqSEkmlOjfka3e7eZSz5WNU9hKD31C8zXQj2TW84uI9OytgeRPJmR21R5bC0PthRcaaWhDiSUJCgjduB/wAj6A9dTuRjp7a5faAOGJBPQ0spF0taPLrN7w6xFdn2izvCIHEBQ7KJAcW24hXyaS8pG1VRQih9QOim3uZCyORwUhmPtOFQr1kj5ZQ3MlF9QX1USn8hHGN88mPFfFst48wCws5dhGTYfkrzDcwRZcR+wSW5Eq343MXFcDsi6sBSFodUlpwLDZUCoKEk27r6I2Ubg+cP8SMOwKgO1Na7IOIKAYakAqLO50Vp9VJGRGGaHFvEEgakzIOBPEUNn8pNhPIvg545ZQy26ZsJWOR0b0qZlRH1uR2FR3god2O8y8SFI/MlaSD6dcg3Szmu7O4sbZS8vYf/ADZ9Djn0q+2dzFA+0u5CAxrHAriELcvX7xVevPq8afEO32b7wJy3NI0ZhJ3IRMUuU1tb+Y+SlnePSnuT69SbS5k2qOC2nWTvFoPADgvpjjSHQx3TJJFQuxIHBOHYBjUZ4Tw+HxjwTm/Kl4+3g3u7WuQ5CeeWht5xSwolaVminKuqNamv9OrrJOy5ljY75EB9v5/Cq8T4PizhA4NIbjmnE/gB20rHjfK8osudzrvcFffDILjPmTtjxbW8h3e6whStSUttbRt/016K28k1u8ueB4OafgKCNt47kRsYUJXriefI8q2tv4m7FE4y8SucOeZyRFkZbcr/AH1cx3ahJh2mC6zG7ZKUqSjcCBU6Hovucr7k2FkckMjvXiPY0U3t0cdnBud+MC0eGFwQtCH2k+3KlXw8ks+WXiRk83c9eb3drteH++4lb7huE599ttxxtK6hTYHb9wP9Om71HxOkAKEcTQnaYHsmZCcXgcOoXj8aavxNjtmHF7V6+yeQ48zuTKcbnpSFFITGLD7X/TAJ13poSae/VfXuAYYCrhEG4u4k/h6LWHvENTLsFCx3Wy4g1/MgrJqlalKU2+gJIqAKg09PbpTXq04Upzh0U0KPkfKRmXAHIcRx3vKsBkghDhC2iy4lZB3JqApKhpT06iXEemcB2AcxRTLXiSN5OTZQPW0hKSFZHe83Fixk96TKDLTTQAKVFdAEqJofgaH66V6XGCoAxcTRGYYqflHGnCeO1jn8aYTCtkye2/ccsU2hCihLa0GTtSt2pUFu/bhelNPSuo6PF7xGyLPS1FOXPCqxLEzxJJQiPcoACIgr2eY9y47xtjj/AI7x+2NS8zuM2I4p5CA45KqpovzZbiwFobaWrQAVKiANejmxW9xNru5gPCAIAIzTlQfdry1ja21ixlBDnEFAGkJxzXh2VsA/x44X/s3x9i5PJiIYu0iM+tx5KwSpiOFLZG8na2oppSih0I8xT67mKy1Ex6Q4jkTnRfYITFavukGrgeOnMD3ihq8hsquWWNZhkdyKym02y4dhAc7rcbsrUopdd3AmatO0Aahs09T1DwCNjCNCIPctPsa6cGWTFz9XqXh2AceNaNvkNyveuSOYM1tCHn0QrVf7jGS0krNFI0Wtwj/MUoKeg16Z33cJLm7MAcfAiQJ1ACmn9m26O1iE2gCVy9cCcuzBR21/OOubMf40kWNjIrk672nmG0pkErbbUXty2myQra4pArUjSnVfhlY27BlcjVHH3JRyUM+j0AAOLs8u3tKcKaF/594dktkaVaZ6UNSoqVJSDRwb2UfBI2kqWn1ppp1foXiVrXxhSU4jCqXMDE4qhaVxCp6dtDTfbbFvt5hzkvoKg6htle4gU7u/cnTdUqFVA0Pt1ZYYvFDclquF4gDh8P4/CrZ7uSW5u1Wyy2lm+rmugNNuIWopS2oIU+3FShxwobUqoG6vr1B3C4ZbAyuIDOJdw/jTVq11xIIWNLnnJoCknp6cKLTCW4NigKunIDMdtRhqiY7CcS5Aitz2FsPT5C0tL3oUAQUqNQK0PVN367lnt2mxKq5XnIloGXZzqybXaxW16761pJaxGBVGonMkchkO2jy8euUmbDk9ti5JKjWe25BkshmOY90DbEdoWoCA/NddUUw4kpRHzrtQpVVHXSu2N2LmPw8Fc4oh4jh+VWa6jcyQSPAAaADhiAuZ4hP1dKwv8gGSCx3HDZVmvribLcobD97hokIeRDbWp1CXUymj+vFuKVBTYXVKXQpKFFFD0Ys2hr3PcEenHtqBvU0scLLVkh8DVqIGAJ5FM0z+NLV5Bxm43DkbjPIMDseRKtETIMaXPv8AbLLcbhbbK1v+4nTL1IhxngwwuOaLeX8U7qqonXq7eXmvnc5rkMbVz5EIR2VR7u4bEml2lz/lP+pcCeWSrTf/ACH8N7LfMDwHk/Fryq75i7bWxbGGpjNbsq7OR0mDITXa00uQncF1HbAJptOo6yigdPNYNY5kkakOOWGY7COWIq3XlxPHBHfktex6AxhFxyTmeROfGox//BYyu44PduU805Sd/wBzJti58WzWGLss9nQywZYZfXOb+5uTiSPmU9oLp8adEtu8z7NDcQ7aGyyPJDS8I1uon9LcSR1cV6UvcfJm8mym3Wd8cEgYXCMgvOkBUc7BDwRoTrSs8DxS6u36743ckEm13eZb35DKu02+IklTCnoxG75uUBr61PrQdXy4tye6SMSQtcmZcEsEoaQS3LNKt7myPccYx+0RUwg7b0sIdZekKcejfa1SZaQAUCRNcdIKgokbQKelDzLzfYuZaiWPE6yXHoMB8cvXV18oXYN6Q/AFiA8Fz9WAo1/CXnL9swNHH2NmFLk2ptc22rfC2ZbceU+X0onMgKQ4kOaNmujKtqq6dBNvjMlk2SQEhjdOeCHH8cKP3l34F66GEt8V7y9ExVMf+XAL1wotfJO0XrlHj+OhtMa3XCE6zIUqFv8A+6cdYcYSiP3ACkI7i1kE12kFNAKdJvohFavDVLV40Qsr1z7lriAXkEYYJzKdDS7IPj3ncJxKhd31JTVNAr4UUCpFDoQCk1NCOqwSxefqqxNkc7FeNSaFx1ldsUpp6W4pbiSjc4A5RtNAKDVRqnQAnQ9R5ImucmCeunY5C3NSDXS9xlfHJf3UuU4UhbalfFO5QBCAd4BFR/pTpttuNQK4LwpTpe6TxTnVqYPZC5dHWNhWWWUDbUBKQmoOhqNwIpT82vv0bYFYeyhMr1kDelTphtuI5cWisBKH1hwq1pRCao00rX0Otfx6gzxq6n4nBgC5EUV/hFxBZ+beZHrxebei44Fw8m15NkDUlCXIN9y6U6tzC8Xko1bfZYfjuXKYyfzsR20nRZHTMuqCLxP1ko3t4n1DLqRSXO8WTwHKWFup3/CqAD/iOB6A8DT8XZK1lTrhUpbii6tatCsrUfmTTaNyvT0FfT06FZVKLgAprHfuaorvdbDS3BvAS+0282d7ZbKlNuVQpWxXxJ1SQCNQOlAA4uy99NCbSVQcc8fT86wjlwfaKHGFbXFEtMOOlZZElSFfbh0pBUW+9s30qrYTTWnUm1csuk/Ic0zT8+VMPe4N7p73AnnwXpz4plUOu2RuMImzcjz7FbXLSy2v/tI719lO3FtpSTEmGfKuMmklW1KAuKjt7En5JKkkwIoWgNjikLF/UdA08wGgDDihxU8UNQnzlC+eeISJwBd306lxHQFuAAJXEVQaeS80iORX7rYrj9kRIYfuP73irDTgnR0uR3kWOx4RdZglWd9BaaPeDL6FKceUmqUInOZtbXaY3sOX6ZCiHEK6QYOGJwUZDIkwW3F63uzteO6UOphUkZIyJyEHIqWnMoCgu2Ry3i8ubHZsOY4nbrnLtUeDf7HMiXKyrmW5xppEtwSJse2wG5bi0gJKQpp11FaJCq9QG2ofE7Ux72AktcHNcQ7HTgpKe8DCiP1rXSNbFJG17gA9ha5qtw1YlBqy5gkVjMlgW/L8el2G8wmJkGcGHAzIbStIksuB+FICdF7mnm6pUk1oSAdehcTjFIJGlHD0Spz2h7NLsqE24zOI4F6u2MyEWm236wlpF0tW15L8L7hoOsuBDmpjSUq3NKTuBHvUGhlsFy+Js4AMbxgfj6xxof8AUWMcjoyokacc1XpzHI1aXBdwxB7JLoMbdiqIhJS4GCqqUhdUjUDQknX116jXEUjYiHgCn7WSF9wDETgDmv41DvJC6JhYpnshypQxYpzigAFH9Nt1WgoQSAK+nUyyAE8P/CfxqNek/TzpiRIPiKWyzybjL0WI45tquJGClKZKTXsor8dtR61ppX06miRrSQDhTZDm/MCENSTk/nLDoXFrtpS+/IuJte2G0W9jJceJbDshx6jZ2ivr8vyjToi+1kjiMjiO8zAKueGPIc6B3t0x7WRBrsJFXgmPoKWlEt91vce95BLbiLjlbrSZEsojuUQFLDSgQVkhatE1O2uhp1ctpt47e0aJQ3IDHmMz7cjxqi7mZppQ6LViSCR7QO1M+Ar3eF0rF7dzpeJV/t65i/tu7b2lMtrRCkNOB1ZLqwUJ7yBQFRppStT0zu8w+iMTSkjggIx449lE9gY1t8x8oDmAL1Jo1fKC9cdX+A1e7ZYW0XOA8x9tJNvo/EKpTaJJEnYgOMq96evpQ0r1X9smnhuBbyOWFyk9oFW3zLZ7dL5eduGhL5sjQCBkCfy51R3KOXWyJx9DjNqaaiMpZduraJ6nkMtyQyhl9cRClL7TMopKxShSNRr1WN1nEMrpHqgeT6uzkKXt0JkgbG1PlAA6kY0LuW4NbeUItsfTcF22FaRGiuptclcSM8+23Vcxpsaq72hANSfSnVs22O9NiRCWo4h2pxIICKBhmKqd0+xN8Wy6hpBajWjEg4+zhh66pHIcYRgL8ZqeiTLalLJjFxVFhpR2b3Cahau2Aoevvp1brESlnhvGmQBTx9i1XrsNEv7ZVmKHn/H0FR/J8WyXkSA7g/Hdlul7yW7o2W+DZYYly1qdQQlTcUpABKKb1KICfc06cuI5ZrdwbmmJKIAvE5AUm2kEdwwkEuJQNAJc48gBiTTcvBjjrKeIuFZPH/MVou+OZg2FOJgXllqNJVFda2MrZS0pTblVeuxRFTT1r1zveVjna+Itc0cRiDh8OFdM2qNwtS26Y+N5VA4EEE9vxo+mM0v8Dx0ybAbvYlXa4S7fd7RaS3CVKkXGPckrTborba1/amelbgbQo7ELXSg6FxXlnHuEVw951McuGIwwxTHDjRB8d07aZbQNGl+ROYxGIH40qDL5Ng8L7NkuT8U5LJt/My8Lvdo5m8ncUmRbxmGI2MSbejJeGvFuxSlSbThsONd48eFe8xnx13W4zYjqwuDBYjoc5H5o803m5bqdv2pwZEZNIceJyVOaY6jjwamdX7adsh2+xE88YdIGBxVQ5w/1cmkH5RzBcSSg02vJTmW7+WPlZmnJNzs2RWSxmGxh+A4ZkmQycpyLCePsP+5t9std6yu4SJc2+XW53tFwulyuDr7q7jcZrsokB2iSFjEbeNkDCXPQK4qSTxJJxxOIU9OFSg7TC6aRC5ztRICArkgCAABAEQYUw/wz/jnyjyDs1rzy+TJuF8bXJlU/HZNtjg5Dltst7zjars5dHmvtsVxe7yXQYDSGHLjMQyuT3WmFJCq9ufmWSC4fZbW0G6BIfK7ENcP0tbxI/qOA6mrps3lJl9atv96JEDkcyEEtc4EYF5GQPFuaU3TEf4/uKOPhbolgx9sS9jaXbkI6r3dZzu0thv8Ac3kzZzjw3fJS10V+YgadVC7m3C8eDuMzpHHBXOwTo0YVdbazsLRmmygZEwch+OadKIm5eMDbFgiSbRjkKFbGF/8AdSbtIYt0VpJAS13JB7LvdkOI2GiVbSsH10I6eG2jBc1Xc+Xq4URimdqIcmrs/CqD5E4XmxmhCE22QHmEqSWhKkS3Lewva4qGmYY4aWyhTie18yVpGlDUdB57mCPANcSTzQVPbGZ49QQJnQsZJxTkMOLKS8/bC624taFomuRkyW2S3Rt9xxpsLL7WoQVJFSaGvUM3MeoKDSTA8N1YKfTGqblY/NjNo/cILhQsBuQUlMtRUKlJ+43rICKbSo/4gD8en45ml3cPp2VAmB0nDChv5R4wwvJnIynseiy5peWUuyI6WFreSFPlqLOZQ1KiPOpb/SeQ4FF1IB9T10Dy/f3UMSazoCIhJTtxxTlVM3i2hleC5oOYx9PQ0LGV8GSG4M+PiOR3eNDVbVJnRsqD13/UmLe3QXZLpZuMNt6MFFxTL+2QEJFEr06vdrvMob4c5UHBBj7zj76qE2zWhdqjGg8+C8DQRZdb71Z8lYt02FaISrDEYhqiW9qStlCe59xI70x5TsyVFWHQEqNSlvakD2JWOUSjUAg9PQ1AMGhzmj5lx7cl/Gr1wmfaLthcjDVKcgXuDZpt/jMzI7LCJ9gmuPyVSrIpoNKktQ1qCX2nAJKG1bjVJ0ebIHAsU4KPXUSW2PieIMsMeR69tQrgblbL/H7k7iryT44nVyvinJIeQPMtj7VN7xdLr1syDDrkhSVfd2+/4xLl2eaFHbIakIJNASAV8BLFLCVDQFXi1cS4dhQkcl5UVht2bgH7a8NEko/bJ4vTBn/Ofk//ABmkEgFa3AfP3Db9lPJ38SXk6xhGTP4bxxfeUMoOQLhTJTN48fLBh+KeXGFX+TcIaZEZ1GMxLncILrqv+4TKf7IQpZSgxto8xwbXtM810WvhtXslRrgA5rTqLVJQAEIHOIABCmqdfg7Vb3TrtjorqFjo3NcNJEjXeGWYoA4nNOSVQPOfLGEZ/wAkZn58cc5vZuQOI864GtHHnEGR44i4WN5OXWp+XaOW7NfcXvceJeMduFgQ4yx9w832rouQXmXHO06lCvtLt8uy+URsN9HLHuFhK5073AFk01651650Ure7K1hmdFKQhjkZoKqCa9Y2k+37ONpmDo9wjVzsi1X98Pa5uBGouYercQhBIkfx4XSZevLrHZz0h5iVmONchMNCRJWpgLuFn+6CH+4sF1TjLBC9upJqNOrPukBnidEzBzz7OKlMauWx3QtpGyyq4MjC9SuNCF/M9xhDxXnCLllkkMTWJDLFrvD0UKXHj3Nyi/s1uHRS0q+uuutOkQ2n09oxoRRnwxHFOGCUXZfNu5nuce/rJA6H+K5VOfHe6S5lnwOHEeehNR1W4PxVullSGhHHckJrRvtq27QD+b1FBqalu8ehj5ccQU9XD8aN7IQ6+a1yFuvjWxHxRPcl3bH2kPAoZx54IfQabz9uCVFVTRxxYp6mg9qdcPDku3rmprv9uf22LiQBWs9/IQxf818mXrNJ779rtTsp1XqtGj6tqQBuCqqV9AT9OiuwtjbZyOyWTvEZ4gc+Jqb5pP8A1MLGEp4QI5eyiN8NsKWxfmX3WHEqiNsBPbbUqiiBuQN21KVdv/4hTXTqueZntuZRBGQItaIOmKdmGdRbGM6C7LSPfTfZrMVb9maUwjaz9yEVKKhardMSoCtBuKFn0/oT0FAc0li4Ow94P4U6nHiq1tAqnK/KhNAQKE11Podf69eQ33aktbnXmBkbWgE4uFdfd3kbla11P/3/AEp/w61HIXlCcadXnX2mQ2yaAg1qASRr/b6VPTokaw6TlWiF6GvSmTvOnxA19T6ehPpqP+PUpkxyB7K0jcSgqIZdyZjGFQHZd3uEdktigSpwCq6EpSkAlSlKp6AEnrq/kX7eeY/Ot82z2y3e5pIUpl1JyaOa40Hu763tIy+RwCUFOeeU94ujjsbHEIt8UrUhMuUkl9wKBoplgUSgU1qo1/Dr3X5G/wAbPLWwxsud/P1N+MS1uDQTmrsS7klU++8yySOMdoO5/Ufwb+dDXdsnmZOparrMmT+8QVl54pQdSpVEJOxIH0pr16H2nYdp2Ngj2m3ht2AJ3GgH259uNVua4nnKyvJPuqCTsXsc9KkFKWVlIoAgIIIBCVbkgqJA9fenRjS05gr240yXPRSTqqGzONVpO63zn11ruqpSwkp1Cgk+pHpQe/WwAiKic/zrWqQnFq9lRz/bt7ta1hxK3O2SaKStNCK096pBr/cjrTu6FOVKOaceVdyVgrCXGXdw0WrVCilWuz02qBA0OvSA9SEOFaSrDxrE8gvKkqtjhSFHRLiyCqqqp0OiiaUGoPt1p0jGBScK0dSd0KathvjjJGmaTJgbVQhW5aPVXy/KSUjQepqB00buFFJwPbTuhxHWqvzDxZx7OUvC+WG23N2QNjkhqIGpJS58SO600UKXXWpGp6HXt3tb2ltzJC3nrcMh0Jp2AX0bg611tP8ApBC48UzpdnNn8RFmvTzmQYVDk2m5pPcSmPCeiPqCaqpuba+zkqBFSVjcRXX065rvO1+ULh/jxXdvb3PBzHs0k8A5q8/Zzq+7Z5o3yFzW3sZltxge5kuGB+YdSVFWf4PeHWU8Pcky8myUMOyGLVLtcRqRthuxFOtiOJcptaSS0d5VVsKr7U6leWtiZs75b0yMk8RqAtIIzVcCRjyBp/ft8h3GyFhaiRrwVIdxx4HKj2vMF60X9mH/ANs46y42V9uU+2VoKAW3AHaVSsapBpr69HLx2l6p6fwoPaB2hHZrxApMt9kOSfLXkaQp2RGfctTcUJLoQ7IQXnPiEo2oAH4UPRC2QPa3lGOznUcs/wCpkcULSaMDw+5UzxvkLJ+E7xmtyVjeUW65SYdumIYnRLdKtzYcEq1iY2VtXJcNfbSsLCEhO5WiR1IZdOYC16F0R1NwQgZEahimIOK1GfaNEzTE5zWzNMb26u6ShIdpxGoIQETPjR189cFW7MeErVhMhCHLXjd7i5NHUlvaERnFC4fNl1x0tuBxtW5ClKOu/wBFDqj3UrbXcp5WBA8AADtB99GmW5msIoCSCx4XnhgM/hWu95CZzeed/KLG+LcXdU/j2Jux2HmYy1KjtvoUllCghuqUFlncr2rUA9OTWTJZWiZqljVJXIEqg6nnypX1XhFzISoJLW4YE9eYGRqR+eefKg4tjHCGJ3FcBdqtbK7qI6ihxSGEJSsFJ+IU+6qgqfVR0r0TtC4O1AAKAnMJgE6cqH3wBDLaJ2DWheuGXpjS9eK2bob/AGiFe+4pr7N2Oyo6uOzXlNtMqcUpOq6rBoK1J6nSTuZDpmOBRueJJcB7eFN2cDXTtLRg1ThxQGtu/wAh3EeL/wDEenHbefsrrkWK2Sxo7f6Tjk3JXm1ydpABO9t0/j0dubhk+6zTxo2OKIMb26Q0etFWg7YHw7DHbzYzTz6n8vm1Y8xgKUJxvhUBjEcYviU1muwopKVOOkla2EtgK2jc4VhWg09fY9ZcAttmxD5NAPt61Es3n610v6tR9lN24+emjiuDDUhIj/apG4Rpu5EegHaDiXwpZqNCpO5I9Pr0DOXUCrGzAlB3S41jrhIbW7bGnkIILrdQrVJKvzBCHyJKQkUJINa1p6060HKCnCslaXonD30NV8tsGVx5znDdTvDUae4tJRv7Taty9oaJPcWaClfavU2aENubMuxa5iUKjkc2C9az5w8n2Uovx+s9gyrKW3W4+6NaXn0OJUgFZdDq2y4sH9NKEIT6AjX36sL7Lb44i+JgEioCPaaHRXt7JI1kjy6NASPclHdx5BlZBya3Oakvi3WMrLUfurcjsRoKVVd7Ditiw8sAq2n0ppUdBHyDxc+CD0/Gir1wQYkY9KjVuYjc7+aOMY06tS4VvSf3CS08UR4qW3Ae2XXVVYG1NQ2CSSPp1bobo7b5dfcNAdKGqnJcB7M/XVOubf6/e4mPKRvcG5ZhuPqxPtrZTwK/X/FLC5xJbHEJsrUJcaHfVJQmMmK+gBbJSCKyEA6LBovTTrm9xuL53i9e0B+XX1dT7lq9wWroWO29pPh44/mfxzoRube1jWO5dZkPontqtFwSpzub/goKDzT3zVueB1BI0qaD0IK2Tjchji0tUjA9tNyqwPYCulpC9g+NajuaY3hNqzTK7wLcpUibklxLjiQ2C8+tyqiVmpDVBr7jTXq3Xdhtz3md7Fe84rkqdOFVm3v71kYY0hrR0U5mvNbfHS3cuZFYrBhWITcuy/KZzUS0Y3aIvdkSZqloDjriyS3GjsE7nHl7W0CutdOhFlsdlud4beBrdXeJcoAaBmXuODWt4k+oEmpF1vt3ax+JPiMAGgKXuOAaxuZc7gB2nDGtgHx7/wDT38gzcYVcuZc3g4XJdhpl2zE8GUi5uQpIaqhN6v0sIQ+4hJO5qO2G0rFN56em3TyhtLxbwvmvHg4lixxjh3SVc4csAOlTbDy/5y3SF0srLfbok7rJP3ZHjPvaSGsPBFcRz4UoPyh4KyPxe5kyniDIJyLm5Zn+7Yr9HWUIvNpfIdjyXW9v6M1tR2OgabhUevVic638Nk1m4utZWamE4OA4h3JwOHI50AfDcQzSW1+zRdRPLXAfKU/U1c2n2jKqBVybm+HXWMuNPWHQl1CEyhV1EVaN5Q06oFxLDhKiQPf36hT2kV9E6K5xbgffn6qTCDBKLi27kmQTkQhowOErPyD5HWW929E9f7rELTdrmyFqfQ2laBIfbY7hU2VoXQhZG7SlOhU22QIImkBgcQV4j1fCpEdzK6ZzXlXIDhh/P8qmuEZbc7BeF8Z8iFs5jaWrmu3S51uejs3CMttcePFdSAUhxTSAo7zuFdAAR1zzedsdstx9SGtZZoEaFKF5IDgeLXn/AMBzq77detvh9NIXOvFUvJGIaMj/AKmj/wAXaKkvMecW+YrEsSvy4wZitQG3tkl9tx+N2FhUR5mQra2tspBBrRKUgIAr1Ks78ytcP/ca0DDP1r6cqgblF4kcZI/b1npgB7+3208j+OGbxfmeGXnhqQ1b3rtAtf7ha5bE9uJeptulNCPKdaeolcwW8bUqU2ruJbVRYKeisslzFJHewE/skagMsTxHI5LlzoXsYhcyTbp9DXXBfoJzKDHSeYzAzSpZl3i9n/ETl/TdssuF6wmFckXLHJ6m0NCyQd/etyiw0VISYr/xeSAGlEBXoadXaPc7TdNMsA0zOajm8V4qeI5dKAOtbraCYLt2uMEaHH5SBkRxBPI5H1VTjfmlzBIdv/HOfzbYLFBadjRrrEdMKUps/oNvy2GzsMNawCVELUo0qQOhMlltu13P1MTNUrXYBePNDiU6VdLvzVf75tgtWNbGyVqOdiXZZA4AHngh5UAUWHjc7kddlw0MOy3rr9xOltPNPNMypSu4ZCHnNjL5fU4SKlSQokEVp0Ttt/fK9J3mRwUlAiN5dvZVQOwgxhkLQ0OwC/1fl21SXlfydNxfJLbxPk8JKhcFKfs1xDPZbZfQgq7DKEagvtqoTSgUrT06cfK3cowwOHecQ3r0PVMjTjbD+2PTT+45oJxULzHTpwq1P441W3GuThHy5b9viXRmUxBeeKY7Djr4S8Yglu6rMkpoCNUhFBqeol3t0+32LmEDU7EDmnLs+NNsuoLjdI5pCAndJXnz5LT4ec5GHxMCX+xrCpDjMcJUwpLgiOIST+ZK17SpIBIJ+O416qUlxcywSNnPdRG9v8KtLGWrZY3wDEPx/LrS/v8Adji0UU6N234laioFzX4GhpRXsSfQ9V3v4LjVia1q6m4+mVQm43ebLmApWXNCFbFlO6gFDX8ze8+nvXrCAcSaW0kAA514rjeXmm06rWdzdBUn8pAKfYKJr66fjp1jBitJkJDe2rI4cj/uN6uh0BEZkih1SfksApUDQGtCPcdEYm/suceYoXI4+OAMcDVBcp838ecfcyQuI8pyvH8Vy7OrXPu2NXbNcit2Hca2O4fex7bjaOUs3ue+JgtgyWQJIRcHEKQyGEqVRC6ifa7YL18jnyCKBnHSXOdgpDGhNThyULkCtImvvpoGu0FziDjk0IU7xxIBxxQoAqVsFfxwXPx5vPjqm7eNPKUXmfFrpml1kZzn0SFHgSHOTXLfbZF5w2bHiqcbQ7g9rkRYrQ3LPZcSvcrublBd/sLjb7hsFwG/IrS1weHNLiNYIT5yF0/pRKVt95DfROnh1aiWhwcwsc06QQwtKnug5nEknAZUweLBk3FZQyNgWE7Wu4ras7glpjcoULrjhohJIBVXUdAea+nWirGPkwHHIc/ThUVkyIb8yexBe76IL4huElJWJCEDvJVt+NQuoABIp0tCinlUR+kPIYe6DWJltKfC4hZXIDgLbjASVhSVj5JUkaCo0NelsKOUFD7KSRqGnNa+IOJ3cKSYFvj2dCylKnmGGYaqEhO94xkMldBQqKiTQdbdIHO751HqV9iqnqp2K2kbjG3QOgT4Itel7j++Jku7b5HUtl1xsSYy1KQ7tqhS2ipRUptytQT6jprW0Lhgcak/Szkq12GPHP8ANax0ri+/PwHEfuH3zKJKKw5baHoTjfbU4dzTiluLe3oA/wCkWkjUqCqDrbZIw7WAjkzAx9v5Y1v6OcN0k91csxgKxd0xDJrI66zIgyJDDKhtlRGJDakNFtDm5UV9CZMctVBFQa0qNCOnGyMdkQtJdG9qlCg4+mVJE/mP8V/JbyX4pa5t8Mc5n4r5VeMkufkqOJYizHsXPGF2yN/uhUbExGShcHlOD9ipcW1yVLt9+aQ5DSlEh1sqO7f5gudssZNsiYx8Ur2vBd2aXRu4Fjhi12Ba5FOk6mj/AKK0ur03d04hzGFrgOWDmyt5OaFDmZObi1XN0vn38WnOo8geOeMuamre3ZTyvxPZMuudjZdS6zYsiMiVasqs7S0LWG24WS2yWlDRo4ygpQsJWkjpyUMfauLQ4YhA7MAhQD1Coaahb4W4saC1zSxwUFQo4g8QSMOlFD5TSU/7I5Eqa7sbuooK1NI79AUihNPx6Xajvwn/AEO+BrVyQIrpf6mj/wAzTSXrI2/cbdAMdK1KVEilJV/kEtJ3dxI9U+p9f/DpkPLsBjUp7SpPpjlUqzzFIV/t1vjPqWy267CU4lJO5KI620kj5FJDhFNU1oKe/Vne9sjGgppwXqn51U71mgLiuNVUi64VDmz8SfvghQmpkp+e26lh5BiRY53uJLqlKDxoD7Cvv6dWy/keyyjki0eI4NRoOKHpyFBNrtYZZHNlXwgq8SozTqmHwrIeFbmIZVzXkbzTCpdgs6HTMf8AzCZ9u6XIDRSE7NhCiCDuJAB9uqTe3MjLeTw3EvccOh4nto023hguo3OAbG0HLNOA/Oig8jeQsTyBifAxuxPIt1tacVeLtsQ3b4zjbiVCHEaUe46r4glZFARp0zs8N2ycPu3HUQQASqBMyfTrTW/XlrPaAWoPgNILuAJXEgcvfSqMm5Nh5hmFswjG3XHp0me27IdtCUL+5t00/ZS7Td2llTjLjLqd6SKmg60Nlutx3+O2LSIi8OLhwYcyTyQHHhhTUO728O0PljKv0EAZEOBQYZ4rhz50ZP8AseHgdms1ibdSt9uKiTPW+jclx0p3NFwEblOtg0Kf8RT366PbW8Noz6aFTE0IFzOOZ6mqTdvdJKZDg4n40OnMCoV0ftaVBp9aF/8AbpdbTVDzaz3EpAVoAjXWnoKdSGXEccxU4hlNiCXTqTCj+/jxkYHxhnN1yTI7bDevdxhxm4Dr8cOy24vbSl5qK4uikqKjRSUjcAT7Hqs+ar2SWwdbWTnBpQuaChI5pxA/jXQft/Z2kG9CfcGtBLSGOOOknt4njxo5/KvJ4+R3fFb3ZrfGjGE4p1l4JDYkNlHcERxadAhzZ6k0CgB1QtrJkjfE8lMq6V5vgZDLA6MhwIOIHvqNY5nmHclQWrOzJLV5xsNypUVqhkMTIa23krWw2tKnksPgbfxH06Gs26e1u3S/PCSuZw6fhQF00c0QhJSQg4dBxpYXkRhOHeRzXPHF2EZPacavWQ4xmuOX5FwlM43Kt9hyS5s3K8XOyo71mty7TabshakSoy25Dch1Jm/Oryuc755K3DypuAvYI5Jdukm8SORgdI5r394RPADi1wybhpe3LFRVosfN1lv0QjJbHcQxBkjHaWBzW4awSe+HfqJKtyRErXk/kJ8KbBwRlFi5HwW4YrCx/wAicVyXjy2YhbMzayrIUZhibuK3TMMntUNDbcWFZbnhN1kF0MS5CGrwQWCsLITMj/urbZ0t9HJE4Ozf3TpIKEgYg6kzTA8KkWlzBPI22Y5rmBzD3R3Q0uQBTmFxXlW2VxXxpZ8JxS1WaJbmmLbY7VbrDamI7STFi2qyW+Lb7XGjs0Dc5+LBitbXVg1XUbaVPXJLLxnN1tVrTxOZXEleq+uu/Pc0IMFAA7Ew/CrFXLYk3FpqBJ+3bjxFx3G2QhLiwrRt90MpDbL71SVEAHUgmhHRVtu6R+KolRnksYcFCr6fhXzln2TWPSxdn2mYL7MR5+ZdSg2ptmXJYjB2RKc7caOwqa622la1JCFqSCaUPT9xaAxaELiRyX2UxBIfE1YADDAofX6qUPzJ5a+LHEd0kYrkHLFvvN3jXm9w5aG7ReJsS0O2lxUeSiQqDDedmsw5REdvs70l5DhJCUFXUePyhulydTWKAhQkLjk3t4nGpFx5gtLP9ud2kuHDEYc/yoMst/kJ8NrqpdhHIz4jT6lMtWL3liK2UAIiqQ67GR3W1klSwQClJCwTU9PSeSdz0q6NmWWoD0IoafNe3NPhuc5OaV8QpdmyOxjLsFya2Znh76wE3bHpzN0ZjqdILoeDDi5ENxDnxWy6ELQASBpTqtS7VPZS+HcMLJAcnBD6uBHUEijEV3BdR+Jbva9iZgr7eIPaBWEk2OyXueDNUw2zCYdjrW4W0qDylJeiz4SUNpQ7IjvJJqSAUmiq+nU+0mmt26G8SCnuTsI9lRJreCUHxBjwPKoDn3H5tFnkP2O5JnwZCrhIXMfQyHozzkYmO8+y2n5OSVlbSVABJV6prRRs+234kmaJAQQW4KUReHZVcvLJrIzpOB586TfypaUXO6cp3tH6yrFgs+clQaUHUSI0m3w6Sk1QppL6VHb69s+o+fV8tXOUEHuFyp7apdwRi7BVzq+8l48jNccW26s22JAl4Lh9muFrvjjyTLQ5JssVc6BKnlJVW8pff7cVxP2ziVUSUlQPUh0xY4FCTqP45Ut8QfBl3kGPJBj6uvA18eBPg/zZ5i8i2jEuJ8bmQeM7Vcrenk/mTJLY+1x3x5jT8tuTe25sqUlMfMc1mQu83bMcgrelTH1oEgx2A44mBPPqmcyAB07m/KDg1QEc8/pHLieA40OuJ7a0Z4l27S0jAD5nkZBg9WLigbmuQOxFnHiB5k+IPjzyr4s+LNmd8hZ3lfyNhWCcNMy8nuTcXjHxv4xdzjPuRfITyAul8nw7PxnnHIt1zaDhcCLGkN21NlsMz7Z+T24SFc2+57NgsfJz5/NE19bbO6SGCRtjBJcT3kpkEsdqy3hY+R7HviYXMAAOkNeWxvkNUzzFLZ7/ALWLbc3zNY6dkr0Ble/w0SEag5WyEapHHFyIoU0AHmgeSeEvHxeGZ3ir9kyFHKmYWWfOhNpVjOUS2nLCiffcGuDTUEZBg0iWt5MO5pjMxpK0PBkOJSXVdx2S7/uGwWd34NzbNlgbJ4NzGYbiLUFDJ4VPhytykZqOl2Ck1k9wZdM7w4mVjPmUOAAJQjgenDCoR4HXGU75KcBTYSWW/tLu2H9wCm1RZ9omwXWagiq5KnEoCRVR106nRNJvAB8q4ryOHtXKlukIsXoMo1Hao93OjO/kh4esWd+PvJFukW+2v5hAvknOGnY7f/c2uBGeQ24wvd8nGwptIqNanX0r1PlhaY3NLQ54xx7QEPGpG3XQjvYZSpiKMPI4H3A8O2k++M+XQ7zdhCluBMa12hqNJfS6pIiqipaCQg10QoJIqdK0659usWpungp7eVXa1lbBcNccG6hj662E+Hs4blWS2t2p5yK/CtgbYUsKS6pKmg0HHUr+Sm3a/iPqadee96tp7G6fqKd7hl2L+Feg9nuWXVo1zVVMuzjQkcq+L8bMc3nZ0/N3Oy3XHJMlwt72k7huT6bdoVUEU3fTpdruUccRheEJOCDPt60Su/FuZA/Ao1MeAGX8avjirjqwYTDQ1aKvPdlCS84AlSyo/rEFVNdx0pQ+n49A5mCS8dcHVqI4lfT8KcBcGBpKkVP5kxf+6LRBTuKA7K3q2k7N0GUUgtH8pVsoCPcfj074LdOo5JSF72n1/hW0HJnNtL7SCFEV1B010rpU068OzXUbToamAz/GvMmGVeY3IJQST8lCooTWo9NdTTX+/TbboBcca3xr0MkhtUuSe20KrqTUBI1+v5T1NhZJKNZBJOQ5/wAK0SGhXZUMXN3kxjXHEN+K1JTIuJBQ0wwStRUR6nbU0+pHp16Z+zH2N3nz3eN3C8DodkjIL5CEBB/SxcznjQDdN3jto1cQpGA5+rj+ApVWfeQszILmbhdJq5L6wtbLG9X28JC1KIQw2TsBoR8zqfw9Ovpd5a8s7F5Q25m2bHAIoGgKUBc5Bm52ZXlkK5xeXd1eyeJKQeQAQCoraeQpF1cFdgG5Kju3HcabQoUUNQT/AG6tHjNICDCoWpChzq5bBLkzVNpZQXANoNdo9TVfpXfVQ0+np04JQ0d44c63hnV22XF7XJbDt3dbi6A/9wotgrNCVAgJI00p6dMuvAwFwTSOJQcF4+iVrSXOwUjlVuWHjqHOjIcslrkXME/FSWwlCwa/JtxZOxG41r7V06p+5+e/LO1uc2/v7eN7RiNWpPUFXpRO3229mAMcbkdzwHvqwoXjnJuwS7Pix4HcCS4h0mQ5QD4pqAn8p9+uabj/AJD+SbCQxW8j53BUQaV9RU0Yi8uXRH7jmtPFCvs4GpGx4oYXVCpklsKB9EtMhOortqsV21PVOvv8ndqY0/TwtBOSlD+HCpDfLDSf3HPJ7cKnNq8XcGjqaXFvMmOhAQeyiW200dpqQQmiyK+vVF3P/JPzBcROZtRt4pTgHENJC9pOI5pU+Hy3YsKyAu6KatOLwbiMdpKQuPLUgAAqAcWT6/JajqdeuT7r9yPuBu5c+bdpe9mGOLfhhRWLb7KH5ImhOi1nYvH2PWxNBbkq2nRW1AB9KHRPp1R5d535S65u7h+PF7j71NSxFDk0Baz0ex42lJQ7AZUlQoUEAimlQQRT16aZuL3lZ5pNX/ERSixMAFrpPF2DT5AmC1xkvgBSVdlkuNgAj4OKQaNqrQpPxPuOrTZ+Y96jhEVnf3LIAPlbI4AepUpoxMGBAqhOW/FbFMpZdvOPdmy5AwlakyYzaUsSFlvtpRNhpq260aAApCSkelNOup+Tfuvvu1SiDdJn3VkSA4SEn1h2JafceIpqS3ie0nTjmowI/MdD6q0zfL7HOc/HDzJuf++8Ul2qwXWVFXAv0bvOWu9W511yk62y1p+3kR0HaHGgQ62TtKR69esNg81bV5gH1e0TCWNrBrZ/7keH628l4jA0Fu7N9tCZX6SHPVrwqOy7v+lyZA8edF3jPE3IeRZLgnLuKR122yyn4sh69B9aHUKQrtSVNNMrRI/SirKl/JO4aex6tsWhsjZi4LxH4ev2UJl1Pic0NJauB4YcfV0pvHKt1kY14u5fPtsxyfcI2NT1l914yJDqvtHCqUpW5x5LjiztJcUdwp7Dqr7hom3XU4AAlU4YZUUtmubZFrTgDgc861tvBWxpjzeWPIrMW9qLem5SmH5KQE/cFbpS224slIDSW6CmoNCOpOLkjze9F7Mz6cKTaNDj4jvkjainPUc6ALPOS7pzTlOccgsOO9qXdJMa3dxa1EwoUlxAU1uCTtkOgqp7gDqayUa1bgxAPVwoSA52qZ3zOcpTBFyT1VcHjZFunIfOnC2DvW5X/wBt5bjcVxHaSFuJZnRn31HQjtBpo7vep16eFkdynZAV06w9yf0x95x7AlKF43boH3SgvDNDRzLyGtHVVrZH/nfzpnFOEOA+IILyI5vGWWuVKit7ai32OIndVpNB+elNPiT0B3XcLmwhbNFi2SYlxP8AQ0L71zo+yyhuy2J5Tw48B/qdgPZn7qE/EsQchcT4PeC4gszYcJ0tgOJ7TLpbG1RSohTqlUPsQR1aYNxF9ZxyIQ7Q2qa+wks9wlaSDHrcgAxpoWEY9BjcdR3UoWXHYSH0AlSSFFn4qIL5e3LTUgAV9vcdMPag0nM0YiMbjgOfGqNurrqJ8NlwflVU/LcGkgFSS0iSju1WfUbvj1jWjSQPTtrbWuzJxQZYULGBXS5ZHN8jMaktJG62yftkpQttt0AO6bqkdwtihI0I6nXxkDbR5/SUFBIAzxL6MZuB640InibwvGu1nyWy2K8ON5W7d7mgxkLackMqkzFoDL8NwpU8hsflCTQJ+nRK8E1v/vHAtVUwxzQ9OdQLBzJArdIc0gISp5cKLC/Y6/404Re5OVvwZFxmtKYKmd63VRUpUQGmXkl9iSVH5bVFOulAOhsVrLfuBthqC8MABkpojc30du3/AKnuOGAGZxz9OFKzb5Uv2PXK85ZjMp6FmV0uLj0CYUFK2XpS9kAEqqHBGJSkJP5qH6nq921i6a3+je3WHBrUXAkIAMOC59KqE8whkNzqLCxpeoxIRSU6kZda2P8AkbKORuJPE7iG+3e+OrzfJY+KR7xenG/1Vvz4zciW8lhKkpS42yugCagU6pV7a27L+4bGxojjfoAGQIKE+tDVv2x8r9qsnTOeXzRl7jxII1Nx55LXqx6445mHHV9Xk10ccfdskgypsiQ3vUFMlTawHVrb7u4EhNBoSfU9IaHh7RFnqAwqUsbo3teSAGHH1ei9K1VOZGbcrkPMrZAfVLtrd9m9qShCm95UuikhNVFPbAoTWvpr1ZLtjpInMeufpl8ap1vMrAQO9n6jyon/AONHnC3eNPldi+YZ191Owu7sGwP3J9VV2F5zaYTzC3B2/tHFna6NFeh9Qeh+22MksV1tweWy3EQ0EkAFzCoYf+MKn+odalMum7beWu9SN1RW8h14FxEbwhc3PvNIGKfKTlW6tl3lxhtx49k5hjmRwLhFYtipMRm2yWl73gzuQghpdXl1IrX36or9ovYLv6WZpjkBxBCIOddcHmza3Wbry3IlamWCrmB21rEjia5+enkDmPIPJEt3HIVslSGrJGnodi/uMSK+rspYkAdrtObKgj4qNNT10P6+CxtYraMGQMYgAOSlVPXpXJtxurvdrua7eWxvccUCoOAHbz4551eOL/xk8JZ5d5sW/wB2kvxLNIlobLc0JeIUhtW1qSzQqjtvUBH/ADaEnXp47o6JrXOi1AjIkigkMFxMTHHO5hBRUCYe3s+NRTK8X418GJbDGPPiRDkuqU4hCy72EFpxC3wab1FCBuXQ0CqUrXpg3bLqUSoIwGnDMev4VLtbd8DnF2qWRxzPzOOSDph7qrPyAxnB/ILjuJyXgl4Rbc+tVits4s215tp1aFzapWopO0PLXTcaLUdu0adTztn92tzbyd5wiHhkhWguKlpBCFpyPLhUs3P0zmyNKOEg1AlDpTM8Vb+kj10nV3kbLeQ+XbTxxm0KTZ7fZrlITc7pPdBn3yVCGxO1zb+ghK9ilCtSSPQdc6fsrvL8s9v3zKX46uCHJqZgc+SUefuTtyMevSIWt/TmVGZ7enGmRM5jlnj7kmCZrh17cYu2MXW0zoDqZhhiUl5RYfgOpaNFxJcVKmnUqqnYvdSoHUg379tuo7toDo9Wl7T+pjsHN9mI5FDTEFkzcrGa0BdHI1TG8Zse3FjgehzTMKONbrmEZFx35KePeLZPZ5LUiLk+L2+WkPbP3K2XJ6GhF5slzYcqUSIM4ONLSr8+1KhoodajuZds3V09qdVrrVhC6XsOXYRk4HEEEGigih3zZGQXTdN6Iw2RpAVsgwcF4gkamuGYINaU3nVNzDx18upXFuUG6NYnenbndMNuDqnExr/Y1uhE+yOPq2pdmW4ub0t1CgFJ9terdv0AuIo9whc3RLEo5YfMP+JhzGZGNVLy1I+2mm2+UPBhlRDjh+k45h2XQ1MLbl1hsNos/wCxS2hcww09armGUbrpbJPbdVaKodo3MtxpRChWqa1r1UrGR8L9Qw4dtXOWIT/MFYi8iDmvqqvfNGzHK8ExjlSPdEXHKrKuLPYXuO+W1GcIk20AdztPLCSlR3fnFPXqyWkzm3I5ByhMlGOHwoLdsZJGJHlXNCZ444e0FO2rL4cyHJLvxvYsik4zLtq4uxyLLejbmg+httz7VxYqtpLym1OKV/ls2g69WbeIZp42zlju8wLhkUXH41UbV0LLwguBLXKOuOfYOXspq3HWbT894UiqkRnEIRFlsFT2zehG9bcgOoShIS6hdFUBWU7qbq9c3nWPVG8q5FHBcMMKv9uHTxh4QDVwKjPFOaVW7ePtDcd6FJKfkEqNDSgqNK6ev4V9OgdGmuLT66xybc2xJUhRTt1So6Ag19UmhJIA9T6/6dac1W4cKfEgOWdY3I7S32ypDiK7W07RrQKWCAkUpUj1JI1NetQnvJWy5AtFH43Wnj6ZYLkGZMYclLeu8a8JyS7X6IxAtaHGDiMvALNbrUrHr3cJkRbqJ37tOacbloShpotLCwQIk+mOldK8ACFx+Yk6mjlpBwxJwoPM9LrSA3XoJCl3NEaANJPMvOBQNBBWtR3+UbMofIvk55Irxa5SxDenYRiQkzrZc4M+JcMOtFttUuws2e9NxLlZ1C7zXUONraQF0ChVKgsvTOmbb/Rnuuc0E4qmeSFE5kZpStvc0x/UEIdZQYg5gKQQuBBAwyywrb8/9OBml1zXwByB6832z3S4YrzNPwhy3Y/h7WHW/GoeE4fYsQtCJchuQ85mOX5RjeOQrpebs5tK5T6WU17aj1D8wTm4Nu9Gh4hLSWr3tLuRy9WGZpFkzw7y9iDnFoki0gp3QY8ELQFXEnUrkDVJK0/0SJUpxqJHbeUl1TbaYzAWtx6qkpbb2N1UtSidBqanTXoAGtTW4/woqpeQ33Dj+dB75B+YXhT4GxJ87y48qeK+JbrdCLw1x/dMgbvHJMppMd9xtFl45xdu+Z9djNjISW1GA00t1QQF66IdLloGeAJwBXt/BaXFZnU4uOp3Fre8QmCIFQlcnaR1TGkhc4f+rT8MMKck27xp8YfIPyEnRyplvI8wVjfj9hEopbpGksm/qyzO5kRaiCvfa4iymtNqqDpHechOrHMAZetxb/6Tx9cwROjYQxkbXD5S8jMcwzV1/WDl1RVHKX/quf5F8wWqJxNwV4p8IR96yZEqx57zRka6pKkR9+V5DidlZXHQKqUmD89fiTRPSvAlEZc8EN/qJIHrQMHvwp9oBlDg8E6U0tYOOK94yEH40FGU/wA9382eeKdcX5eZDi0SSiOtuNxlwhxFhkaOxKX24iYq04ZdZiUqCSmqnFONgbndvr1Edd7aw6ZZ7YEEjF7fxcTh249akx7ZeP77GXjlAUjUAewMawBegGPKqGu/8p/8vF7eW9c/5CvMGKvcsK/b82ZxuMnY5tWEs2jHbZEFDoNoAI+QqnXrcctlKQyG4gLjwa+Fcema03Jt87VdNb3Kf6vHI97iB151g4f8rP8AL5iq3bta/wCRXyylOQv1GU3jkFGVQ0LSNyWbhb73a7tbpGidA4khQ020Osl1q5qYHEcQ32ju1ruOcoUHo+RuXDB3uOGVMC8I/wD1Nfnfiee4fgHli5i3knY8nymAxB5Lf48x3H+XMdkM91TFvkjBLbjUXKoSZjbDgV2U3WOgO9lxwqQ10w8vY0kFqNaTyBTh0wXEYDBWpjTE1pFKXTRPdmFa5CR1BOJ4KCeaHgdoP+P+LxJb5N0ufDLd5s2GZ1kGfcuRcNvrlvkM4w7zTl135EmJ4+ulvRHTfuJ5d/n3E2lyQyxcoKw5FmILiUrUW23fId4jngaW/WW7WNdpVO6AAXLk/EagFGIIONAvp3W08Li0tjkJQHhmcObEXTkiJV++Sr7cnG88jPKo2qxXRPuCkGO9qVA+lfb6dHYVHgHihHxqFcr4V3zEjfwpT2GXyzWuyQq9sOfZMJCgUhS/gkHar0SgpSSfep6bYjP+KpTwCS0rUMuuZPXfJYlui7HWkIJ2qcI2D/FR2aLWdpKVJ+e8AU16OiGR0PiNyRAOfpwqvXxDZtDsh6dnbQ1838SZHj7V4zm8RHkWy6Nvptk1KVBr7l5KlFl9SShtLjjaapNd4NUqFQOiL5dVpGCEdGxHY+w+v3VF21vhyvY9QHSagowPQE8Ry9dY7+NfkJGHZjm6pzBuDt1kKhtMhHcNCHCEpaQjuK7p0BKlVUdKU6r12x3ghvAvz5UV3EMfMJQULYwEzVTmTyFMP5vvdnOOpYchQbM7kQmI7TkNyHcUh2o7ziFhDDyF67T8jU9E9oZ4lxoVdLfwSqrvB8OxIPykoPwpcvj5wHGwDkrOuZ7k+iQ2GnLmwy9I3NNNxG2lJZCNwSl9SWTRWtT7e3XVNqs2ss/Ed/8AaXt0KMtPFPZj60wqmuvEl8Id6MDlivAHmeXupkfj1Bs/kXaL3ls5n/tG3dkcNOKr2yhOoWs7e5uSdUmhpqOqd5gu5bO5ayykHhkLqGRGWFWbabW3voTNcMyOlPxoQPKHAscwa+pbt8pUe6JfUqGpMhIDL+9P27amH3Q293SQVE1/06HuvLlxD3nEjE5E9nWikVlA1ugNJa0nA8lyTl1qxsVsws9jxpEq4ON3ltEe5z33puyVEUUJdRNhqYIHYqPkFHdUHTaR1UJ7uYyOU90EkHj1x+HBKNxWrAxoC6yBkAgOYAPDtqzBzLdMvtc+HJuLksWVrs91D3yUVK1W84EuFLimE+g1FfbrLaQEKGovHn1omZZZ0Ez9YjwxKotZLxHy2wyfJGbaEqcTIu+LT0IZcCGWQmI8hTDQQf1H3Q2v835aDTWvU0SMljfGzEhnwNIDXMlikIwDyB2uGVBh5x4bZeM+b8yu+RSITsC83+DNh2+ShhbLDc4tUO12qVOLcFKgAivR2Pf4YYow4kfsgEjAkoiDmOJPOqnNstx9RKoahncnEBoxC8jiieuhO/mVtd/uXhn4zckYtfLJarbxV5GYq+q0zLZLful/uXKGLv2CIqHfGXjDg2a0xcTfTLjvNbnfum1NLBbUFcx3VznRzPYQQVBBC6g8EImXFceKJjXSNgdGy9hjkGoujGIKAaC13bietEFyZ/LZnt15JRxZ4WeLuSeREdu5xMRx3Ir7GyC3S+VLtRDKjxbgdvFjyG62aVsUqM87vffbb76kNMq0omz+SZjt7JLvUZw0EtamlgAUgvcgLgM9OAxzSuvT+cIvqzBaaHNHM4k80C6R0OPZRIeLHmVmnMdxyS2cocMZLxPk7N/dxuLDtsNnJLB/uO2vt2ydhQlWebd5gzK33WO607GktNoS6hbZWspPUXc9qnsZDGyJ4cMwfmHa3PlVitdytr2Fmp4Di1QTgDzxyw7cqv7nPIsqyTGrpxpY8LyG93vk7sYLYcUfjRmZOS5DksiNZYGNLtF3eZNz/cbrNbjLYolCUuF2qQ0VASyK7+sjDg5g1ZEEH1A459KJxttTA5wewtDSSQhAa0FyqMMgta93LXh9h/HszkzHvIHOb3a+UcFvcvDeRcfs14sthw63MYq85GujVrz2bCuGZ32+WS5BxgqSY0SczHVsS5RCjc7kXe1yvgVpuWMY7MFpD2hwIVCVa4FqDGqZMYtwDJwv072qDjqI4KMgPeMjWBjcAeGmL49Z5UvxYzTLbPe2Q8xnF+sea364zocijKLrCYl3q23WSyrVSECM0XAapSNOqxdbjuYkV07AFyLgEXhknt4VKhtNuczVJEvVF9pJ+FQiF4lccsN3Hlbwt5ftVkubUpdvuGDMLuUKbEmsdtX7JeoE65sPLYmLSUttTGS8BuCVLoemIPNFhcSu2zd7cGVrdRcWEscFTAnBerT7K1NstxaA3m1SuYSmAIBB4Bw5DrwyWrDs+WX/ACDBZuLX7Dm8Z5mYuUawsolW25N4y9fpDymIsxu77HoCsblONB6VLeUmNDjpcW84htJUJFjtNjLfNkhLHWL3K0lwBDCQC0qRjig4p1pN9ud021cZdbJg0q0AkamglWgAngvblnVGc+4zmdgtfiw7bORYuL2jlZzlrjLlTKsLzmw8gYJP5H425URBcybHL3bzKszrEPAswtjE9MWR9ol+IhdFHd3Ojt8u7I2YmKBjWh6KSUb78gO311y4eZt6PjxyzSyObGyRrdOklrm/KVC/M0kccSMMKU9l6MlteYcn2FnJrtldgj4/kLuUXCbEDb7ECHP+2it3J0WeyrEh9QZWmjDSXwuqKp9GzFDBJ4cRaQFAICdnAcMcqKQzSXFs2SQaXO0kjPqeJ9i02XiXxs5nza6YLJ5SuF3tnFmVWS3MQsPt06J/vTO4rFnYXHjR45gmJh+LwoKVGXeZKnZLaT2mEJO91NK8xeZtutG+Dt/euOLiSGs/1J+o/wBIyUqeVdM8m+ULjc5/G3p/h7a1FaMXPByC/oCYkhXJg3ErT4MK8lbX4y8IWTgnxi4h43sbtmxDMnOFMJvF0yG54QxyvKt8jMXZ2YzrldkZPm0/PY8GU992+/Dgzrg3FjqSIjxIq9h5x07nbwXcenb7i4bG97cXsLu6JCT82OkFQEbllVo8y/Z7Zd62i93by8x8e+WNuZtOo6J4osXxBmOlwZqexy6iQQ7Ogev/AJY8vcWcVp51zXOci5F5KzmSjJLher/2m37mt9plyGwxZWW4lqs1mtzISxBtkVpmLAitoaaQkAk+jLSX+3ObBbqyNmBDTj1xwJJOZOZryjcsjlgbPERrKFpBIw4OXoEwpe3kv5Tci+TeGtZhzNMQVx0srtEOK2W4zQb2pSuYpe5T8hDR2opRKBX1p1Cv55JCkbWtIPDMrzJxPwpu2aWDXPI5+KguRAuaD81rL+L3LOC4PnHDN9nssKfh8mcd3Bu4BxRFtt8O8MRpjJS2aqblCWVKNKAeooOosTg1zS7F2pqnjgfehzoqJAbRGqAYntITAlwIaSfeKdf/ACH/ALbbOMuasqgQocSS/i0q3RpyCQhyBdp63g2EaJ7jiKKCgAdpApTo8MXq/F4TH/m/lQuzL9dvGXEtEgXqQ0ofVWqlwjdUWTPFWtXdLWSORlrbbB3qZYdQqVHSKhBLoFAPSmp9OqRfwNdI8EL3yfeuFdBt5C6NrzwHwySti/g1N2kRI15ebZgIuTMeLB+5UWUpYQntIix0qHwSSkmvqoip+nXGfMm3tmYdCFusk446lOJrrvlbdGDFxV2kBBiAOS+mNX5kUiK0VW8LaW8CQ+lKkOIQpeqnUkaEE+tDUD+3XNZo3wy6HBHCuixyNkYJG5GsZa4UiE13Ay660p0qYU0FKAO1QQkClVFO4GhpTTpAeJDyPFaXUGueSWqBmeN2yXeIqMqvsiei12lElsvPJh2qdNkLdO/clxEKG4QCN1RT36KtsbuS2ddMiebONquehQKQ0e8jHKob7q2ZdMtnPb9S5QGrjkT8ATzraFiOuPOuPLUVJ1NVUOgPt9CPf6dfOmGRz3GVxUCvODgiAV7YRMqUXnVBMVgklRpQ0/xFPao/HoptcMt/dANBcxUAGbieAT39MaZe8Mzz9MaGjnjnxdnDuNYqpMucEFmQ4wd6IdfjucCakqp6D1PXuz7G/wCPL9+LfMXmsGPaGoWtIIMpGOhnJo/U7LtNVPed7EDfAi705bgh+X/UfwpYWdT373Ikyp8gyJ7+7c86sLDaiSQttHo2SfbXr6FbftdpttkyxsI2Q2cYRrGhAB+PbxqhSyzSyGSZ2p5Pu/AJQ03eypRIUVJ3kqJI3V96+hJFHK0NPQenUl0KZ005zg4BuVe2yynIzjUZhv5qO1NK/EqASQioPyCRQFXoNT01qIHSluaD33cOFEzgsy/R5kKPbYq5slxLf/bJUVJbRXSU84kaUPoB606rXmLzPtvlfZ5953aZkVnC0nvH5iP0sC4uPuGdP29q67mEUQV5zTgOtHRi3HczIW4U3JJP2yEhKnUk7VOKqNyW2q02n6+/Xzl+6P8AlR5i8xvl2vymG2e3glviEAvIXgTiCeIHLOr3tmywWgDpO+849MKN3BWLXj0FiHaIv3KEJQApwlQIpTUDQJJ/0HXALDzLfEmWSaa5mcuove5FOfpw4VZBAHDTk3hxq01wrzemtjKxAQQAksoCdpqfen+nReV247ixI3eCCP0/nnW42sYpcFaCgKV5GOIvuXDJud4mOlRrT7haUAeoojdtrX3p0zbeRHXL/EvJ5HA4/MaWbhrQjB7qjOY8O3B+GtWPXyZDkoQrtqS+vt7tum5JVU0PWt28g3fgF+1TOEoGWo4n0/jSBOHO/cAzoULzkHOfFs4iW6m72xpQo8p8koSk/Iq3UUlNNda9c0uJfOvlqfTOJdDTgVVpXivDqDxp9xt34tI7P4egq0Ma8wcEajoi5ndIlolpbJdMpYbjmhoujq9o0pU69XrYPuCLpngbjE/XkoCgjr19nSoT2ae808PhnWUvPlRww5bnbpa85x11EdKlqDV1iBSVNjcQhBdq6oimg116sMl1DeTNisxIJnFANJBJ4ADmaadOG5Aqfx40sjye/m+4f4VYfx3DYlwzXN1JKI1ptiEFbRI2okXElQbgx9/p3CkkegPXa/In2Z+5fn7S7aoI7Xaz811MS2IYojUCyP6MDk4pTM11HCwy3J8IIoBCuI6NGPrKDtpXDf8AOj5Vv5TBvrmJ4hCx1qT3pVncnyHLhIiJWFOsIW1uYSFNEj5VIV6Hr0ba/wCE722rZ5fNFw3egCRph/ZD+RV2ojmdPqqvS+bdvDy2G3lMajvFwVOaInqXspuHHfkp4ffyr8X3Dj/IWbfEzyNFQ5PxG89iDk9hujaApu8Y5Lc/VIjykBaHWSUqA2rFCR1zHcdk8/8A2V8xQjekhkJSG6YdVpdAZsXJpIzikxx7tT4bttzA+W3IltHYPYfg4fpPEO4HI0C3KnEPljwJkFm42t9ZvGD9xQmNnNrhPfdOQlvBphN0ba+Fr3M/FRSCzuqSQKdekvKf3M8u+bIRBC5ttvbQr7dxOpePhE4PavLvAc0WoFxt1y0h9vIX2hC6Tg5vPUPcCFB5CjQtTDuQcCciYQwylya5YpcUuIAXtfMdTfbpQkoVuJSdVLJPt0YvWF1/E9Ua4pjgic6VC8i2njaFLcQnFUHu+FIb8m73YPHDxXRxXDlMwsiyV+bGuaEii9z0iQHy6N2+qGyVV0AKeiDJDM/xGkcR7uHxPKmbp74LNluSsziC4jFR+AOXZSpbYtiBxzFfxtk7VdpchSvmlexS1EpGtVEfm1ofb36lRjTnmUWoIk/bQ5KmPOmyfxC4anlzzX42krtxRFwO1PZVM3N0QiTtEdhCyQQFeqx/SvVh2+U/SXV01qeHCGLyLynvASoV00z3dpaj9VwHEYYtYFxXgCQcMauz+dvk85V5V49icN/uQuOschpU0lZUlFwuUkKVolSkhxLTX0qQehd9ZxSQQ20oX9gr/wA592AonayvO4XN21dOtjGn/gBJ95olsQKp/jzxuZA2lUOxrUyoFSRuDde6NyapWSTUUP016KO2+Oxt2wxr4bUAXNEWhjbuS8ldNIge4uJTLMjD2UdycglsYfYztbabZiMpdSmDEU8tQSlhoEfdd1KWdoUCQCf8hXqJKAMudEIAEXigqrbwv726wHW1rQS8Q82kuIUS4dhW20+hQ2qUomgNKajptpRMkWlyYNcRmB6qltv4PteNXK9Ziwt0W7I7XS4xUrZfjOsJbJcdaS2e6h1KlEqrUH8OlXlxM+3ZC4YRuUHj/KhUFq1tzJchFlb3h+XDHjQYxeN8c49u2X8gccMf/b7MuapljvLZS8tYWUrjs7gWVJKtToE6/wBOpUm4XM7Ww3Tu77U/hUOGyt7TXPaNLpGggAmlsP8AkDk2f8jXTFfIWRMspkTnY1ltt1UTFfYDiktBiepCSqU6KH84ABp/UhFdSxDRA0M0f0pjyJHULQSKHx5XT3Rc57wMCTgVx/4QqY5VY+FcRwEc0cdW122qyDFL/llijRndomPWwuzGnAmY00FJkRUoQaLAJB1Pv1Lsdwun3sehxDtWKZFASp9la3KzZFZSOlZqjLUHQlAnvTrwp3/8mlwjxLVwdgtsQnsiU5Oaht1G1m3xWorSG20CgSkqrX0SB0DbI+SJ8z8XvlLiefotXOYNhlitowkcVsBhkFQAVUljw926cQ3cS5P7e+bctSElICUoSFpbb+5KqF9wkFBTQCoGpPSy8xkOIxGNMSs1RuYUBIT069KUVYsExPj3kuRG5ZtTTuLXu5SkQ8idaEqJHkPvL2xrkQg9hTZP560XX1FOsN/cztLrZ5VcuX8aZ+mt4Htiu4/28QqYH2cE4cKx/lN413HEoCs44ogM3/EH2kyH4Mdz7hUdKk9xx+J2kuJW3tNaiu3TrdrciUkSlJgMWnlzB/DPiKVfNFkGOaxbQlA4YgcCHJkE/UcDkan3h9z7BzLj+TxS7eHbNlFrdCjZrjIcacfYbKh/2Dz7n6zSx8VIpuA/Dpy+FxM8XT3eKzSFccXdh5jkfbUOC3tmM8JjNE5cS1B3SCcm8AenrFHjLyObdMNTbcZtbdgyi1sFtqbHlORRLXE2pU82UoKFKcATRJUU6V2jqLbQiB5kkesblz4LSrqZj4/CDAJAmI/UB+Pro5PDiOhnAaZahTF7dS8txU6WuZNuLbyy4HytpB7bRr8R6E1oKdE7hwfDG6Mq1CD20Ljh0ucXNQF3ZgmHtoTv5CeJn8utbc3GbUzODdO48ylciQWR8nWVNbQtJRtr8RuFPx6iCTS1A4CQYocFHIemdSWCSN7ZGR641AJH6SvzexV6Ujji7Irvw/mgi3m4XJdolzbWw5DUVp+xat9wU4qO+ySoLaKlEKSomqnPwp1ctj8wxxj6aZRbuc3BPlcME56SuPXGhm6bO6djprch0zdRVU1A558RzPAYV980wrTnvJtiu2GW/wCzefXcblNeaShKUTplwYLaWpCAkkOmup219/bpzzZFb3ETJW6RNEHEjAKHEYdeNRtjldATDPjG5AOICAqeg+NEZl2FSl4JFgquLT12bagx4yFbpN2uN9eQ93YceKStQYZa3lKqfEj1oeuP7tJ3iUAaX+zsq6bKhYmJRnYM/b0pw38YnmPFThsPh7K7oqxZbjr4t76Ja2mP3phlZRCu0QbtwkLbY7b4pTuIodSD03t7pRdCRqPt5PmZ/S7i4f6X5rwKg1OcI47UwPIY9rlY5V1M/pJyVhwAzLSEqmf56uLGebcR4nvuEO24ZPiWTovTd1acWp/tz4v2D3acj1WWm6oUdxqfpRJ66FEV2GSB5/eZcMfGuQCFrvaDhwUGq9IHHeoriADQ+B8bzzVHNK/6SMTmFpG/DU7ILhk/+0Mheeh3azXCG1MtjjrgZjz2do70VNVq2O0CkqSkV3H69V+2CyyMIQghOi8unKrBEX+CC/5kP5FetNo448ZHOeM1xrGZT03/AGbY5UfJs7WhdGHmYrhTHxxAW0CzKv8ALbLRXWrLTbiz7dGbGVkE/wBTMFiixTg536QeeOJA4DrVfv7J11F9FC5zZ5nZjNrf1O6d3AdSvCjW8iM64s49ds/FmP2uAiBCgsoyhUCK2I9qXLSlqyQUhJ7aXyirqmhqncjdSvVl228urmUu3B5NzKNQBy0ni7oeHIdKE7rYsAadvYBBDgSM3Ob+kLmGjP8A1YV34Zi9xxXjN+7xJcdVmu8aVNDTLgLDZJWptqOtNGy2upB2gbzTXTqu+Y7aJt28xtCNanrIXDpyotsk8gtm6zg9wTkioPXzFVunJENthK3dp2itAApdEhLiBUEhJ0qBqDXXqiNaDVy8JxJVAlROZlMRyRq+kKSklPzCKK3U20Fdya60NKj36WY3AYA01k7Aj8qxs7IC43sQ5vUVoTTcdqUkjcaqP5U+o/8Ad0gAg5U6jiwL1phPhDhuL3HkDI0589dI9txTgS0eSfIBgvtwGbPxTlasrawGyuTFPx3lZRn1mwi93eTtUy3b7PHjslXfmKW1X/OO87jt8e17Bs0rIN83vcTbxPI1Oiiga2S7mDSHNDmRuYyIkO/ceXaToANWuZ4bjdm7c15aG2r5pXNOlxgBQMhdkJJHag5zk0MYQ0h7lCPOK+F+Hf5v/PrPrCi9QOKkxnuROVs3zHhDHLPBt0bxdxu2cc4j4uYjxNbL5Acg5Zy9JyHMJis3yW5xFOIVAWlBcbEbs33c2bTtm2sjsg6R0SN1Pe4mRxJGtzipaChci44DNTW7MXzblrSWww3J1ABocGaGsLg1h0kuQtjJccUfK4uJFbQXAuD+JH8X3i9c5LOf8GcD+JnHicqu/JGWT+QLXkkxGcpuceJaHJU223m/XrJ8zvsP7pDtsjofuc25OsRY0cH4JqV08vZpkZIJmgFqgtAaQS8nUAMSiO5LnhRWxiIe6dssL45HO8Qtc2R5e0hsYa1jnHAEgtTAlvygEjU3/kb/APUceVPktPuvEPgGrIPFngS8NzLWjkiE2w35XcsW52S9GRck31hU2JwdYLklhtyPBshXfG0A/c3BClrYRBeAxzMy4hTh1KaQcggB1OGrHJlG2MaQWyIISUADswQARK9ueJI0McIwmLpcaSh4+eB3OHkzkuRZdZbTc87lNXaUM+5Oya+zncat1+edS9cYuVci3NdxveX5e0opdet9vVMlN0/VdaJp0H3fzJtOxvEVxql3JzNYgjV0pbkHPccI2E4Bz3Y/paRVt2DyzvHmAD6FrI9vY4tdNJ3Igf6YwAsjgquawYfqINOD4r/iUwi3pZcy68zcxvEVxlTtqtMORBsf3G40Zbh28PzpqULIBL761LP5kg+nNd187eZ9wKbe6OxtwTgweJIRwBkeMD/wNGOVdX23yB5bsUfuGq7mBGMjtMaj/wDFhMOrnOJGdWfdfEjAMEW3AicexbV9mHIwScYW0639sgrI3Soq5JQpRO3eT8tRqSeuY7lfbjLM76u7mkmdnqleSe1pKY9lXm223bYogLOGFkQGGlrQOiEBezGoE5x7jTTj8ZEGJElRXUpQ0YjTDrRVsWpaqoSkqCVVUPU++nQMyScSad8Ngw0o78aw86z2yCpUaVEbkR1JAo/GacjrZCir7hRKS0kJr8gTQDQ6dMIr1auteGfqTFa08ho0uVD7OtVNK8f+GeWjPVEg223XcfcMJyfAbjBavFkkpSQH5VuhuPRrjHZKdz0eWy4243VNRUEW3aPMnmjy9IJrSecRqFim1OieORa7Jcg5hDgcccqrd9sGwb8C2eJhkAKSRECRh5gtzTiHAgjCk68vF7gnM41wdjM2bknhbmjELpcXLaH40G8xrRKF3seb2FLLiZMa15Va1ha0Nrqw53GkqqlJ69I7buNvv+0x3sQLIpY0c04+G44SNXLu4jqEPGuD7ntk+030u2XCOlY4hcg8EamOHR2BQ5Yit+/x2tXHXH+UYLlPCNkmjHZ+T8cX2zzrnf5F8yLO8K5ShM2O82aO+Q1ZkKnxsuVfITDLLaWDDKVrWsKWT2w+XG7TdT3j7meZ81v4Rjdo8GAtOovhIaJFeQA8vc5QBpDRhVKvL1z3RRiNgLJg9QutwPd05oAWuJCAdaKnyWdP7JnrDSwtf7JdkIWgkpUew8lK0k0q24fSo6s0RGiA8VPxofdnG8a3i4fAUkrGbDfp9nhklaGVR20qSsqB3UG75HRaR6f+HWRaWOGod6pkoLlTMiiE4Gwbj6TeL2/yHc48J1Lf3luEub9mwoRlqZffW8pbaQ6yANiDTaan1p1fNsgedrc9kTZJnShFxIaBhh24nlVPv5WG/EUsmi3DMxgrlyXsyFSfmvkfjrlPhPMMCss6HdLjbW5DKHozodUm5WVzdHlM9tLi9kss/FYFFBZJ6ESs0zOc4gCVrmkAqF5A5YFPwokzQ6AQMcSYntQu5A5kf8KigM8ULdjuI5g5M2tKuCnQZcZ+qW25K0bnkqUlDY2oK1DuIqmo9K9Vh8kiaXfKD76kbjC2NzXRDAtXPMcKvzmnLkZrk9ptzrqotvcjyI8Bh95UxqUwgqSDBmpA7EtpaFApOhKeimzXPh3oDfmd8O2gO92znWPiu+QYnmPQccqGryDuOS8RcaXeKi5BTuSwFw2EpAUGdzbxYkvL3ApL6HQkCpNR11B+7stdolcxpErWFoXLUcj2D41RtvsxcbnHqPcXUUzTAesj+NGp/FvmMtrx77LkEiQt552r7B+637if1kqqlLZXXb7Go65peXT7vwpJAGu0Aeznyro9nYNha6AOVoeT2jgnPColzVhEflbke43a9uW+O9ZX0LtVvnW+XIkOLb0XKYERSEENoBoFinqD1klwGsbqAcaV9O6MOcHIMQU6nI1VmXZfeMYtULB8cjyZsyY9JW5cjDbbdbtvbLejrq1vNsN0/L67RQ9BrmJtySQgYuI58h68zUuLVEgDS6ZUzwH+pPhyONenjzMsZNiuOE4/2pd6t63peRy2yl1QnKUT2FuJIVvUpevyppSh6ebBI1jZZcA4YdnDsHIU5BNDI6S3iKlhGtMge3ial/jnKex/yw41ly464yrs/dra24tstgtyYdCHA7+dKlNAoAIOh6yAJNpcCA4OA9lTJXgNaWkd2Rp58U99VL/IxxdknIXm/bo13dlNcew8fx68Sdyi2xJujUsMtsDedpDdAVH+o6YvGgQwyp3BGf8AmIJ9w49ahtDjuF3E0nvPYV4NGlCf+I8K8vnNOvGNcQYhjODQ8au1odzHii05PLyPHseyVnFLJdbwqyz8wxUZNcLfZ8bzWzKuIbt97bWuZbVSHFMIJWoiuvcscj9ILtTTjyxw6cl4VZ9tghffW8UyiEMcmJCuCIqYleWR41jBzH/+QT5OWuxePXDuEX7P/G683G8TcvzKNCvt6zW95tiFzssaRKzRamLv+wP27IHXlrhPMkFlEXaywV7q15TkufMrH7g17zbOkcxrSoBAOkgDFEPdBHaa6dcmxtbBsTWYTMBKNALQHalIzLlb7DgKGvFPKDkZclXkNneNMYbhfLfJmRPW/KbbhdpwyPEza43u53DMLQ1bLFJfhXjHnLyt7tNApeQ0Q+h0KB6Gebhvr7mTcnB3jSSaTiSpY0NIAcS4YNXUp1fNxo7sF9YTzjbIVL2RNcQ7MNKAOdgmPEFDTAfLzkfGIdqxQ27Jsmw6+zstw+JaeQosK5Y9H47uUlmwofk2nO1XCPdIEm1T7kG0S44aUkhRL1CT1Blntf75BB4vBrtQBLQ4tHdDjmQTiow5miEsdwNqlnZH3Ud3Q4FzgHEK5owAIGA5HIUjbynw3m6zXK95Ne8fezoz+V8fN0hTcmi3u8zZGMty7rcchyyXLdSxam25LKZLr77zglPltzYpshRm71Z7qyR+67g7VFI/511vVPmeADp5DtwQCgG33NpO4WsCg6FAAQIUCNPHDlw61beN+FXKKr7F5gyKfernhP7FkbrcuzXa/Rr9lMK6i4SYOU3mVNeQ3imTWoSWkPtuOvswFRaQ96XhQrNuVhDsrYZ2eN4cZLnaVdIf0hDgxOPDBeNCGbdfuu3Me/w3FzQNOTclbye0/wBSBQcsKpXAuKsga5vbvlgz9lybdUTbI9YrLb1XWRCx6WouN3fJW5I/fLpabV9t8mVPsul93uNLQQUnkfmDzDBHaPmbaOCd4IHHUQUDA4YBzlwdpIQFRV5tdpuLdrWmcySIAVQBOJcOXT2UwyTxNf5FrtOBcsZVYI+SpsyptolRbRdI+HRrfan/ANwjTLhlAkNmHJauDf3KmZLq1qDe1QWk7FTditZtuujcMlEUs51uUK0ggag5zgWtKDBEQhQcahXMVvcQv0xue1z+/iV1ZAtaCulMEFCdyBwVzX5S8XYXaOXc2lX/AB/hPJ+VMzvnJjVyhXBGUWnNrJidtcw3CpblrtMduG5dbDInoSxbu0z9xsRrUjpG7/cHbRAI9mYZb0sbqL1DA4BC4cXrwyaapu2+QZ4Z3z3hbFaKjWsxcW6i4Kq6QFAOLnc0oDo3BmP2W2+XWK4lZULs1r434j+DkiTcpbbWSc/8bYjMukmW59xJlGTHvCmZi3nEqUhzaFJFKDtt3WS48O4vTqke2QZBMGOcMOBwzqdfWMNu3RCMPGjCcgqH1JTj/Kjk/GMInZZx4cZvdyRcM8vfD2RWvCr/ABMfv+I4bx9IhyckTaZrkGcy03cI7UKAhkdtSrY48Q5tqTy02k90zxXFoRurvY6nO5+8rwKca7LtJbEQxpUZ9OlVzclYXyRfPHzNOPbxd5NuxbLMox3k6PLlmdMfGGYxJ5F4/uyH1NJhxdluLllmpqpDrrLS0fFaussNrl3G9tdnQsdPeRK7PAOUpxGDT8a6BFvw8teWt532YNc2LbZnNGSvc3wi3H/VI0jniMaq3zukwYmOWLGf01RrTaIXeRHAQymQwhtx5YbSkBDa1tfFNKGun069UPcHTkgI1xKev8q+f8sTo4msw0saiomKAYUCGLxIvJmIG1zYJahuLWY5Ug9tYBUihT8dpUkGhOtDoOolxpAEg448iE4imopGFivCtyTP3V72OG7did0xyUszXwq52/7eNFQt55sNSW3B2GU1W28lSAQo0ApXTocJRrBAR3p76kRyxuOluDR6hWzt5j8bN5T4gclZFMjOS3blxJbL0mJ3G1tx7nEtcV151l9BUlDu5X6g9lA116tEOl0obISGhF9o40Ot3+HfQsYQWfUJyRpXL0yrSpw2bcIuc49Otshxt9m4sx2H3ACoOOja6lFfzrI0FBUkjqu3sJM8v9Ooj3mr1ayfLFihJXsHp6q25rfcIGIcP8YNWyxJnXBeJx0z5l5jlt5uW4lt59VEghQWpR0NAsEe9eq7v+0QM21paxrTpAJI72S+pD66J+WNxklv5G6zpDggae77s1qqF3qBHl3HIMgu8e2xXU9471hqGw22Kqab3qqHCoGiEj/GtKU64Lu9m+S6MNuzVI52A4mu9bZfRMtWuneGtaOOQoKPIX+QJq1WxeGcQJbkyo5cZmZO8lBSjcr9UMoQSSsA/wCOnsT1dvKH2yklcNw31WxKC1nPoh4LmT2AVTfMv3Djt2vstnR9xiC/gOzrSt3uWc4k5tD5CfyC5uZDb5LkmFJXJUtxjvR3ojpZbI7LLS48haSANUKI9+u1Da9tbaHb2wsFm4IWpn2nPAoe2uSO3PcXXjbx0rzcN+UrkoQp2jDnX6Tv7i2iOWkKCNwqpVaAJ1qqvvrXr4X272vaIGBXOKADjRVzgpcThQ081c+RsPtL2N47LaVfJrS2gtBSpMQLCkrkyADuJQK7QNSf79e6/wDGf7BP3mRnmfzIx7dpYVDcvEOB0N5rhqcMh21Ut73kwN8OAKSCAU48z0Hxpdk3Mu20+VzX5MuStS5chxe5xx9Tm9SlvV1JVrpSmgHX0ngighayCBjWQRtDWNaO61oGAA5Vz2QvLy9xcXuKn8ffwyqGvXIz3SsDcFndu3BNKf8AKK03Vr606nscSMc624LjitRO9QlLSpYTtVQ0KUmm2u5JBpSik1FffpLzgAtaAJTpUOhxJkV1b7bO0oUdiSflUfLYonVYWTQmmnUCRcufp7BxpacD8tNI8YeMJkfGU5ZkcOkqa2mUhtSFJUhoVEdgA6AKBBOmvXy//wAnPunN5k8xO8sbZMf7LZkjBEe5Ue8pzODVyHWr3su3i3hXSjyi/gPz60Vdrtz1xnJW+VtsNqAQ3sKENgGhACQPjQUHp146JdK/UV0qg5Va2sBj0jA9nolElizEKA23RKfjtGoAKh7D/wCLXq5bM6CAgPIwPxy99Ke1WgDMe+rXhye42lSVpaQCaCtKU1App1fbV5c3U1yNFJc8OaB8uOVY695fEs8Zx5+Y2200kqccWobE09QDWm4e3UqXcxajVK9GdSgTtpohiKUH40KWWeUEkSH7Vg1ufvVzbPbKUIW7tBO0KogbBr9SPUHqn3/3RtoZ/otqa64uVTBUHVUp4WcunxZtMcXMnH1JnQnc1cz88WbErnkOR4pHYt7Md59SXo7btWEoK+yox1f/AFCkAkbtK/h0Iv8Ae993aN39xt9MJz4IOC8+tNvgt3ObHby/vOyJBAX+dap3mZ/Iqy7cLhb8VTLfvL7rzLTJWhpbTg3JUWLehRQw0wSUqU5pX69dV+0n2L8weeboXLmi12hpWSR2QHBupMXkZMYruoGNNyNbbt8a4e44FoBCAkZovAc8h1NKQxLl/ly75q7errm+VwWLo6pL9vh3yYiOlpS6g7Css79qqVSEaDTr6O+QvtV5O8veDC7b7edsTQ3xJmNdI5SF5hreTVJHFxoPu263D7YQ2kmhwVExTioJUrzOFHfb8Xst9sImwgE3SSgOS3nFKenSXCPnIkOrWtx1bqjVRWSR168t9tsrixaIGtZpYgDQAGgcA0I0BOAAFcnn3C+juQ6Zzi13F2JOPM49mNVx9hKiSDGkqXtSVJ2ujUhslPw0+VT/AKdQvAdCdL8E+FTHzMlZqjCfj6fyrz2zOcl4lzKxckYFebhYMqxuWzcYc22yHY7ilMrClMOlspS6y8EkFCqgg+h6pnnXy5sfmrY7ny/5hhbPtNwwhwIUscQgkYT8r2nEEckovtVxPAWzRfOCiE4OH9JHEduRrdf8DPPPBvLLgex3PNRDXfIsNEG+h1tta49wYbDMpZaWCrsSDVR20oDQg06+Mnny+3n7Medrnyvu7piyzlBhlAJJiJVhLgVI0piCo4LlXQ7Qx3GkxkI4amnpyPIg4Jl6qJd3iG32pWQ3rA20zrfkEVy4N2ZopdafcbZUuloeFEK72v6ZIBV9D16t+2/3wsvNe3RWe9uAvGM7kwxD2HLWRmR/VmBg4KKjCyEU7mtRpccVwx/D4GtKDzDYmc3+S2Z224NXGDCwy53C0m1SmHIimZTrx+6TKivJQUKaQkIUdRUn8evUe2RsuImOYWuYGqHAgtcDxa4Zg8/bVS3eQ28rgS7W1GZIicuQ5HiKpPkqxR+MsXtlptcf7mMpUV6SaJU3tA3uN6fkUPUj0IFOphGiTh+HKh7AHNDWOc4Hi7Ermca2Iv4C8Mtc6fzVzQ3EbZjWm2wLBGlKSEijLC5cin+IA/yNfoOjPybC2Fvz3N1jjiWswAPQFU60/Yfu7066/wDbtrbD/ififWAEXiKTj5rZ7J5W8luW8wDveTceS37RBdqHEiNaXjDa2HUFAcBISNK6/wBYk8glvJHnIENCcmoMOzGp9k0iwY9CHPLnlcVLicfWgPQU6fGrY1A4Z4xgJcSp5UexJSgN915+SWkFfdS4sN0SqgFKAqoa06LXz3PJb/rw+FDbdjYowMzpPvo7L3ZUDjuxwn4TSpDTEVbi2YUCQ04tpIceSZLakzVPKqPirT6k0HQiQq8rzqWCWtGlQhKkVQ1qdLWT2mOpTiGHZCUL3d9Kmm16dxSXNyKN7ddRQe/WmgOIbxJFIc54J1KenNMaKW+W97H5dpVDMByDNhOd+Ize/ukyCoDtqVbxGSwy6Ss0IWkq9q9GL/a52WTp3NSMYdVPLBEoJbbjFNdCFj1JClEIAXI4qD0pfPMORWNvIrpj9guUOx5Cp3srhrWhKpzQUX1uJ3eoClU2+tPr0BtonvImc0uhROypl7OyGT6dr2suVBA5j8qEfkDjzj3l2K5YOQ4sC2X9llQgzU9lEvvtUKJMSQ2pK1kKAINamutKdT2l0Hfi70a+sdvp2VGD2ygsdpEhainP1CvL4O8YcwYR5e8VYRdnX8040auU2/2++rHdk2iPbY61Nx5pVUuthatPQg66joxZPhkbPdNKPbA/E8yAE9+Boc+3uGyw2zwHxvuWFFXIqqepUpgf8geVx7x5KYla7bPQ67jNihBcHvJcbDlylIcJeYAPbCwgCooSDXoL3oo44TgdC+0/wq0SkPuLh4xbqa0dE6+uu/MIcjIOOLhZ4KVQZzttadiqYUuMw28htRD7QQE9x5txWmm4E16bl7zEyNYxpe8gYkjDtpS8TkaTjUqXxbzvbyW5Lz8W1ZNMYDsWexJeWhLUtawUoVRQ+YNQda16pzN3faXYt7ols6915+V3IOThyNE4LaOe3LHNLohmFVzeo44c86lmO5nmfAMhbLqZmecIXKhcghwzrhi8R3870NbgX99akNqO9FSpKderbG6K+P8ATdDHNT6jxFCpWXG3SF7CZNvedJb+fI9RgVxqC8w+OVo5DdtHMXjBcx/uKbMhzIltsj6i9JluuhBRHajFTrTzSjRbJA0BGvROzkl1C2KMuNWB/SenTj0NRtwa2K2+piBdAQFao1tOQI5J7aJqxZXmPHgxvFOTrtHsubTAhEdu5IEM3dzsAymUMvI/UUhStqiDqSAdR1Jv7Qsj1QtOjSVHUZkdPhQu1c26cBO863YNICLyXLHt+am5+G/JDD5uCMtjfcJjoeEKTBZaH6IQkhsthJCFoCqbQoVrUe/UBkLhZjwnI0H40UboZc/9W0vRqELyH4JUD8ouaMLxPKBPlXBhnGriWGZ0WUEpkRu4NiJRaaUgkV1I9BWhJ6221M+aeIzFch2LkFrU0rIx40LXfTuwIwwXpl+dJT8xeI7fOKOSeOJsdcCaz97MjJdSkS4qzvE6Lt3pakNhSilICUg+p9OpdpG6Vz2lRcAheX8+zOornw2jGuVptnnDiQTw6j3ihg4ix7mJyK5kI4+yhOERyURstkWlxUGYptSHj3X11U0jcgBJIKQBUnXom6wv3Wwlkik+mGOo8BxOaphyw4UAvtw24XBjjlZ9Vp06W8+wBAcVOKmiDzmxcqYxboXJFtlyG7Y2azUx2W5Uy2qmNfbythXow4qGpxIcTolOtR1XfMO3Ruj8PugDHkWqMCvEc+dFvLUj2knUSU48RxCc07Erz2y/RHYkXk7BY0i2XJhpEduBBkJm5BDt7ToVLud4f3IbbeuKkbgAakUV1UtqZcQXQhLklbhqTAg8uYNWW9mhfalwGqIguxTDBAO0U+iP463HnvgzB8thZM7Nv0i22yUYMyWhMdcUMtiQy22hYIlJAKkkEhVSmh66SGwxXctrdf8A2dwGOOBABBHTGq3byTSWcN5bobmNVaox4EEHjxoDuR/4+LxgfM+N50ZsZpE5uIuQ6lwMx7rF3gmHJWyrb95bwklsqSFlFUqBoD1Ig2yG5Y+SF6vbkvIcCBmnA5phT829vgkEUkWDwVQoU58l5p8aZ1JvuA+K/CWS3K1RoV4yWVap1zcix32Uu36+PRFNQpKC44pXahlKU7QAENBZHyX0Imge5zTKos4SXHBNbuI/5suzsqbaTucXRWwH1swQE5MbzKcGjHqe2lI8U2CRzFxjyRf80u8qZeZF7ul/uFwLpjz565YdkmTGJSt1AW2S2Ak1bbQlKSNOpUW4zNvI55MZJHYpyOAAAyACAVu4sYYLWS1iB0x4jmubiTzcVOPOmG4rCn23xdguTJ7UqRbrUhTzDQKVMhxIREWhs7mm9qFJPYBPaQPkSs9P7q3x5pAcy1fUlBLCRvhsMYRhkUe1fjx9lB0DeJilq+afUfGoJFSCpRUPgkjUj36q8dkRkz21cJL1paVeAU4entryLsr7a1KfWQpbddyKknaofA7gmqzUEgdShakDvlKhi5JCKE7Ki09yZ3FxEuLS5IJitPIpVhSyWEPBKwAVNqUCAdK+vQ+4hR+GVSopyGqveHotMH8Wsxl8j8c/zK5cpaMftV/8Z8fx3jQWyXNlN2TjrAvEPNOPLLj8eRIZ/cf3HHslx29LmxyN6Zq3dvxcTXk/midsn3x8j2srtEY2vdcHJjMLiEahwJ8Fwc139I46aoU8pb5nvop3Fsf9pjdGAMS4zXQcGgBVLmtBbkECIta/38QVkwu9+Z3mFw7w7yxlPG3G+deIHkXxFxfybx/LcvuR2TBbnJ4wskfKsYl3T9ql3iezjbjs+C479ouJIll4ALbB66Xv7mWlvPFCWvijuIQuHeRzkQhQhOBRQfXV8e1017AZ2nxC25UFeLWgr8pCsB4tI4FRWvbFtke8Z9zpisqNEiOYzksRqxW+PARbWYreA5R/tCIiOiOlTEa9t49BAXIWhUmU4p9x15bq1FYi2lkn8Vp1HEEAkkAAoMz2H4AVYJ4mtit5wGxkxoUABGrvFuAGCqvvU40wfxx4TxzmWdzJnbQfwjjTjuTbcFyrMLVIcjZXydyRmt8No4y4a4pjlxcexu3qVN712uzQS9Bs8Z1SW0vOJWkNvu/RWu3vuLGNbtoeAqldOLnBg5DABQC5MDiKJ7Vssl3dxw3D0hLmYBB82DQScgpBcUwBOIrcU8R8DwXifj/BONsCskDKBBVcLJjWIYLHtt4n5DeIyZ0q72XCrNHfMK43WSq1yZEhxa9Q24/KfSkLX1588q7d5h8yeYvDnY9t7OHPk8dxjDQMS+UvQtaxhGYwGDW5CvQ2/XuzeX9ha+OVv9rt2hjDEPE1OOAbEGLrc94IAacTiTmaqbzF5n82OGs6ijgyDwjYrQjGrVcbzjub2u+sZnYsxeTL/f8ABr9Blri2yRccRksIYkTICFW2U8o9pZCCo3Tddp2Ty1e/S7ldyz7jiSLYAwhv6SHnF4cMchpwBQ1Wtqu928yWAvrO0jhsXBW/UPHiuBHFjSQwgqEUrzpR8jyO89M8zB655HI49veQvSVSLhZ7TZrey5KTHHclkR13UPLecbHbQhpwAABSRUkdVS62zyffyG5L7wSvx1nh2jTw9+R50etb7zPAxsLGWpawIGgZgetV4VbF8yu4Ry/PzC3zLHLyi1WzITap1qtsK5uFxl1iVFsLFyc7cp6EsKQXHltsFzbuJQeqwfLTXXCW8odCH/NiFYT8xTAKMuvZR07noaXzMLZi1dK/q/p9tL1yDhy48nZZdomY8h5zdYE27M2zHcTx66RGnEie+pq2x8gYtcm2WKKHwUIebjrkEEFSSUjToVm/atsjZDtdm0yoRrfi4nmOJx44DlVMvIbzcXukv7hzYlXQz5Wj07TVq8U+N3ixZs0GOY1FwU5tbWrVKeyDD+TcoanpkTIq5jbtvyC1XGEXnmVNKLgDamkhJQtFPXLh+8RwE3jH+AcCHMa5hXghBHZ1xWt2VrsWvTZOb9Q0g4PcJF4HAj+WYoKP5J+LbLkFm5C5NtNvu6bxx2jBsOyZSZ0WbaX4uV3Z6PYrhI3MtXFEvcFpaWd7KgagpKgOr/5K2+K32F9xCf23SEOZyOSheiL0TlVB87XD377HHIO+1gRxTEZgYesfCtjD+CnnFznbx18VY8qM2xJ4DtOWccZdJZQ+1Bm5DxyJlh4vbid5CPuLo3h9/TcpriCptsttpJDjoSOnWbzPZmTj4YB7W913wwHXpXKr2JtvurGkjTrJHaigH/xZ5YCnD87XJBaypDuqFWq4J+nx7K1Gg1qQNfTqU0ftwf8AEfjQ+UapLsZAIfYBSr8ZzqzptEJtvtFSGS2tQ202ajfsO3ZROgIoajpOiQnBp0rmlSNUeYIISorkltl5HPQYMtbUcW+V8I7ZEb5ujd9y4nRK1D82tPTQ9Xex3KK22s27l1kEZ44j4VWJbV09+JGgFocMx1qAeNGLWqHnfJcu8S6RFzVhqCl9CEoTEYCXFgO9uhWUCu38w/HqLY7f49vjiSQQBlyx41m57q60unBqAK4FxCnDgBlVg4pjWE2a95BemLilUt511TKlusqciuy1rb7jbKSEupabUpaFKG3Sh116gbvY29qgYUeXYqeXDtqDHuNzdNaHFukDDBPQVWzNjuWe5W5d4Dr67FCuDzbiW1pajut2sitwaip2qYfkFP6qU/8AzF6E9EvL2yGNg3Wc6RqIC/qJGTezI1E3rczLb/29oUaQexDx7eFZ/wAiPGPkXk7DmcqlTWFYxBhtGTa5bLqYs+2xkpkhLUllSFsXRtNE0or5Gu0ivRyaXb7uF23vkc1Xd4Iod619hy51XrGO9snG8Mf7YZg5cQV4D4riKP8A8U+JXbLxhYILDVxx22S7LClJe+1ZTclNPIbbEZe9IS84lA1JNQCPSvVN3WJtpclkZDomtCDinUDnmvGuibRObq1jc9uh7lU5gjJQuPqoFfKDJ5XGOU5E/HdnzXLRc5LNvQxcHLa85IdShtt6OQhXeCVH9RtO7bQn0qeoN05zWNdjkMsDiM6M2Fo29jfrLG94hXBQUORTL8anPh7xNkHOFhyXJM4ucOBIuNuMO1yENd6dKYcCkyEpWtza2vu+h/KVa6EAdatmxRtSQEnAlc+z8+VDpophIdDtIJQdgwX25DlVK8H+OeQeO/JPKtlvEu4ZFBk5FPmR7rPb2Phh15x9iEFuoSX2kIolsqpUDUmpPRLcWxvjjkiXQeBzA4erl2VA2qGS0dLC4h5afmHE8QeuNWLKzZljyD4guRjMQGoGW2xC1NrKFOCY4GCsJKaUCV7QKH1A/HoaHATMBwV3xwozO0i2c7PQ0H/zA/yry/zYcp3fjTI+JWcbtcgTc5ii1LusaOFrhhE+KtxwrSCC92l6VNRXToXuTpYtuZJHqL2zFiAKi4r0FS4mRv3mVjkDXW2sklFLcMOZNYrlHBouX+L+YolXCxW643bx1ziBjd4y2BbLpacSz+DaY1949zaVHvUeXCbudmzq0Q0MyikLi/dLeSoJQai4WNlZKJEAcBicUPMjtok2cw3VuWqqgKCigph2FeGdX3Z8A42Yk4dmPJ/F1yXlHLOMYLAyfIUFhy5Y5ym5Zbe7yRhGZSkMtW3/AG/P5IZkS2ZOxlwPSm1ObWkfHinlbzHdbNfy2GosgkmcGkLpjJcdOHBr8lHynpXfLzaoryBsmlpkZGNS5vAAQhMcBw4gc6lmYeKFsyuFcYucwWsB42x1V+uuKQrbbkZdmOL39+z3CNaJdj+5Zh2C2wpd4fQZMaKgUZeedU9QE9dA3B0F7C5m6SEtHe7q6gUQFeAxy40Jsm+Dcs/tsQEji1pLkDC3UFX9TiBkuRAAFUd/JdheMw+MuL+NJcC0OQ5GG2PFxboxQPsrPDs6IM5bsh0PT3Yj9wDjiXnlmq16DSo51fxljw5pAccVGY9WNXq0eJI5JACGeIRiBjiuWWWY50vniflfO8BuOHO3LhLAubrjjdri4NkP++bfI/8ALDOsItUSPa8YGZY1jKZF9bze4Y+h635E8pMiHeGuxNa+3f77Ky587OitW2szI3SaNJMji1rgMGkYfNmHBysOBGKiqtN5UinncY5JIrYPDm+GO+0kq4Ko7qoWFqObiCSEIMvEOEeKH7Lk2GWmZyDlWC5qq9uscS8YK5OuLOEW29SkzkYrjl0vEWFLah2FIEJT0txC3ozDaqBW+rZmtHiTw3MELyoYHOOkOx0tJzAyC8BjUplheSOY+TVrYAr3aW6i3i5Di52ZTiSlefj3xpuOAxGcuwy34Rw7h0iWq9Q2bk1cr3yDkkeM0qP9q9YozqplscekAvNi4T0uOEFAQmteqfdsBmbNIrtB7oGAzw9Q41Zm26Rut2sOpw7xGXt44fyqMZjxarLbjKvGaZde85EN5a4WNSVMW6xh9ZR2pTmKWRceyswjuAdiJVIlNqQFqdOoGXF1cXTdD08EHBoJ0hOnMnFTUZtnBbHuNAJzPHHr/KpldpdpyvirOsYXFj2+727D7mq0W6BtbYaMCGmS3GtrTQS2htpyJo0NiFbtdanpu1IbI0PJVc+a01csOnA5/hSL8AvDLXLPP2Ai7RoF78iMG4z8fcXckMS3ocO/8l858VuR5hENuS+uRbrdEmy2FFCktuR/zJqFC8bajYg9wVkUcjk7GOKryXA9tUa/YJH+GChdLGMl/UtM78wOOonNvmJacEONZXx9gN95W5Ni5H5CWDDI2Q2eKzf75Hh45hkuDJvVgt+QZbjN0anXGbMTJ+5h2u5CNtU0EEVW3dHENcxaGucGkAK4AAanJxGSevGup7OxLUFn+62EuAJQOcpIBIUjDDJONevAOOOKuI8TlceYVMVk0FnLMkn3Pku5Fsv5yrD5rlsyK/wIiGxDaxdUhuJaWUxyGnJCJJZW622pSrt5B2913vMu7uANvaxljTzklyA4AtYC4n/UBhVX+7nmGS18s23l+N2m4v5Gyys4thixGr/jmQJyj7aWjyW3lfN+ZZizaYZkWaM69bolxeRJUhS9ykIbZTtJ7YQAR/p79djiAe9rSgAxx4415luJu6XlSDkOA/hVycC8FuxLQ7Zr3EZtyittpCpkRTe1TNQpbakgJLQruG4hVPfqQ+0gc7USCHetEoRJcSZOHdUnu8Ry6kYCrEThWHYIi45He7s1PlW9i4SG2nn47kJBS64w2wGBV9K0ss/qKNVAuBSE7QT0pm2WVvG64KmVCikI3sHPr7KiOubhz2wxgli5Ad53GnW4jNvXJvhLDev2NfYWnkTjabGxhbtXFXNqfDfh2x92K+e5FRNQ0Ft11Ukg016cg0h4kYe9p4+4mpFy+TxPGkGmRrmPIATShUgccvieFacvj/xdHa8nbJimaRmoxxTOZsZ+JLBR91cYVwUsRWoziUr3Iis/AkVNR6V6gNjEl4siYvUdSccOyrpd3EkNm+6t8C6MnEYAEcfanbTZuX+frk5zJkGKyby7jOJQIcPZ2mkvxYtraZ2/pw107bpCCEqbpQq6ib3bm8c6IKWAfLkCTip/hwrXll4srOKcH9w/qzdhw5Icc+NLb578hbxyZc37XZbhNgYRbSYsRjvFuRdixVtUyQWSmm8pqNan606DbV5esrCT6uRrX3hyJaO70HbVj3HzDeXsYtoXFlqmKHF3r5dmdUDjONXXKJqIVnt8qQHFKqppsrIJ1qr8yUVJ9PevRa+3Cz26Iz30gYwBccyOacutDLGwu9wlENmxzyvDIHtq6/8A8nu7M28MObjdpiS7HaCDVIZCXlpUR896m21Cp1rTqjO+4e3uvmtY0jb2uRzuJVQD0CoauzfIdyLFz3PW+IBA/SDxHPEKO2t3bnDnaFgkKc3FlI+87bpQ2HNq99Pifw3enp69fLD7FeQb/wC4HnKC2ZG76ASNVxBQBcXckAXPOqdu10LeElxwCnDnwC0q2+Z7e8glTr3KkGVLmOFa0FaitCFlRDaKklSmwaJA1GvX2r2jbtv2Xbodp2tgZY27A1o+Lj1ccT7K5ddTy3ExklwceAyA5enbUOjZGp5ag6upICVoK1Ap2/mokmhLdKmuvr0ZbKAVpkkcasnHbtFcUglxAQdCo0KAqtTQGpO8fh69SmSA4jOswI5VZYgR5rW9RSEKRqEHUAagUOitBUkeg9ukueQ7mabKxhBxrNcU8WTM65ChW6OVuWWHJZkXB9HzDrjSgW4qDQgpoBUU09/Trz39/wD7pWn2/wDKEsUUgHmC+Y6OFoPeazEPl6f0t6qeFHNmsjdziUhGRkFeC5onHrTsINghY5YIVrSlCA002XQAAkrSjaNE+yAP79fI+/upLqV91dvLp5XFxJ4r210i2boOkZZmumAhgvEtj/I/Ko1IOtPbQ/26GROauBqZjnViQexHaDrygEo+dFUINNR7gDXozaPjjPiylBw9OFYQqIMFqm+UucWMThyGIMhCXW0ErIVqgAGu4a/KgNKdZd+YLgHwrchBkOePE5dlR3kRuOlS7imQHHPiKW3P8uLzmucpwuRPTGjyHFqcXvPcjwwsBJ7W4VlvDXaR8RSmteqZufmLdLu5dYsLvB0952CcMFz44pTkLG+ALs6Sru6Cqkc+Xq40dmG37DsUxr7mDHjsLWyp56dIQhLjp2lbjrjq6KO866nXq1bCbSztQyCP9xzs8F6kemNMyTNkHjSO7wCZfDhWv5/Kp/Ka5hViuvFnH77N1vd7RIgxozLiVkLoUrlPIH/TiME7t3qSKAdenvs79ptw8/Xovb5YtlicDI4hQGjINy1SPxDRwzyFMIxqXM7T4bflAKF7lVCODf6jwGGdakTVkvF1u8vI8hkrmXS6yHZU2S+a9x595TriG0mvbaQVaJFAB19JNj8u2m0WkNnZxMg26FmlkbeAHE83nNzjiTQO/wBz+s1ANV5zPrxA5DkOXWpSJ7dqnRgEJQKgDQUCdK0oApAp6/j1ZdbYXBB2ChgYS12njn2fwo3OKL640Iqn3N8d4NtqDhJSap0VtB36pIH4jX266d5funFjFKRkY+yqnu9uC3QQr0ReZFTHk6xyGy1e4Y7cX/qPFGqSopKhQgEApHvQCnRncoSD9Q0KxMfzoVt00ekQSH9zVp9On8qgrbNkyqzPRYobFyYa3HuU3qASTuCTVBWgaigrToVKLa8tCWafEAGf5UQYJ7K4Ek5P0xJy4Hh6GiM8EOX8o4fyy/YE1eGIKLutVzjMKfZ7n27n6Ty4ocWlpxs7tykfmHXzo/zT+0zd/wBpi81R6Wbnax+HIQCQ9oV8eoDHEAsB5otX3ZNwbIxrGh0kIJIyUcM+CHn1FbDfir5W5ThWTpxfOsvjXbH3nwtpD8tSmIyFkOMuwXE0+2U2hWqa09uvmV5N80zeWr9kto9wiUgxBx0n1cCMcRkatskfiRqI3uPAnA8vdyr7/kb8R+L87gveS3HMqGzk11iNS74m0llVuy5gIQHJjj7OjF7hJNTuoH0j5a0PX0x+xH3igubmPyvfSMksLnGJyo5khzCf6jg8IO9iM6qO9bZ9W0OCtu2hWORQUxLHcEzLHcDhkaQPyVxY7fLLCbjyk3KM06twdsDuFptYKD3CvY+VgVI0B9vp163HgPcfFUAe2qlolhbqYQ4rjmE64e+tj/wFwRrxk/jQzrLksdi7XqxZVki3FpKXXVPx3kQUqqkFSgkgU9vb26J3LmNltbchI4YNR7SrsfXS9ua5u3X184kSSyljU/pajQnv99ag90zO/DI7c5k9tmRpF0yiTcJb7qEiM9IuF1XJSsKodqgHR661HVdgleZh4mGt2PrK1ZnM/wCk0sI7jAAF5DGtki2Xlubg/GaI6QpHZtikkJQtCVMxmCVNhak0II1rrX0p1ZLl3eXgXLQRo7oXl7aOlrkG3oxePaLu2l1chntplKVECEuuBCR9ylpSHlrKqUoailNwFehTzqKjApUqJz3tQgFEx7PTOqTu6o7V9ZVAc+KkurQ4kyW/nsbC1NL+aA2lf5TqD9PfrYJaQ4ZjGtytU6k7vE81zFV7hmc8hXbloWOXc2nLFFC2m0tWiKy81Vte9SriS5L3rQKKJoNNKU6uO87y8+XvCVgkcGgoBqIwPvNU3bdmjg3sSs8Xw2udgXK1EKFEz4Z4il9eTkq2/wDnVdYky6ORrlX/ALVTjpY7UdDi9v2zgO5bij6/Wn0PVVjmjZAwAgHSqVNuLOWW7meQSzUADxwFU7nF5VeLOxFnXuQqRCQyYk5pQjXNpBDdVIkJUKoSqpIPoPSvS45mkFHVFkt52t7zXIvb/Gm+fxV43mE/OJWRZFcmcgtVlxRwWy4KcRJlFE5YbCJDyAP12G0DX1Nae3UqXw2bbNIMJXva3t/VU7bI7gbrAx2l0DYnSc9LUQA+v1iqh8jGGLv5R5pdoS1CQ/f4kJKdiylLNtSlAcClGhBVUGlQAKdRrgg3HiYq1jW+xtT7SQyxEJ3XSuPtNWHytlOQY/xrdbpa5JhXa3xmVwnlNoWC6hhSu2ApLZLTn+WpJHtp1HxPcOSVOk1Rsc+IkaVTp+dLPd5MwzmLiu527km3x4eWsIlJTJMVQhuOqcWEuwpgohpTgAVt3Cp/HoJPYW97qikatq7MEqWnm059hp6O7kgAco+oAUOGGroeRHLKqE4uz3NMEEyxXuVcMn457j8dkuxFyZ1oiKKqKZfc3JcjBJ1QrUex6TZWxtRocXvYw908QnP8akvuopQ2UaAS3vMVAVzRcAvLJcMK2Ef4pfEnHsaxrJueoskyWssdFzTjiQh5EVt8uqgSoTMpwRbctxgJ/RRtKyta1r/Knq73P/R20MTj/wBXM3UX8gcmj1IvWq7ZtguZ5rmL/wCzxHBpxUhccckK+yln/wAxMy2cx8l4s/iaZeO3/DrhJhwpMBe2SJjTjiX3whrY6C6UVG5KSoAA16j3kjo7aOJsjjIxyhwwx5Y8MwVzp22MFzdOnka0QOYAWuHdPbyORCY0QHgRds6teLRGMuuc92YYbalOy2/tn3EupDZfdBqCHG06ADUGnT9u0PgRCGuC48+JTgppM+tsgDSpRcOIyX2fCrr88PGi9ch8DzM+wy1uy7hBZTcZDiZSm35bsGS2ZEqOqu98RWkrUpPxSUpO2vTLZWtjnje5v+3qDVzLcfgtInMngROYCWmUNcc8CU9yheVJ9xV7JMPszuO5xIU7b5SCmI27J+8jqaLZK2428KLSqKG5IqAPx6asL6CQeIqxkZ9OHqqLc2UzSWgaXgqmHrrYz4lSxL8HLMufhlqiuXXDWXEy0MpDi4lxeQxHkyWEp7ZUpp4LUmp0IqagDqw3l0+PcxIHOCRBWLhi0YJ2VWrW2ZJsxZob35SdfFdZCqmfI8KTLyZzbZuPMje4yvENEi13dbrAZLIUlUJpvtuGT3BtBQhVUKOm6goT0JudFy9dQa7gvonSi23xyWzNTQ4sbyzx5cVoM7gxf8Dub9zxVv73Cb5KbfEPt0+6jrdS6m3vbAFrCFq0TUJr9em/7exoEgYNQHdI4dPUfjT8l0XKwKMEcMEXrxxoysI8r+b8CtFtZxXJRZoUZf3sSBLR91EYK9iVoVDUrt9kgBJTSlNE/Xq67UYX2LY7iNkuGJcqpyw4D21XLpk31DjBI6MqD3QM+ePP2GoPzJ5qeRObSoL93yOM0uK4TEi2dlxpj7hI2iQlpxboYO1RNKlIOnUiSeK0b4dpBExpzRXE+s022xdduLru4mkcETJiepuZ61NePM05Q5Lw+6z8suCrimHFfejt3BElb7UhdN5aQhW1LC1oqUJAUj20NOqtvDpLiRrQGhgxIyx4p+dWLYRHbOfK3U4sci59FK59g60SniXjEq44nl9suSSjvPykKKU9pSW5TSyEoAS3tNUbkpJI0odK9A5yWPY8ZtKirN4zLlsmsHw393rlVsccwMjfss/DJWQvybHbTLbjR3ihL6vtXllmLLKW9z7DaiSEV1Kq+3Ree6c9gUK058z6+VAotujjdrYT4jSi4ph0yBrIHG5kZztsspWPykpKlEA/mCvQHeD6j11B6imWIhCU7alugmGYWsVcsfeK1LkbGkbNqlHcdpAoveBVSQVew1+nUZ8g/R7aejilARwwqAXGyoK23UKZLiX2F7kEqKVpWD76kLAp9f79RnhvEcKlNaSNIzQrV1fx0Z/jPE/k35QeOHJ1ytdq4/8AIfAkZTiT11lRoSLgcsbmWfMsRx56c8w1crzdm71McYgtb31yUrKEkqUOvOf35ml8sXHlX7pwte6y2De2svtIUiyvAIXyuRdEcTg0yPPdDUUige9iGxmh3gktibG6GRztIDGucJGuBP8ArDmgFO88D5iAdXLx/wCYYf8AFp51sX7P7JcLtZeJMg5h8Yub7LbVC1XCLaLlDmYrYM7x5TyHUzIN9xhiwXTuoQ6dve+G/ZXre8uiMElvCjnKHAr3dQIfG4H9THtIAIKEOVcDV5222muYYZXvIOlh1AYSNc0iQAHFjlIcF9neqp+SuFLmMZ5j83XrJifFeNcseRU3CcR4dsuVzMyng5jjU3la75Jab5IhRFzcTtqUxglUntPt/uDTZRuJAqvl7eYn+YZNkD5Li5dYulMhAY0Bkgj0aF+YlxVwUHTmVq3bptd03ypBuTgxltBfCHBS+R0rHS6i7LTGxoa1ueK1e8O+SeH+Ov4/uDLRFm3GGsWvzS53k2yK9Ibg5Lyfn9sstlu19fixXkwLbjODQG2TKfHZislanChKqkfsE9vL5muW3ckbBFcttotRDVcGq7SpGpxc4oApyIxFa3C2lOyi6t2SSNdEZX6QSjA7NyfK0NAVcCmNbR/iHjufcRO8jZH4yyLc3DxTlbkSbgMV62PPS8Yv92tsO2Z/DbuXIcu5XmTGfucpwMy5v3DMhMwKZbjxtjJqXnO/u7D7nbja7YWs3qytomyNeDJqEsYLXOVGnU0oNPFoJxxq6/bmXb9/8gtsdyY523MvpY2ljtJWJ4cQ0gK0tfliShPygpQbeYvGnn3lVuuvJtxy7g+yO3qa9dckduWd3trMrC9KnqmXm6SW7ZZmscu0m6UU04VPpiMuu/FtKRTqKx2yAHcfMH1Eu4zOWUtazRjwa0EaGDkBwzq2SR76xosNh+ltrCOMNjDi8kAc1COPaeJJpObuHeQfHee4w3f+TsUzRPIN8iJx+04al6/3SPb7tOCkzscv1t2NtyrbJcDJce/Q+63NUKEqonc3eXp7RwsbWSJ7W4Od3ASBgHNJUg8Ux4jGou3QeY7a9Ddwu4pmufi0AuRTmxwTSW9cOFPa8reNsnyrx/j53jWSNLunjdkWLYeJb1uh3OZmGVQokK4ZPjcu8PNuBGI4lLDTElpgLSZzqq7SjSn3N1Nt8cDmuDDA9upACS5xUMJObGnAA+vOrnbWTNxinfO3vzMJYFwDWd3V0c/ErySkM5ZjF6y3k2wzrKly84RnLmRTrbbp8J24nGb5dvvG8ssl8eiToNzeu/HNzcUtb7r7JfjKjraBQoVNzeYYNh2yXdH+HqYjy4lMQ75MQQ0vJ0gAZkGqZdbUb2UW8skgiCtIbgMs1Bx5545Cib8Qf44cOvc+35Hi2d8iXiz2+TCuOQZ/lcJeI2XLOy+WjhXGiY9zulwmT2nmNr0x8KaZQ4EUS4VJFg2bzhvfmTZ5p762tbQmZzGxseZgQACHOkc1ml4JRzGt7pGZWh8PlqwsJ2yB0z3Zly6Sh/pAXApmcqiP8t2OWHjThfJ37UbKiPydkWAcSsWeA4LhcG5uDXx7KgmRPEZZRHh48y73pankvvSm0fAocND/AJJ3WNttdbLKSb0yGVvEFjka/HgjgNOCISlDfP21l0tnu8IDbYhsTuYcxXsPYW4E5r0o/v8A01dgK/GnI7k1cUqVbfIXkdpNufIMoRH8dxJJkoShxSOy4+2d42o+aQaEGvXWNqljO3PiH+4C7DoSq1xndYJnbiy4cEj1BO0NCp0Hvp53OiJM5eRsoB7ci3z2ErUttCSpUcpBT8u5QE/4ip9OicGnRAP1aqDyr4t04fK4fhSrMR4mlftsR5yehKf1RuXQUV31/HRZKwa+tKevRTwYmD5nHE8KiiSZwwa0YBMSnsq47Da7VYWHbTIC5UqRFRHDbSCG5T8klTaifkrehStdaeg6Q/SG9zAJx4/zp+3ZJ878SufDD3oKqnAeFskgZDl11ukCfBtcyU8WZb8YoYkNKW5sSylKQV/Q/HWlRpr0e2+4+mj1gd7SAOHUk9lV3cLR13K6InT+4qpmvLnnVRO2thfIV4tEhtMYbxbyhtSktjurKGnAAUjapIPprQ9AN2t/qtzPAPlaF5KmKdKaDH21qXAKWNPuq57enG8CcxnDLHIa++yia4JKH1la2Qh1O5wOlRdb3rc/LUjSp66a+3Zb2LIQpiia4rzccST1JGXDKqa175J26nAue8Z8AcMB0plSuJrLmHFGT45ccjTam5LsWE2XZ36cF5+FHW3LS2lxKKNrO71TQgCu2o655BcvbMyVzdQ1YoKuMtmyS1nibJoOhAvPp0q+puExsT4Yw20LvaZEi3RIkd2WtKIkmeY0ftCY05HcQtLagmtAaFNDUinQ+Z/jbpM8NQE8ccOFWSK3Nts9oxz2ucI25YLh7aTR50Y1ja8YXeA8wj9uK31dpTTzy3TVxTqlr1S2o/5q0KjQnpVw9rIy+UAJx5J+NKDJQsNqXK7EtBwJ5k/GhC8A/K6UjOpdgL0idFtbz7UW3sPgNtRnk9twNtsFbZe3A7VlJ+RNPTofFeQTd1qq12KZY/j0yp5+3XUDfFmcHKARmoPIdMPxpp2Ycn2TNYtydbs6YEqO27HW7J2PzpK07j3nnaLQlZCabSpbgTqoJrTqXM9pYjNWAwX+HCkRM/cU/q4D+NK/5Nui4WcYveiooXbL9apjKGwqjaY8+MsqUKJ+dAa+hAFa9QnHvajkoPZRAMEkb2fpLD6sD8OFMs/kb4XPNPHHCmYoDR/Zbna5Ic7jTKn0TIsRRq49VQCduoANfw6lTOghilZKukStKDqqenKhFzHdTyW89oWgvt3NK8UAxxwCChZ5pwZ7JMDvOEy21O4bfuFeTsJvrKJKmY78K/8AHt+sdwRsbBU6tlidvSoApCwDXToDZFjmzggK52RHAqAD0qbetlbJbPYXaY2Zg46mocEzywprls4nwG1cUcaKaeuVlk2rhjhW1v3CFNXJTenbBxPiFmavd3s8tuTb5t9uUSEkvTEhDro27tyiVdcRt3MiUuDS4OcpIxzJxr1NZReKyNjArHRjigxAKA8AOXNaGZWWRsx5Lxng5rL7pl6pdwiXWRZpSGoWNRbPYXkXC4XLJ7VC2zcjVBQ0lTQefTb2Htm9hWtYlxuNzdyNsmSJHqUtGAIH9XEjliAOVHW7fbWkb77Q1k4BAK6nY4d05NXigLjj3hVH/wAgsKxZVk026XCd9+mzQoVlgxY0hK2m7kwl772Y5JYbIfXJkJWlHxDbi00NBTqHuEuiQgkakQ9D0NOW1v4di0OaQSC725ewcKTsvja43YXu5QZeRb7dGU1b3GJEiAzb5KQ5JelSJrKk/bfaRwHHCtZaQoAEgA9DZbmAoJA3njivq4qcq3BbeK4EEj8PXyog/CzztzS1WhvD+Vrpcs6x+2TzERkES4vu5VBtsKS/Ct98ixy821ere4B/0lLDxbrtKgUgyZon2jw+Jp+ncMQc2ngh5cwcuBpcUscjCxwZqC8sQvolM9zK5WzN8cay/GLqq8Y/foK0w7ixMDrDyI6A053e3WQ1MQVJqFBLzSh+okVFYlw4O74KgVIZKWsLMEHL09OFLtucy7WK8S22Jifs4bm5LXbKXQ+ZAXJfQ8sVYDO6oFCF19d3Q7WGAALqX1UxKWuYXEd73VlrjkjbuN5POQzsucCx3BLrscstSJLL0RUZb9HlhO2Qy+oOJUVANg/5HqVakPmYeGoL0Sgd44sicinuk9lI94eaayP+Tfxtsa1OrgxeccbyGeww+02081gllv2RwVqUpHaUiO7b0rPoFpTUUJBHQLYmPy/cTnA+EW9e+QKo73at1gh4l4JxwwBNP65nEVHLuf8AI+SXTKMdwLilxvlPIbhaG4lysy7dCVa3Zt+atEh9rt5N3FsobYbQpU55bZIKUqIo1qye5u2WVtEX3M7g1hVBq6ngBiXEjIYY106y3Gx2/a/rL94bbRtJdh3kxwCDEnIdTjQj+POW5v5Ls8reQmfWhnGI3MWb3dzjzjazRexaOO+ObM+bNheE2OFFWYsh8MIcn3SUhLf3t1mPur1IA9D7DtP9m28WQLXO1FznDJznZu4FCgQHIYV5l83b9c71vL76QcBG0Kuljcmf8i6Sf1O1O40T9i4pxfj6yzpl4ctdsS+zLdTGeeQwrvq3bXJ8lSdu9tKlUbT6KGpJ06PsawNV5Rcu2qe6R6kgDQmPq+PQChMcv8q65JPbsrrsKytbuzIjrcUiSGyoAtOuJAS2SmgUPb216WyRAnKnGQtAV2Lvh6qpYcc45l/JlptF1vclm5zb7HN6tb6XlQb1YlBtLDMZxiq2TIfWGHq6qBI9Om3NYZBqxdiSOY9M6m2viwP0Na3Q4hHcWleXEIPbwrbN5hsdrw7j3jXHbYzFtNnsmPYyhi1ssdtLTVlgMdtqIxoG2e4Dp6kEAdTLHva3P4EdnQflQO7/AHWqpc9xJJ4lVUntrSQ/lbwTKeHfI+H5I4kVNY1yJdDdYUiCkxo9vya3foyojvaSEtPSEJNVUHzSKjXqDu4Mbm3MbUATIon5HHsq2+X7ptzt5sXI50Q0EEZsd8qji39PZQ7zfIu4c8YIzc7xhy7dkUFz9skZh9wUu3u3x0gFtaUaFtBqkV0KfauvTcdyLuLW5mlzSinj+Hb7qdZZ/wBundbRyEwyBfD/AEsPHTxxGGNQnG7E3fZDe5QeY+4aQ402qm1G4g0KQQNB6DU9B913UWEX7SGV7TpOYUc6N7btn1sumRQwEKMinOmF8QY5bbAB9nDbQ46g9pvtp3rWoCg3JQDtSr1rT8ffrhe/XN3fyF925xOrmcfThXZ9hggs4Cy2aA1BwC1bknFMmau1vuUsxI8ySp9Fpta3E/fXAIjPPSUstEBI+3gNOLVQEUT9NegTWN0FozRTyGKY+tPXR4vR4cSFX28cKbzzhx1nd+5RnTm3JciysJWsMISXULWqqBVs1G1IqB7j368zf46/f3yZ9tttm27e4XfUTvaNeAeAB3Q0n9GonUFHCvNW8WonibDEutoxTEKuK8yRQiZmzf8ADZK40iI82004rUpUtomhKi2ofqMEJOoPr/Tr6P8Ak37l+UfOtrHc+Xr2OSVzVMLyGyg8RpJQ9oOPKqVNt0kbyJQfDVA8Kn8PXUUtl8TdXCZCSxs1FTtWkHSocFBuPsDr+HXQGXRLtLxpK8ahz2nhN7pUpU0gXZ2C6FGSFsN/MblpS5qfgVBIUFgE6EdSmyp3ge7UXQcAAdfpjVi2zOJt0WxboL4Wp9aWqgkuIKiQmtKkpV6a+3/Dm33L+5m0eQNgm3fcngIx2ho+ZzgiDMAKuZ+NE7Lb5LmZqfKDiuVOd8SsCax7H411mR2zcJTaHVK2pBLjiBucX9Tt9Ovj952+5+9/dLzdPv26yE266YoxgxjBkGtyAToMSSca6BaWbbeEaAjW4dvN3topcouTLadpUr/XQ0rUUHsAOqbfXDTLp/SKJQN0tU8aw+NvJkPAg1TWpOn1JA101Gv9emrbF4B40+QldPIWZJsVte2rG/aUpTXRRoQKUP5a+vWXt3paYhkqduOPqpuRxa3Dj7v40qDnrlFi3RrhcJ0xTi3C+3EYqN8iQ4gpToTTsMn1P5TSnv0I3K7NnE3N00jkanZ7kGNMwMDgYWdrjyB5deyhV8X8OmZjyNcsymKckRW3gp2Q6DR14qKhUqBBUlNPelQK06H2hkwa8HShVx6oXfw9dSbp7Y4QwfMEQVKP5CPM+18JYHcrBYpoFyEJyCkR1p77stbVENNpCqhQXRJpr+PXpT7K/a7dPuHvsUbI3Db2kFzkwDRiXcssUPBOJoWzw2gumI8FuJKqnq544czWn5Mze78nci3nK8rkruFxnyyoBwqcTCjoUVojtFR+LbYOtBqrXr64+TfLe1eW7GHZdtjaLKBCSgV70xe7ryH6RgKB7nevuGh7BpCIAuTRkD1PE8TWfv7aEpSqOgioJSEppv8AfuECiQVD+h6vN6GYOZkfRaB25d8r8wfT11V90WXpsZpypoQBtFSBX8hXQkio/p0GlLTIGmp7XFjXOHKis4tfX2mG1rKUtISSQsChQPhtqancRTq+bG7SA0nKq9uLEGo4qcPyomZNzevlgetboQQGVpaUdpBcoT2FUSlaQ4B8SfTq5TTmaAxHiE/MVX2W7be4FwneVSOFZbxJ8Ssu5g5ftH7m3cLXhLNzZVOdQXEOS2Q5V+MFDbVlQFCo110168Z/5A/fW1+0m2yWO2Ojf5rlaSwFwcIg7AEtGBeVyJRuZxroW22LLuETSNLouARA45qVza3MJnW1Ra/4k/EtbFkzm3YvEOT2y3rU3PhF1SHA5G2FtxoqCEuIUSSoa1PXzp83/dH7i+cNgnh3DebyW2lH7ketQWgh2hQARo4EY6VFWq1imiAazwm6hwYBn1HA8RS2ea+I2+GOVJlmjQ5EG1SlMP2d9xS3llhP6TjLRdr23Kp0SPRB068a7nJdF01tK0t0OJaMlacQ5eIBXrlzFWK2AdEwuIL1IJ/PqlHt40cj4tk2Kz+IMhhOy03OC8u3puEkSIz74ZUh2P2imjal6hO3006un2187/2zdIbZ7pGXUb2uY4uze0ZA5gvGAPAgUK3CxlETntQgYgDhiuXIcea0njn/AIvyLiHmOfgsFl+TZ7jOauOMNPhXaXbrzODSYrZJSd0N5SmzWoGnX3B+2nmlvnXytZbuwg3LtMcq8XgDvFMi5qHtWufbxCIGvuE0xljnBMgR8w9TvcRT8PKq9Y5wj4DYXg17mxLKMmsuP48GpLqWO+ua0w7LYRVSAXqLOm4KUR10G8mH1NxcZsURjmeGHXBahGFdttbRRHO/9w4LiO8QeSrnWs5zrxNjd3vODR7K9HmIk3GC4iO52kSW2ky20/cKkpCWyCnUJWArbTU+vUa2ZFIdTACQW+1akSPnji1uXUWu6L+f403GVibOPWjjuywkuENphoLG1C6qQw2VDY4RWivko1oQQR0cuQFGQzqNA4OBIKjTn15VcuRRXW2ILYQUKT2dFfYPfIqCQlTdQshNfUGhroegTxiEqVAgVMfdXS7bFxblbC6dw2rU6EtrSDtCSEhDbpqmp1/xUdOnCQKx7yWuBwQ5c/TOoK/e04jm9tuUW2yB+43BpmVJ7a22nH1/otpqQ2FJabVqqlDr69ZcMNxEYjiA1exKieKLdzXp3nFM8eXupafmrjME+Q9ukgK7txtzTigoLUFEvBaywAoBugVrSp29MN79sxThpT2U6NTbiRg/q7eAxqibriqr3JlxGpC4rEdktturqp1IQj5DdqAtdKJHrXp6OPUO7lTRDo8OYp1H8Pirrh3EPOmWzHXn4VmmvxYLEh0hJatMJx10VSClrvLG4EaV9eiyMO3W0M3yvneeulqD86g2LpP7he3TB3Y7doHJXAnLgOyhqt3KjnL2ZKyp23uQi5k11U2p5xBcMZyY7tb7qdiO0CgKqAR0NjeJGvcwlwLszmcfQUTfGY4YtbWsdpCgc0C+/wBmNE1yPjrfIHHl+x9MpcV1+N2g6lY3rUuOpICCVp0Gh9PxNB1pz2scdSpjlW2EnuDinuzpTOC2G28Oz5mD8tWZEyz3RyRGtOWJeM2xvplOLCotz+KkwJR3UClkIKvQg9Yy2kdGXQElvYi/x6eynX3DYHabqMhhPzISEPTl1GVFLxRxbiDOTwMNs9l/e7PmkxqNB3vqkRbW24S48twlSnXYjDSa9upI0oSD1Hht5JHFsbi0nMHkOHTmtNSzQ2rQ57QWEhDmq4dhGXxpzNkyn/8AJaw6Hx5jkVx22T4si62+CwktoZVGQlKw2lwpk/aCQUBLafuWCQr4ilOj1xcNfFHLJi6MIE5DIfxzodHE+CV8EYbpkUniMTn28evALSYubmcL5ly+ZebFKhycrxqaqbc4vcdjzjLW4tTsW5sk7imQtS1AgHcfkNNOgsk6H94nQqhOB7M0p+IxShzLUgytwcDyRMvxHrplvjpiqLxx7Clrx42i4RYsZl0JUmUZJb1CWlpB3NdyhBoKEUp69HrU+FAhK6j7iPdTE8utA1ulwwcOJTI9hGQorOU8rViHjfklquE9i3MJt1yiomvRm5P2rUqO73IbaalAMhDhQFUJAUqgHr1AfHqujIwLJpTtCfl7acc5bHw3r4etSUxHH4gVrKXW0f8Amvl1us9nfkvRCmPHt9ttQT3JEyZ+iGozwoFrU4QlIB9P6V6hwwlgEULVkc4BB1wTsArb5V/dlckQHzHNAFOHEnrma2YbZx1yxxN474Rhme2lLeNNW3GLIqawlt9htlplh6JBkhALkZ5C2QncoFK9pB1PR+5u7W5vHyscDOGgOHYA32YJQOCzvLewit5muFo4lzScFUlwHsOPWkTfyI+N91ih/knHoEmetAVJnWmCnvXS7toU282mJIR8GkslIUtP5lJG326FzOdcOIjHeGJAw1AHMDp0zojG19swyu1OgeQn+lMCvT4eul48Uc8sTLU1iWSIQu4sOgrCglTEdY2NR7cwlQKlyYxbAV77j0SZeO8Dw3hXjPggTD186gy2jDL4rS4O9oK5lc05VIswu1/nZAI7bf2dsjxu4y96NrQA0KNhAA7ppSnsB/fohtW5SlvhBAwn19i03PZx6i9wJPu7ev4V/WckiWln7u8RxLbDgi9skJUhugWHtytCrbX4aVBrUU6MzSN0kknHjyqHo0uGjIe/t6deFNr8d7HJyHhJeYsW9MS1TIymFpbYQ+4lUajbJ7xO8h9aEIUs1A3aknqO+KB00UOsGVzBmMTx9pqPb3MsUE8+k6WyHI5cPd7FojcWdxvH7fbWbK7EizL2wTLQ0+he2cyopKH00Qtt1aFGo9qU6GblaDUXpg3Ps4UY23cXzMY17lc4/jj66r+1OyrNkN/ebfUjvCVKDgJ+SHUEKUn3BDgp6aio6GyK6Fg45Ucage95PdJWpJbctcQkB0hS0oSDvSKk6EgihqkAVO416iSNdUgFpGIJWozlN/mSo7pacS3XeUFKQKfEgJUaaKSr69M6nNGJrQKuAaoCjrVHov0ll4JXKKz3wEE0KSSpIUCFBOhUr/2evTLS5zkqU4sjCcffXv574Wb5V4Mz7lfGMcF/5p8acXZ5q4ZkouLNtn2HMeL8hxvkqBf4CXyi33Z+FAxq4xXIchSQuLcHFtKDraa13zd5cl8z7JL5dMrWbReiS3vYyzX9RZXEMsMsII7zHhz45o3tXvRaXAhxoJuNpLulvLt8chjE8D2PIICtcEKkhEB75BwIXEYUpzzRw3jHzxy7JeauKbXkOKX3CMNw3KfJv/zL495A4/RZMOysOM8N83rayOwRrk7hqXJqMby2TFbkQ4saJDvTTjkZh13rgf2Bu/NMnki38iedHWzvMW0uks7e5ZcxXJvIbYhrHSeE5xjlawsDo3gODS3AEkBHkDcr2y2hlpuxtn3MbnxtfFNFKyWOPSj1Y55a9ge0ODgC5uh+IBSvOWuMb5g/8bcHEuRYbdg5RwvyXkchLshWLhHyzCcsiJwO73uz3eC+u1XDGoL+PwZ0F6rgXCnIW0QFGlstrSfa/ulC5yBp2+W3cFXvECaMDDHHUTkVwPKu/N3OzvftrdbYVN23c7e6iw/SA6CYnsVqLwcowq7v4k80yK7eTPEGa5NFbftH+z8q8ao+UTG1LF4udpw6ZkVmxiUy8hxi4IiY6yUOJKS32dgWCVUPOfuttsdtdXLj/suuY7oNPytLiGkji0qp6HKr99tbhjrG2ljwdomgcQq6mq7HmC1OmKGtqzC8Uh2aZPXiqBh024ypl0cXZIsBMKVLlrQuW9Ogvsqiz2ri4whTyFhPcUhJqCBSubHfX1zeOmnlfJciMAPeS9xa35QXOJLgBgFJwq+3Vpt9vbeHDDGyAvLnNY0Mbrd8z0aAA9xxc5FJzrxcrYznk/GZtoyDDeKrnYbt92HL2lnI7NfnWJDKm5SLlGhyLhCRHfbUopbQkp3Gop1cbq9Ig03NuwtPEFCe0cKD29tbST6rWeTUMNLmgj1HBepNKD5WyLF+J7/gGGYBIxHHMquuUWjA7Fc4NqSYmN2zOLxBtdw7U7JSYNtTDTLXMDv27gjyAHVDcaGs3W4MklFvGxXAKdTlAAx9pwSj0Vi22idLc6UOADWoXHlhw/q50znyBY4atnFd84xxjIMUn2LiWLasXynizjrIbXeLyiFLDkqZKye6IuEqdBzXIHg7OlLkt/dyHZS3hu9tbvE2SD6iQnQC1Q0FHpmQ/IkHNPwpvazcCdwkaVeHd96BMMGhgxDUyVMBSIOd7DxPh8235jxBk0nE8byy/u4dl/GT+QRMpybGXbPbGnV3i6ZE0htNwdJkssyBIZjyI7mxO5SapAC9itdxaxk8JMDXB7PEB7pOAIPHBUdj0pm4soWSDx3NchQlqBCBmADgeYKpRpcT5piFoxSy2TIHMjuFptlrahWS0YXPhca4hHjbC4tu4WPFYqLreJctS1uS3Hbk2qStxS9tD0dsfNEllELAxMZGzBugBE9a4k4l2ZNIfsdq0+LG5xBxOoqexMEHLglLk/mUt1iuXiRgNzsrcWNb7P5CWR2DZoUZqMzb2Lpg2VJWhtkAOqX2oxUlxSnHHKHuKUQKWLyBduk81PuHvKywFpU83tDQTyXlVW+4rQ/y3FGxoHh3GrDpG5cOysR/A7yVfeJORrNhv3UlOL8wNX1/srcKYLeXY84hUd0DbRtyVb3kMOlWoCkGpCdOt7FvrneaZbLH6WZugctTAR70OPSuI73tLX7Eyc//AGmB+tV/S7PD1hP4VtAczXBMpNxnxQ6hb9rmPBxFVK3FpIWlQHoppQKD+KT11C3xjjX9LzXO5m/75HFi+wUpizZTkS4yG03OW0WlyUpCJBUoASVoO2vsmnoej7WgUF1EkOUqg+FEpxNbLzdZ8e8vtSp8eHNjpMh1BcYStKU7wSfzlIWQNDT+3TL40kBaMF9VP+KTbuUocvdhRb+TvI9owHie3XW3QUNTXjGjPLimjrhO0lpAUEbHXNtAToKGhHSbeR4nkDgXBMFyw9MqbuZmfTwtJRziNR9MsaUXYspay7lNq6OtSYsR1TDs1p3RxC171hx1xQrRAoU1qUmoOlOiELBNciaQYBwPsyqHfRiPbnGIkyOwXpxRMPXVbZhk17vHlVhkSwMymmbQ6oyW3W1qbVCS8j0YUEoUHiig2kEpUVj16MbluMj4/CYC2IxuJXI/x/Oq1tVsx8ut6OmD2hoGeePq5HnhWw1hvEc3PMMXfl3m4RFSGrc+tm3NtNNrjxWQFNyG3Vj4rVrQ6AH0PVSiufAe0gKTlVxk29lxHIQ4hrfwxSsO1il3i47Ht/3jzdtgsTo0VC5DjxZjmQtKnWWnFEtNhoCgRoB7AdZNMHTF7j3iacgiDImgNwDQAeXtpRv8luGf7c4lfNnuE+RdboXIzUZuSH3pv3JP24abZo4gLcIAGqfl9U9MXTTcWzmsB1lQFohZFkDwP0A4+0ULXjLx1hPiFxVE5Y5LS01lGRfZpLRaBlMLnACBAYQDudcU64ARqTu1Gp6r1tbOjH00fecPmcPTJcuJote3fjH6xwPhojWlFHBep/CmYQLc9eMJGZCM1Adv8RM0W8ugOR0vtpWlstJASh1TZ3FACUBQI1PU4P0/tKUFDXgatWStWgr5Mxfc/Gn3Fp1lttan3EL2EdmP+uQs/wCSXAj61I6e8NQtPxAtaG8SE9tM98pYczlHw04wmYxeF2yMxIwedMmMr2vqibmGVw2dTteeUaKr6AGvT8gDzKTgHRtcPUmX4UMuWF1pbaCUZIWn1qEPMLwoP8+ySXjXL3EnGLq0rxa6WJuDe3W1LLrFtmKaRcGyUJcWiQ9HUvWhJB6E2MbNEspxcCvsoheNLriCAORjmlpHEqowPBKKviTyDl8t+L9ryJTsU5zgN55N4H5WtikxixYeWfHrJZ2AZBYWmojhRFadxmDY7swoEb2Lq0sUqR15539ku27xdbefkDy5vVrzqaR7SO0V6Z8oXI3DZbS6PzCFjT/xNGk48VTPrSe/F7mPJnOf+ZeVbeuTec7tyL3h1tipQqbKi2hy6M23I4jFpW4wmZLmNpB7W9CgNh3DTqLs+3fWMN9NJ4YIIBGGRTE9AinnR+83GBt6+zI1FqADlpxHrXtomfIGw89cm2GG6zj9rw54oRePvWm4t5l3b9xdbQxcTiblytN3+wtSiVrguKTuUApalIqFLk21k9wGNuGOaDiocCU4YYY8xhUoTzXMOkAsdzJwy9Ex7aTFzlgvIUeY9jV5yy43SG2+62ly75gEXKWy2/SRHu1kxqQ9bGm3HFUTDaaUlhA2qSpXRO3t7azfhG3xEzDVXki4r76HXe37iQgkBjzxccuSfAVFcYx23YrLbuDucfsikw1QpcmO3MtiYzUxkx5rEBuSyyJDLTaUpQCCsFAqE9PfUg4GIHFcUxTnUI2srMiQ48R+FGb42c8owrkfGsZwXkqJyNaM3mps+fYCmWiE1EjPmMyzlNlsS3JMiDdbK7IUpckhKZLNUqJJQkDd2EU1o6SSMRPbixwx1H+lxGa8OIONN21xdW9wCpkt3EBwOYGWpvVvvCijV5ixxNgkN3BLqe1NRL3peUHTHlwJTrTzDTRQhTrSy2oblEUJJ9tKG2YzHHAAe2rHOrAf6fy5UPWcSo9ixObNkvlCnsbE2ZFeLba32XSlxh6UQsuJYfBR/wDhN+w9OiG3tfLOGtxK/Dh20GvXNFu5xyypT/guxPzX+ROw5FBjrkM2vC+aL9A2R0PJL9tx1uxx3llKlfblFwv4YS+iq21qASDXrpt6Ws8tujODnTRg9mLvgFqiRuXeRJH8rWOI7FT1Uafn35V/7jyPJuLuMchgSMPFiiscsZTbm27kze7/AI61bLjccWt0xkGOuz4HPtrLV0fbCjJui0RmjsbdUqw+SvKf02neb9pFzj4TSMWghC8jMKDgD20J8y+ZvEiOyWZWAOHiuHEkkiMH4noaMbBc7s/if418N4/lGP3BrJJPGuO3N1bjC3ZFwk5Bbxe0yGrjsDBakOXTc463VHdKhX46dGaxwZqwzPp29K5Hf3UP1BahfK95Rowb2rwAATT060AOecych8u5/ZHTLfes/wC4syo2JQXlS4cSMXVJD12WAn7naNUhVfXQE06CSfUvuWsGpC9SOnXp0oixlo6EuempowOSO6DgeuaUWltiBuO0H2DDQmEv9FaQ2pVEhW8pSAlIFKj0oBUgHo004YUoRN044441O+LuFcYvnNfEU265U0mROye1XGRBskhKZ5tMN9uVL+6mrHYZhLQ2O4j/ACoCCD1L8FUkLhq05DNOPZ2VHluPB1SMjd3Tm75VyGGZ9VPi8rsuckzBEt7bbzUzH40G1PqWO4y0luhkMIoQVHaAD76n21fs+7blpwV+NA5WnWI5MkOXPL861lPPWy2zk7gyTx7kqFQrxZ7vebuqYltxTVtf7jn27zIBIHfKUqO3QnXUdavP3IDG9Fx94SiW1mS2vTcxInhtb2jDMdOFa0GUZhkGONwcHjTCzZLQyI6kw6tJlPNrIW+tYpq5tqR+PVTuJpIx9MP9sNHrq8wW0bpXXLws5JX+edXn4/ZkqTfo8F2U2hToUlUV1RAK9wU0psmoK0E6f36rW4Ruc4Y5lU5YemNWGxeGNACa1Tr2+nxpyHGuQWPF4cnLskfbatlmtxefQ+e2XpLSSttlgkV7ikipBSTSpPVA3Tb7i7e22tf9+RyAoqL6JV9269itonSSn9to5ovSghvHmXeLx5K4lyi+043h+I3C5xYNnTXsPxLpZbnj78hxjcUBKI1xKh6Cqd3XQofIlrB5bm2lpBvp2tJeQFDmkPAB7RiPVVKm84vn8wQ3hQWEJcAOB1NLCezHPotbwGQQTEvrsgNgoe3J3EAg7wKpVuG1QP1HXwI3OIiUvzY4CgcjAWENwOdURnnFliyzvyZUJhDpCjvbaSddhB3IpRen+vp1rYfOfmvyneibZbuWNrXAopTNefBMDwqJNbxyN1ZSJ6kHuPxoPcx8b2PtnnbL+i4Nw3MJ29ypqkqaNSdlNBTr279sP84N+2eSPbPNrRPZKFMpUjmGvHeC8lwwwoDc7RHIrmfMOIw9ZFCZkeEZjjslxmRFkusIqC6yhwpUFGgBCalIKh/7Ovevln79fbvzdYNurG+bbPcBqZI4ICi/MPcqUH/tdwx5BZqHDgfZRJeM/Glxu15ZvE1hwMRlpWhKkKAK06gVIB/GtPXr5o/5VfeJ/mvzo7y7tMz3bPbOOog/OeATJoVXcVwxNWWxsxFC3V/uZn8uqU/bieGuHYWi4naENJCUkbaUSAKH1offrh/lyT/pzIcgPjRlH+GGvGBQern07K9V7H309KSohIWNKaevy/19NOp0kofL1LqkD5SDWXVOtuOWp1zutB1Laya0T+UEnT03D69T33TLWHAgycOKfxrTnBoU0rznDyNU1kUm2oU6IoU42078thbZBLzvuAko+KT9SehMEnhONxdOLTimC8OXD8zUZ0L5kc0kEnDp20rrO80uXKOaNxFuKZiKWmOzHaUVIiQ0rJ9gQXFnUmmtT9ehzRJM83sp7z3IwHJoyAA6DPmaJANjbpACN5DEnnU25I8osS8ZcCNotMuI3d1Q1Fawui21lsmiUg71Pq1qVetPSnXYftp9rN4+4e6Q7XtcT3WxeA5wB4nvPccgOpw4Cg0xdJIZZHBoTE8AB/CtdTyB5zv/ADJdrlkN8mOyGG1yXLfHddUogO7qvOAkhTy60BP5R19hvth9s9o+2PlobbZI+7eweK9MSmTRyAOPU51WLi9E7hHEB4IkXDicl/nQjYHJKZUmSaEvOlaSdANSnak+hCh/7uugbTiXyHi6svmhulreAq9JJD0WqtaN/FX5SUrG4bk11on/AIdWSZodCpxwqBGNLyQfmxPLlnVP3BSk32O3RJSpwAkA1G0fGhBpRA6r0n/2hvbT7Wksdqz51elonPQVsphvALCUKUG169xSU0bOpBBAr6dWS3ncyQMYUHH8qgzta+Mh4UBaab4E+MOb+VWfW+CWpETC7a+0u+Xcgo+9DTgJt0YlJS7UAgn0Arr1yP71ffyz+2Oz/wBrtXCfzhct0xtzELXAo9yHF/8AS3MDE1uy2Vs72zTNP0yK0Epq4f8Ah58+ytqed4xYtwph1tj4haWI8qHGaC32mkBzY20ErC1UJKqp+WpNdR18fvuhvG67xuR3ve5nTbhO8uKnBoOOXP3DhV/s7bS1ERoGAGXUDonCru8fs6S4BYrm+kLOjKVq0bcBCSn5Gh3aEj6dVPytvmmU2tw7uuyVc+HpyqWWs1jlwHCqY89vHlzPsROS49GT+72bdcIa2kalbaCt6MQn5FMhAIH0NOh3nvYZIU3CzjLogFICYj9TR7yOoAqVbzshJB+R3rQ8zy7eS0mTBsiuGNXaFPhPPQ7taJiVJSpWxxqSw8A60sKAIAWkpVX1rXrhl62WCdt3AUkY4Pa5MiMWn+HqosmBackQ0ame4FZ/Im/8HZ9AaYTcbbmtjbubSgCUoclMm62p8Gg2peaDzG4bddPXr6lf4X/eO1uL2Ly/fPa1t1ihPdZctBUdFJUYYtc08K535l20stprdgJXFpA5pw6jA8FxrC/ze2yZnlm4m4osk16MuzJcyCSGW0PsIVDjpZYakxd6FamhSoFKkkVHX0DvY33FuyMEte6QvKchgh9dB/Fjt7/QgJiha3Hm7H8K1qsUXnGBcsYFY8hlTbnEXdoMSLElSJDsN5hUwaByTWRHCF0ohRUmpp6HpezwTx3scM66XORc/wCZ7aibpJEIXyQka1UgE5HDGtlC4lyVeuN0q7SVSWmklKihXaDaG0uUSo1WUAVqKUFKadWq9bpeg4aqHw/tMIPFPfV+Z/abfANtjlSXS9sSoIdgSQgEb0ulsobebU+fYHbWtKdV9zu8NOVE426B2nnVXXJMeDkMVYdSWG4qg6vbUdtSBpRKz29+3UU9umzqcQAEJFY4YYpn6qofnHOr7bbhir1psbMm0tX+2CXdAvezEjSHGmWnO22CXCFK/KSAPxp0VtLNvgukcTrc0gjJP50A3GaVj42Nb3GuB1cMTVQeUuOWm557YbtLjp+8ctQqtQH6hLSaIGypCqo19KgdBoyTbtbycfwo69BdOKfMwfGhhxWy26dPvkSa4YbSJCmyVEEOEIWaVqNiSgAg+o16nWkiFwOIpu5BLGluB9OdOX8YOPb3h3g/kuN8ZWC7Zln3JruSt4xjOLRTcb5kN4uq1RI7cVC1ttIbbQdzsh5xqLHbTvcWhIr09vt9t+07d9fuc0NptNnaOfJLI5GMLyUU4lznuIDGMDnuKNa0mhNnOLa1nuWte+Se5axrWtLnvARoa1jVLnFMgOIyzq8PEb+HPI7RjNhvHkZmxtV4Lce4ucbcSTLdLVBU44iNLtuS8p3mO7av3mC+XHXmrRCcCQ0pCJCyUqPj2/8A8lLhkX0PkHazcRHSReXv7bCPEMb9EAILSxC/TMXOcwAhjSUozcC5v3CT/wCzMGIYNEkh7xBD3k+DES3HS0TuacC5VAbDYfCHxpxaJGZjeP8AjWXLji7OSJ2Y5zf8ou81UZCBY0gX0N2xl+7oCkvEJQ1EUQVb0kkc+3n7tfdzcGte66fnOXstbv6fUAQYGMZ4LY2mQKCS8+EU1FwpP0Nrp0SQunadS+JcSHAYtADRGwLxKYYKoqZ3Xwg8Ic9gOY5nXjRw5+2y4iAq3zsVgJZdQ+0FPW9m52xTDTlyYK1I0UlKlpqk+nR7yz5kup9xEO5eYd52+4OhzD9Y/Q/U1SxsoJidOwnS5hABIOnUKeZtHl24cI7q3YwYEK+XA8g5kg7w9hoPMp/h48T8bujN88asj5N8er9bnu9bYEW+y+QOOUFPzSwrDMvmTZ9vYcdHzVb7hGKE/kFdBez94948s3TYheybzCC7xTexxslLUGgRzwNjeXA6gXSskacFbgVgT7DaxEs2y6umNGIExFxGoywcRK0Lg4iQkjgTS+vNmLy14yWGHkPLeLqyK1vLYtVq5NxJiRfMFmzl1RFtUl15tmdhd3mJJLcaeltTqztaedPXZfKH3O8refUtNrlMG8BhcbSUt8cAZlmlGTtGbnR94DFzG0iRz7ctNyz/AKgjAtKseRmGPKEFMdDwHAEYHOk051aMdzW1vc2caT3sWz6K2td0aYIBuCkD/wDdd/t61ID7KabQugUn29+rQ5sgn8N+Idk7gR6ZcjWnG2dH9bbgsuG/O3iD8MeKYEUyHxU5lyd7iJmXPhxY89mNVTbalutlZSpMpKVbSNiyCU+gqerlbRtNq0vB1huP5fxocHud33JqcfZ07PhXp5k5sOScfXnDZ0YffXBDyksIbL6He8wWkM7FV+ayADoAkDQjqG6UMkEnyjlmtTkkdEYkBL0xyAAxHvpUXjwu/cYc2Y7jN5sjkkKu9pGOz2Sgi23uVdGG230oSFLdQ0tSCVK9gRSh63s8JdfQtao/cCHtOI9lObmIvoJXTAOd4ZDhy7uBHp1rcI8j8lu//kvbLFeGYZmz02+E59uyS5PnxGG3i8G1ntsNlbdTr6GnUWC3gZfXEtsvh6iMTzPCnLmW6dYW1rdEGQNBwwJ0tHqyrXW505SvOOZTc8WyVTBxp9t4KQ7MKXoclxlLa0tO1RvSC4fgDSpoPr1j4HK2VgKg4EYlfwoY65lildG/5SPl4Y8R+POlz4dwDgmR8kyL5EejbjJN1jxmGgWWQ44tSQ6AFbVugbTQ1HrXrP3dJUoeK86h6CXAtKBeA4chyFSXmPHIVkkPMQEobTCiqSpttChvc+CVK3qIASjbQDSv1r0S2yJzZA9VVKkSnVChzBShSv8AJYiWxLkthchBkp7KUmu8qFClSAASAk1VU0HufXo/LI1jFcFqA1up+CVsafxXJtuZcF37HL08mMvusRI8dLDD5Tb5cMLRKcQ6hxO0F/YkfpsL2rKlhaQOhW73BY+GWId5p94RKjbREyV91bTEISSOKgrw7aw+GcVS4vkibJkVyhNY+xcFyrNHiOJbauBdlutJksKcV3JO6OgpKSkJ3HcPUnqRebhHPauliadRReh/n7albBtDvrhHcOAjjYS0A5kfghxponIvgu9mGNOZFiUpqBOhRJq4qhGQUzIjjCnDDfKNqR3XEhQNDtV6ep6rTd4t3SNt7gkOJwPJfwq1z7fOGuntWq1oOB4py6/Gk8XW1yrJcrja5SSiXbJjsGUgGoS7GWW3E/WqTUUJ/wDDo0bYtUOzFCY7lsjWyNCNONYKe66mG8ipP6ZKQqpKUnVQNDtUU/4+56gTW/sqdFcB2PFD6H4iqZW0FyKvqTtMhJbURUqBWk+utdAQqnr6DXpTLZB0/GmH3CNUYn0zpi/i7FgzZGSWq6NNyrPfLBNsl1iObtkm1Xu2ybTcY1UmrXehy1oSqh2kgjXplznxsMkZSVr2kdCCoNOxFjnhkgDmOheHA4ghw0kHmCCRVkW/NM84lu8Ow2fkS58ijF8FhcTysg5st2J8i5jl/H8CTNn27H+R8hcsNneyyJB/cHWm++2kGOtSXEulbil8fd9j/tVb3b9y23afoN0klbN49rPcQyslaEb4bhIQ1gGAjQsQBqBgAEfbtrtNumElmXiQQtiVxDyIoyscRLhiyMYRtza0BoKBKTF/Irw7Z8m4tx7iviDCbBgEe93C9QrPimLuXBGKY8i24xdeTZuPYzDvM+7TsdxqZKgKcagfcmHEU6Go7bTaUISC3lo2PzHa7hLNPdyC5R0kxa6RwIbGrixrQ4tDvmQEp3lzrrGysEuzz2zQ1jTAEDRpGCvRFKAlvYFwQZI2/jdy3NJXlXw7ZMGs+W5ZeG8tg8iYzheJsyrpdpt5x+1Opyjs2mPVLsVzCnZQnOBBKWmEqVomoc+5uwy7ptcs9qwvlihljlQKkKatZAx/beFUZAmrL9u9+g2+9+ju5BHBO+OSNXBo8ZQ0MUlP3WFNPEgVvfWbIrR+1WzIbdKTOtF4gQ7nZ7jFfTLjz7dLjtzYcuO4hakOsvRlpqQfgqoICgR15x2+5ksyrgRKAh9XTqld6kSYdwgxnLsoc+VeeRfGZFlhyJc67R4yjEZbcWtqG448sJTIUmjZWtCCKfNX9ujE+8m5DYi4l2fZ29tZa2otiXtDQD0pY3BnHlh5X8z03bnC+2jGOOuBLKxyZm0nJL7Ax+zIvF6vDjPHWMpkz3kiRcr9c4KpK2EBTwiRCSk7wkyvKm2Xe7Xr3xsL4mP75BAHZqJA5eqtbq+8fG2KyjkluRH3Q1pcmo5kDLAHHhzolvJ/yE4betWQO8XX2yqttxlLumeZBjHHkeCzdEpln7W6quUe32kXuVOntFBnTSpCz8UrHp1at12HdZYmQxPhbGXEFpkBHQJl1KU7ttluMbNVy0sl4aj3ssQQuY4DOlr5ofHa64dNvNuy3MbPyDFjIZyNee2ywWvFrm9NDjs15Fsxpl6NisiAZLT4VKf3uspLjx3KCuoF55cvTaCa1AklaFRrwVAw7gOJXgcsCKizwTROdJMWhmJXl28M80qZ8FXq3TMMxS9sTGrpY7nBiuW0tOJltMTGFuQ5SY0hlbrM2IqQyvtPAkFsp1p1za8mfbXr7edrmzRlHAhCOOXrxqRbzNfA17SrHBR/AjMLlzFYHzZwtXKXjLZblJg3W441h3LVxvr6Icf7i0Dt8aZjao0bJpSqORi9cXki2FK0b5CFj5JqBcPIty5+6SPc3uuYxuZBafFjII6/hVS87Fn9rj1kBwkkIbnqSF64f6cD8awf8enDl1wjjjxu5LvUBbDI5As71tSjexcLlCzLH5Tk+awhdAuEy9EYIJG13bRHXXtlinffw7mWpbi7LcMCTqd8vQfq4LXId1nhdaPtGlXutWkck0tPe5FSgHDOtiXKHDcbepyS6Ky4LrsptClBcaVPQpD7Oz4lDanWyUbfijdRVDSvcoHkgLnqXtrkdyAyWQNKt0J7qXCzgKmu45FcQQJco7lH4AGS4VKqKEq3fXTQ9S/7kdZa4EYmo529pALXEd1uHq/Gj08drZfhgkuI1aW3kwUzGF3FxYQwlbinXWSKAqckllRJSP8ApihOpHU2K4ikax73EJgnE48aizMcwPhYFIUnkMM6gvkDcZf+0HY5gM3Z+OW0KtqQiQtx1qhC2g5uaKl+mlCQKEdTQ8NuAWgFOFCHOPh6049mXJaWzbLhcJHLuLsybOm1f96ylyKGlJafbWohxl5B2F1SdwFDqPbQdT3SO0OKJxX05VLDWS2aqqhE5Y5eumUSvHaxZBm+N5DYLPIRPtsKJdJn2LAcnuJmKS2VOzKqS5BjgH4kbiaBNKdRXXj32r2TFWlmHU8KF29nC+7Y5vdex6YDgv4UbPFNyyCyJy3EW3G7jFtURtEZxxxbR/U7m9t57fqgLqKGoBJrTToG3Q9oc5VB9BVojLtbo2JocCvqKL+fOhfh8/SMrt+UYizWJc7Nf51rLakltTLkaYpLqUP/AP8AQLUlVVE12+v16k3duILwFvy6UI6pUS2kkmte98mtV/0g5dnPlQw+UpVabLZb/kEFufbIjjjpcUht9pDyElxD6V7drgTrt9RVI2k9Rbw/tgsUJUiCN2lMCvIr6E0pzkzk618uZ3icm4yg3i2IyGnYFjXLBYeuDRT27jLiICkd1tQq2CDRVPcdRLW3fG0N0FSVJPp8adc65eC4tcFQAcmjPopz91HPw9yDkOYX1cT798Yxb2EIgW9Tpcely1thJekIFFIZSU/AKIKvU/Trb4tDMR+5q/jWMkfLM7UE7mR6calnMDZRGjCVFYTUO/8ATBWx2nUFtaAred74Jpp6VAr1toIZp65U+zVrahKqMfThRe2L/wD2d/HpHt9hl/byrbEjNNuJJqyqyXYNkpUdQ4gN0KjTUdS4mq6NyKx8LgP+UnPphUPcATYzw6tEkdyp9aInauFVIvjz7/KcMu6g7PftWPtqXJcUVPPyFR0lRccFXj8lGp9aa/h0Egge2OVSMX+nsqdNcNfPCQDrZH28PmPU0NXjxyRb+IP5NfJTxRzR1qHhfnrgOF+U/CS3oohWh/n/ABDGZeIcs4rZ3Xoock3nNbdj10cXGaWTJn2qI2o73G0nkX3J2lZ2biwFEDXn/S5EPQNcAvRx61137b7u5lubJUIeS3qRih7WHDq2hi538duQvHXyIzPIuOs4mcbRs9yeycicZ5/boUe6qxy63q2DEeQsVnWuUh613ePdbbKamsxnUpLrkZWxQWpNOfWd/NaRutCNTQVaeYOYIyPJeZ5iuo3dsy4mbuMTiHOCOT+ocV6+6iK8EuHchRlPktxR57c+W2z5pgmW8d3fhrkjL8p4/wCPbNlXHudW/J7RLiwX7+uBb7oiZmFviGJH77lxZ74QglpZ2kW3dy69gg2+IeDNA9zlxIcwhCnEISDyRTiad3Ld5/LlrHfSlstjcEBpRNLwmuMkfqzcA7BwJTJKs7yE8UvB/jywXm9Xzn3CMHlf+ebf7lNf8iOJITty4iejxkjDlYxabxblOZDdi87N/cGVIKlK2KCykVG383maNjnwMe6USFneDQCwr+61iAiUFHBuvRoBaQT3qE2fneOaVrDGC025JcGvcBLzVHIzgnvpPHLVv4Qy3jjGoHj3kOPcy3RF25fxrJMss0tyPh+HyYb6U4TfsmzS/wANlmwwbTAkx97jYlPXRTtWG3RuUkbY/wDy2fcnMv4xBahkTgqOGDu+Gc/EapcD/tpgVzsjLh26tM1jC7w3I0EggB2nvF5OHzLpAxKgJnV5eAXi3h3HvI0LKnnDk3I1+ujbmS5eY7lriWq1296Pe2sVwy3TmpLluxCEuEZD7z5XKuG5IeKPg2kpuUsndavcCnSMQXFQXHqmA5DKoTbWONjg46pQQruoOTegPr50cflVltok5Xj2M2xxKoQekTltwWkIBXcZbz8h90ghX2/bcJKFqCCRX83VZigcVcAiAKuHs7akXMwRrSQSSuHJPwpO3m15G43abXOxmyZDCRepyfsH24lxZdlwYbUVDYcuKUqK2oyUrA2UUKCier15X2KcPZcytVrgcE9QI5clNU3fd2jih8JrhmmGJVOPL04Ur3iPljNrBfc2uHHV6cxBzI8CRxdKvsFhuHkMfEJNxF0virZkBUH8XuGXuxAm5SIyfuX4ZLCFN1Kuur2O0Wro4xMNTon+In6S8ghSOIaPlBwBC1zq73GZr3SMJaHDThnpHDtJxNW3gTEJVquzF2vMnGWbXjt0btcK3sQlZBkmXyIsiFhWN49b30OQ46P3B0Se+sGNAgxZMyUpBbbC7fb/AFUjhFA0uleUXgAc3Ho0KQBmU4LVflMIa6eZwbC0LhmTwaBxLjmTkBgpIon/AB45rgcTY1L4+5JiX7k3jS7KgTJ0e2XdyVfcUvjG9uVf8CbyB52McfkQnVoetKXIrMyiJLSm319Xl+zxXMDdLh4zRiTk7tT3O4jpVJu2vneQ0BjtSgHgM9JTFePQ4HCmZ4/xxwvYW7NmWGXmPkFiyu0We9Y/corKoRuluuAVIiuyW5G2VAXCeQtl+M6A9HfaW2v8tTWbq3ZbSGAtDXjP8vV0pVh48pL5NWtSEOICcevAg16bun7m6SR323Gy9IAAJAbQpHyaSEqG9e2lKfTXqBpR2CItWGIhsICd5KmXE2HuZHl+FTLWmYXrJf7bc5qovcRFNqt6t8tmRJBR2GlJHyHor306kRt1O05Zn0601PcOia5ulVw7Ccjy7PbTreb8aVkth45vTUhy13CTAat8m3lHeS40pRRGKVp/KhxQFXBpTXpMBIL2ZtBoJIzFSqof5fxrVb81ctymPyrceG8cuCblKmXmWwtPZQZbb+4C4QX00SVxYzZK0kUKk0Hv1JuBIGsjjCukC4jFPyHOjm1xwyQm7lwjAGHBVzPXpQTeanhrwpxTxdhua2bmmLc+Rrwy7IyHAHIIburDaW0uCappsb2kpWfkfy6gV6H7jtVs22N14v74aTpRD+SHhxCUV2rebi6upYTbOFs1zQ2TUNLi7hzJHuOGVLB47du9vzTGpNljv3KUi4Ry5EioLjv2ylhLjpbSFGu0jWnyOmp6pNzJAxrTM4NOpB1JzaOZPuq77fa3N5diG1Y570JdpC6W8STkAqYk03DmOBkF14qYbflwMfhIeYRJsjq1NXqf9w0hz7p+MpYcQipoFGpWkH0p1ry7aSt3B0lxHoAJDNWB/wCJPcKI+aY4LbaYxDN4srsXgEHSRmCnDkcQcaWqbasXpNqLyAtUhUcErGqAmugrQAIrp1cdXeX/AFc+tc6Xu607ulcuHZX6R2axZDkP7loKUpOiijandSpSCa1H/sprTr87d60ywdhqzcOlQqItt+ECVEqVTeabSk02pApUhWuvVYmYwqqhfT04VGcHRyKBh7saiN3bhRltt6Jcc1JAqAAqikgDQHXUnoXMwPBBx50hEQtVc1qKXPGrBdVKbnQGHC4UkuhtKVmvuKUBWkge2g6kWm57ltTiyxnkja7MAlPZ+VMFpLlTECrZ4/xGz2Rllu3xG0BagrdsAKtvxA20FaCuvT8Uk93eG7uXukunnvOOZwT0FSomMDAUxVaOHHWftrE0EpKKtAj20I1Ovunrq22R+HYKiA1IA4cBUGu0/wC1ecXvJA3UVX6D2PrpT06HOmc2QlVK1vsoV+ZuUXIERcGNvcWtJDob3L7TW35KVtodxHT0AfduBfgwHDt/Ht9VMyB3igY6OA+PZSqufs5bkwkttRksTpaEl55QSl2PFAUEtNooFgvD5KP9upV45kkrLRgOYc4nnwHZxP5VJtmPjYC4g4nSOmRU0B925Dj8dWubf5LjTMpbThYLizuZQkK/VINKEgfmJ9Orr5Q8oXXnPzFbbPate6IvAcWjHEgYdVIGCnHCtTuayMMQazwxy4k9mfWlH8wckXrlfIp19uE19Vv7xVDYWtXZ7KKBL2zcSApKRQ+46+0f2s+2u1fbny3DYW0bBujmDxngIV/oHIDj1qkX24fUPLIv/s4PH9R5npyFD3lMxqNZnG96lOPAgVJrRQoV0oKa/wDh7ddEuJWtt3AccKhwRudKHOwQ+n8ah2KJW32kpoULqKEkhRChUkilAVD06RtwLIU5mpN4Q/U8cKIJcYptgdUolQQEVV/1KEDStNdPTStKdWzwj9MrlDtNC2yfvgBS3j2jlVGX6Wpu6NyFEhTRUEqoUiiSBQ0P5VJHVRunFjhJwFFYYhLG4AoTV38GYxcuW+Q8XxCyuqEm9T48NbgJJjsLcT9xINK1CWwUp/E9V7zb53sfJvlm78z3eVtESxv9UpUMHrOPqpoWLn6opHANDVc7k3p1OXrr9BLwb8e8Z4B4uxe1WuCxHuCoMVUhe1KllxTaS4+tdNwLpUak+nXyF3vzfuPnHzFceYt3kMt3NMXKSoAJyH8MAMKs1iwuDZn4DID+kJh0FHtldnZu9nIWjfvQQSUhWpSdtQPUdDPMdv8AWWrJMCi9eztow1paBpwd+NAbdbRNwjLW7g2pbbCnw5QJoj8/yVodFjaAB6H164pM2ezu9SaXA4J0NK0hDiR20c+PTIWcYilDux9MiIWngaOK39vaF0JNDT/TrtG2zQ+YNmMJ70rRj28+eVMEFj0cUBCH050inzJ8crnxxmEnOsZgu/slzeWq6x47alCNJUrWWBQ0bdSdaf5dcI80bI3a53tT/pHPXj3Sc+wE+wmi1rc6w2OTCduB6jgV44Vh/FzPBbMotdrmyiqDOu9pkN9xdG410gTWVMvKUoHapaQUEigINCeo/wBsfNVx5H8/WF/G7w4DeQuzRocJAhwyBaXNK5g45Ct7hatubZ4dm1p/l8DVK/zOZbfLD5Jov1mjzXU/7LtS7PJiPuNIWldF3SE4lNWHEpUUHUKJSrSnr1+iHyNu+1+cNsklge17ICA4BCRq7zXLwBB7QmNcV3ozWU5umd10h0rwJaMR28fhSsEZZj2YZNxg/cLcf90G52Ve1WxsJUl0OyVITtG0gD6Cnqerxb2MMT8ASGuGlxzH8fwoR9TK/FxCYAgZKoOHbxp0Ui6z3ckwd5tQIhppEQkoQhKNWtm81UFloep+lfToVfOJcUP9VFWFrtSgfMPfV0ZXfbpcpMISHi8UlkAOPQnCkoFUlwbG1kqArUaCmmnQB6axwwoi0YEvcpBOPxqt8slPMRb3NWFBxizvhlXbYWoKcG1QqyUqSv619f79Px4PamSitOPiW7wMVBHuqH+LUn/zq4+yvG7sgOXKw3+bGbW+0C8Y7Kg5CfShe4p7S9E1OlPr1YNwIaRKwFrHgtI4agnxzqv2MbRbmzJJaw6gpUoTz6H3VlvIbA32bfZsikobC7YkRXFuJG5xlhAQtRH5khKq1/EjXqoxk4xt4Ek+nSjjA9fHdi0jT2Y50G3F3H2RclZ7aeO8JsMvIs05Ivv7JjVtjqCO/PdQuQ/PuUspU3asdssNK5c+asduPFaUo1O1KoW673tHljabrzDv8wt9mtYi+V+ZzRrI2r35ZHEMiYMXPIyAJGtznbawiQNL5NTWtY1NUj3FGRtXAFxXE91jdT3d1prch8XfHqy+PHFmL4MzNZvV5t9liQcmyVEdLCb1c2XUSpBsp0lW3GWZQKY0ckLeQA4/uWqg8BfcP7lb/wDdnfBuG9D6Ty1C8fS7e1yxwhju5NI8IZbpzQC97u60q2MNaAsfbrNthA2GRwfP3i9wJLVcdRbGSAfDBwUoXpqcACGgy4zTMu2MsQIj8y4MLkPvKjxm0IRHUArc66D9zKcG3TfRDY0A16t1nt1luPl6O22m3fcbtCXOe6OJrQ1rjm93zyuyDS7utxAGSnmaZYAyFpdM0klAPl6nM9FwHCoi/PDZKVLAIPy1Hr9BT6e/XL724Nu8xvcjgcfTplUIzchXbGnx31Bp19ttolKHFL2lICjQuKSdFJRX+o9uiu0XVpfPbBdSsitlDXuciBcNRBwIGZ48sa14oOaBvGu++fbW5ZTHuEW5toQikqItXZWNtfVdauAaHX26I+bbS22jvW93BdxtYO+wq31lSCeaHtpchayQtjcJG8xx9vKqvySFjWX2G94tlNjteU4xk1ukWjIsYvUBm7WK+WuShTcmDdra+hxmVHdQo09FoV8kKSoA9czg3GT6ll5t/wBR9bG8Pjfb+IXxvacHsdGC5rhwIIx6YUl2hzXRSta+F4RzTi1w5EfAghzShaQQtal/8k38bOYeJ8S+cy8BTbxfPGWe+f8AclllfczMt4MduMkJZt+UTXFd7J+MHnnQ1b72usm2kojzyobJB+gH2G+9G3eep4vJXn2IWnnotPgSyxugi3LSFOkPaxsV8gV8Te5cIXQgOWOqRvNjcba83THuftpIaHr34iTgyZMHA5MmwDijZA15Gr2eOEZbXEUJtSlJfMVhUhLaVdn9TUKISoqoEioroTTr0dfQC0kfE3BOHLpUq0mEsEb+Y49M6wvKWMynZsG5W9wsOKlxwFhVVOJSFACgITsrrrSv49VmQjM5LVgjLQwPapciZ5cqrjijFDkHPWOSLhPjITYr5ZLrJUUBUyWuHNYf7aUEHtpq2EGlSoU+lejNhJHZxsu9OpzSSB1OGJ5BVoRuHiXBdbtdpEiBxzwwXDmch21sP81ZSnNLVjkaEva1a5qpc4tKDqe1KbbjLS24rcEOIZUo1FSTrToLaSND3sT5nH3UWvEldE+NVa059U/LKtdn+V23Y1jN5xN7HZYN1k3OVHlM29xwpMVdrDiJFycKlJ+4S80lKPRyu6unRczP/tQdp0yCRMOIIOfryodFbtdubTq1xmIkrkoIRKHvwsxTL71crtkDWH5Fd7BamSq53tqHMXbWloZ3dpuW2kIddZBqsIKtgNVUHUZkUzovFc1xaqLwJ6dlJvXQNu/DYWggBQP0jgqBAvLlUa59uN9nZhfmI+IZEizRO01LvLdqnv29IKu+aXBtgx1JQFJ3pqdg1P16sFpY3EcAmEb/AAtKk6Th7sutDTc2xcY/Fj8VU06gpqhLfi68gucC0tS2El9CpSnHAHmgy02QUjUFe8OAAip19OtXJjbF4kq6FGWZX3UwXSF/hxoJCoBOQ48KYVwJkznB90itSry4zEQ1A+6ajOLaT2n3We2ZLCTSTbHXy2gtqSGWikuL1BrXdyfIAJoAfCB9w9yjP4VI22Jhnd9QniloQjnz548efGioud3l+QXIca9Yhkirbf8AC1xpjd2ZeaiwXFT0SEsISXEOokhxUZPwSlDaw3uSpCdSxaXIfFrBVgch4ZhceeFGGxsjuWhXNlLS8DDEfKf5Gm78M+beRY1xzc8Sz60Jk5BjqplsYvESSym33FyOgoS4+lx0rYJABpVQ9QCfXqDdbXZzztni1tcD8qKD2cl5JRm2u72KB8ZLHxFqh2RaoxBH6vVnSjcrujN2yTJLuHEqF2vU+6KcSTs+4nSVyJHZJ17SXVnYPdNOrUJXFoLh3+NVkRCIaGklgyPMcKg0+alqK+tVT8SVApqSsCoqNVUV6emvSC4E8FNLCtOoYOFUvJmpXNAT8f8AuEbd1KhRWn8gTpRJ/NT6e/WBw9tJJKE0xbxhf3XO5skncqDDrUFKXCEKqd3+QI+voehErToen9Q/GiVu396NxxGg+uolmkqcM+yaCytYVLutviNuKNUpdlEtJNalZ7ZWCR/yg/2cuNLGeMflbHqTmAFT3VqHvJEM3PI7CSg+NVNzlCRcbZmWWxUNJt3Fac1yZ9TDaZMdowMBnYy4qRO03idAfku6VSgpSn0BPXB/PMRjtrKaY/vSOVT3cZC0hRwDSWg80U107y7IJp54YmjwmKOYRoIPaoDila3Hj23n3gBzhw35icU5WLxn/E+UR+QINxx2DKHBMC15dbbwblwtdMzWiFeszay7j28SLZejEENDcd/uRd5ZS8rrcm0MtLMT7iWy6mEPDCjdJGBLioJJRwwLdQBRMKphu/rZPpLNYW6m6HkHW17XYENBHdRQQSNUbiw5mti7+MbzswfzR405VxlHHUDhfJeJ87uT6uIoGSS8nteN8dchTLjf8TexK+XZiLeZeJ229OzILSpIU+0oNocUQtAHjfzr5eHl3cRLAXO2y61GIkYsc1C6JxHzaWkaHIFaCoUV6u8p787erIsmAG4W7WiTT8rwVHigINIc4HU1XaXOCFCKMHCcZtQyDLGrnFaYcbVcFiWptsLDCYxZjOMKCVLWWm5JUk6a6nqsWrYy4l2Wk1b5nftN045Cl+eMXhZzbfOWeaPKvFuVsQxfnt/M77x1x/x1z1xnF5X4Mv8AgGMt21iLl/8Atn92slyx/li1z2O/Y7gh1yKG695CSoq6vvkK7t3bY7bdwVrHyuOtvdJcqnUQCoTBEyUjGqz5hgn+sdPHc3NvE5gY4w94aNJaA5hc1WlSXFrgSUwPAnOZOZ/5KuNLc/i+Yv8AgTk0bMICWXXmOBszdx3F4sbN7pl8ewXqTDzsTb5Ht0m5dpKJba1ytndcJcV1fX2W1QW7LWEwT6Q0lz5gXHSSQoLQhU48UQZBKY237f7dvMBu3eYLyO5jerWNgAaCWhmpuuYPwYEBHVaBTmiw+THktbJ0Wf5H+Pk08hxsnhcucRcQeIN2wGysxJ1miY9eZo5gzjKLnKeyLKLFB+3hfZxlLZUr5BGiug19aeUNua3dPFB3NjtTGRyPQPBJb3GgNcwEqQUHGtjyrPtZfbv3CW42xrQ1gc1gc8OzGD3uaxp4YErgUyobxywRHDOM5xhl1sc6y2nFC6nB7Xc3Frk2S1znFP26K2VuvgqZWtW0k7ypRqa9cY3m5N/fm7chnkJ1kcXDM+mVH9uthaW4twghaTpHBreAHZwFYXnq3T87ynA+DsYmoTkuOeO+XypK7hcHmLDbc88lcrh4Vhci5xWKxy5Cw2ySX0yHkOOxWpVUpG9Vb15Btn/Qm50n/q9yiY3mWW/ekA6a3gH/AIelUjzzcx/ViEOAbbWEjncUfcnTH7Y2E9ARTXsJtuL3LD+HcThwP2tVoZi29hiEuOdqMKxu8QmfsnUNj7Zlu5WwthNEkoG5NAadehrTbnR2kETi3SHuOHAq5yD14+uuHzXX7sjj8wYAV66R7MhRMXfMod6VFNs7IYety47jLi2UvuLMRooLqGC6tvuqCgjdRThAUulerxahroweo61SroaZyqUCUW85RGenRGkvKYZnzwgEap2y3Sa6navdoRqB1PfYRP7yO9VQ47x7AEIw50fWCc4f7W4j/a4kT7S6OwtqGpMQfbQ5JCVSbip8/pytR3ADRS1EA6DqLO4RTtYERoHt9M6bL3yQOLABI73f6uuGXqoP2uT5OY5DcrTGlm5zYs1x+4tBKlF9xzVNXKIShRddG8eqRTadvR21ZMf3tKk8hmeVBJTC06CU08Sck4rUGvMaZG5iw+VPiIYWl1vuLbQkuNb3Eltv23bkmpJp9K69Sp3vjY5kgLXEZVMsdE2kRkFmI9dPI4htN/tWHTMsuNuE2FIgw34+91IkR4sRghLYW22W0hwauNA/FRBBBqOhU7myRshc4tl/CpFrE+1kmnDWui4Y+09Ki+GXNtuXkmSO9ptd+U6ZUNSkFUVpl11TD7Ka1JovaoVoR669QJHFjtDQoNTY2ho1DNPjj7KC+7wsQbzu+3SBsROn3OTNvRYbUje2+pRW8pnXbuA+Q0CiNPoXmy3DyBMVaPlJzSm2xRxN0xBCc+SnOqm8s59zzzDIuN4lZ37i/wDboQ+660I8dgNJAaVVKEtAuoFKeqgAaDXp6RmuErxP8acic1r9IBwCjty91IgyPEHuOMpWu9R20uune8y2kpQlYUN+7fuUuixqqmlenoZmyM0BdSUQma4t0DEDHkez1c6MnxIzJF8z64Q4a+222hhbOxQAbGzVPaKCSpR0TUVGvTNywNjVxCkr/GoBwka3QitOPEmr150yK6vOxoapCFtsSV6oFNqUq7RFEgFL4Bp/RNehMr3JgeNT7NgdIrhkMKPzwgbj3/xPzrFWxV6Bd8ijFtRBUQ8592kgUSAFKIIAoAepFjI4tjachI9vtC/jhUPcm6jeMAKlsb+1APyrw4932cpjw1PfFNkQggLO49tKm1JVQhSNpGpBrUdLiANu54GT/wAaiqRcj/8AJilF/wAufDmbX/hDDvJniOZOxrmvwj5ARyxjmV2ht5q+2njt+7W13I5drXJdLS3MBy2DbMgDJQvvR/vjtKSoGt73ZxXdrJFKAWIQerTg4c8sUBCpVk8u3z7O+bpJAemPJ4PcPMcR6xRu8JeSPGf8pPiZjnI1ph2nFuUE3FFm5HwZlpX2uDc04w1bZGQRrA8wVljAOQWZTVyx3e4FMszFQSVOQ1LV583PZ7zbLgxuBLGnuSEYPaeBP9Q49Udk6vQG1bxb3UCPIEid9ozYV+ZP6Tw/MVanLHBeOc14FZLTyDgeBZUmyNWsuWfkezWW847eoyYym2JbMm5Q7gLVco7SCx3glG0DtpU0tCHOnNuuR4Zt3glHK1CQ5pGaEYoeIXgtXnZNztrGdwu2CaxlaVBY2RDz0OBB5qMRmFBIpdOc+IfjjhF4fuOC+JeEW51+yy4YfvV7xSREirkKQl1yLbIeOS4sW0W9IW9CdfmOyVOrLingpAHVg1NDfDhE+ktPzOBQnNEbl2letWRj/KOgTPZZ+JqDi1kTmggfKoc5F/qIbpHAY0PF4gKvq7Eu4tWsW3Eyq1YvhOL25EXHrXIiLIemyXGu3Gu9zmMyCVzNz6nEhPyBJqPc36ZpAAZh6eugm67pJLqjtu5AcgAga05Bo4e6jQ4SbPHuDXLkTIE/tar7DfiWh7elIg483MLV0uEUyFEbLjLQmI0oUB2KO4jqn3Mv1N8YIySwEr1Pq9tA8IrYyy4NBBXp/GlW+TnlC9ar7yRlMQGTLZgXNNotZcQ0pN1dQym025qO065GYjp9XkFRSoqJNAa9WrZNgfcSMZnGXhzjybiqLmSmHAVT913YMD5WEd1pDQuZPBOQzNKpn8VHKLdkaHsiYu2WrmM3y+ZOwlM+ROzTt96+7pZT3pmNWmY6u3sIbSyXmGVOBNO0Ouy222xtiLYhp0hBxy68R/POuWSbjM6TXI1x1FUJxTgUy1EY9MBwNUbDkzOPC9OylIjPRHpLFtxZl9uXNu9xhKQyqenaFNxbCp9KQiU6avpoG21KrRsGSJxY4EEZ8v49OdTEjuYXeE4EOw6j8qt/94uuGxJTmROOSuT8utK1XiL8exx7Zp4C4eLRVkudi6z4KUuTqfrNMqDKjuW5S2Wxft0XhzEm/karh/8ASaUIYeTnDFwzaDpzJqozlt85YE+gicQ0/wD1HDAu6tBwbwJxyAq4cNyJdwxiEXwA40Sh1vYpCw2KlL4UCSQTX4ilUmpp1bNtvXOtGswVvtTP+FA7yLw7jUBgQMevGmReK2W2zI+FeRrFc7g8/cMJzyDNxZYfUUs2jLbMuXdoRc0O1OQWpTrZrtR3lJFKkEduoiuJRcRkEkISOYPsOH8a3BJM2ZrXBAQVBzTDH8KNSw25ybao7gcT3UFpwk1VvLjBUEHQgjWvpUn16Cv7hQ5UVY4CNvUH41enifm68a5GViFwtUyZEyCRJhsSo8NyW0pckBSGHwlNWkOOI2rWK/E0Og602TSodzGNKmjErCWfNpUhUTT28xTquS7g3Mxm2GSGrUmy26I7cpUd8PKjx20o+2ERSSKusEjuoGg+vWoTpJIzJNAiw6tIUgHiM/ThSLfIrw648z/k268xJv8Ae8KyCfIRAtF3siPu+8p8Bty5CO6oFuS5XcogKokVJ1A6kOfqka/vCRoQJkh99S7S7ktojalrXwHHScCE6jMdDlSUPI3ww5i/3vZ8kwp258iW66PO4ddzdfu5C24yJCEm+znFt/8A2Zb2m1hagolJqAPkR0MumSFHArrBB1HLq7pVj2sm5DrYtDJAhbpKDHtzPxzqDxsB498M0XCW9MhZXyyvuKaXIQ27CtinEuDsRhQmO7FVsU3s1B0Udeqi2Bv9xD7dgk8NWh7sgpC6RkG5ni7LGunB8VhsLvFl8F0qK0YPl6H9TgOWDc+a0HPJfON8ym5yrrdZy5kqUp10tBIaYjqcUV9uJHRRMdlClGgHxrrTo3dXbLZwOAenatUR8sszkiJDBhl8eQ6Ch3VfLiuc3eVOKS40tS0Ml1W5zcgpJSoneSltSjoPUdDjeyGQSZuBVOA7awWkbWFgJ1OzPHAr7F/nX6gt1SqZAdYCd4KVEgkfKopt+hJ/H1HXwBI8SItzCcaK51SUKaiK9KiSQW1tOLKT6lKVFR3q9KA/T6DqtyxuUqOY6pzqPOFQ8cqjV2cjyJJKdpoomgJNaapVupQGo06Gu0Rq4nD3rSGsOrS1FrttbCZT7YcBKUbVlRrWiTQKUa0KgP8A9oHX69MgCeRQpHZlSXsLXIUWiNwm3JlyI6QBtCmwfWid2tPw0GvqB0esLZr5QG5qPjT5PdAHEge2iclvJh20I3ABDZGg9fjT0/t106WRsNnoOCNp7pQ5ZldhHjS5JWUpbSrQkUKtSkbQNKEf36qk0up+huJpLiGjGg7yzI7Sq13WXOR3nkkkNUCjIklJUy2kqSKIRSqh9OrHZviiaGhNbggHVPRaiAueUUhPWicutJ15jy4XTJZrLjgAMt0vLQTRCRUqSBWlEHTX0H4dS7OxcZXXKHxCMV/q/LlRYFMSiAIP+HMntpLPmPzO9MvEbDrQ+ptEhwNye04TtiNLSFHYKAh3bShpQmvX0C/xU8issZZPNV6zVJA0eETwlfgD1LG6iOAw41AvpSYDIRhJ3U5NainouA6knhQ3tzHRboqVDb3EJJUAa7QKgk6n4DSmta9fQ23kc6FrTxFUhwjMhcEGPqquMykOLU1FTrVWo9KggDQ19fY9RbxU0czTzO6QRWXw9j/u46aUTsSCRqQT+Yj8Afw16KbUwGRoTCo9xixOdX24249CLaUpCAmm/wCW0Cm4kpHyNPb3J6tkrSWEAcKGRkB4J4VQucW5yIhTraFfKpUPUHcP8R6ihOoPVE3gGBhanZRqwefFLXZJ8MTRx/xRREr8ibXPntoUiKtuKw6oDYlbjqQvRQIICB6+tevG3+VO9vtfIbdpY9HSyNe5DiGgo3DtXHhRrwxJC+Vn6kbl7fVW/vg15K4trCHAWkxWW0AGlAhtCUgg+gp/evr183dvvS6VGu7mKJyolaOIYI0X8xRaQimVZWq/L4IqT6kj1KvetB6ddOQT7VjjgDU4FQoPE1QPK2FC4QFyW0J7iQVkgUNQapUKafKnXNPMO0PA+oahamKcKXgUAwNRzg7KXbNOVYpiwlsr7exZpXcdoUCfjRNP69K8mbqdvvxA/GNxQ9nPqaZkA0q7DH0WiF5M40tOc2CZBmRmJTE+KtsoWneDuSqgKqV3muhB066B5n8tRbhA6SNodHI3H2fjw61qN+oacQ9vEZ0g3mXg6+cKZuZttZeRa1ThJjPISpAaKV7kJCQKDYoAVOhHXk3zHst5tMpimBGl2BT5SCoPNOPTso3bzBwAJBcW+3gn8aKC68Jcb+YuI29Wftpbusi0IVar2h1tuTDv9mg/bSbP90UrMb9zioC2qA7lIoK6dfT7/Cr7uztvX7ZuL1FzbtbicNcaBAf6yPlH6go4YhYdi2rddydtG4hYJiNLjgjgcE645jlSN8q8SJmP+V1nw+xxGZcTHpVqmyH4zrKZCH5SiWGFOqR20KQ2n9RKAVKUoVA1p9To7iGe2NyNTQXBO1MSR7q5z5o8rv2DczZQua6NV44AHPsQYnjTHLzbJFo5Dslpd7anoKBHcQFR0IDzKR3A80sH9RpR26HaFA+uvVcvX/uYZaVobbt0sXiSq/CrYv8A9sqVHadO11I3jeq3KUlRRVVEJQFlsK9NTX+mnQF5JcCOXWiERJbjVYX+ZGeYyOO4hLrSLWv5FuOSfXVaGyFAlQHpoD1Kia58kY5uFblZogcW4d0n3Gl7eMvkPcOPPJhWDsw3WLFmM64xEraCg0iVEd0W+pJ2VdRXVVSTp1dZoGXVjIwA+K0amnq3P2hapMM7obiOZxPgEoQMcDhiOI5jPlTEPM2ZcINotqIkttm0XVqDcXSXQnttOn/ugtyu1LStpUdxA9dOqE5n77nRgq/AJxVMPb8auEZcNESqFy5nFF/LJaZt/Ex4oHj3A5nkrndoTFzXlixog8e26az2puIcQl9uT+49t9KDGu/JEtpEpaAN6bazHbUTuUOvE33589ReafMA8nbc7V5f2WVzpnhw0zXoGiQt4PbbNLoY8SspleBlUOBwvbk7iq27WuZB1UkTT/8AOnhRlVMTXFEkWm+vz2GiQ0sLQNpJTUqbKwSGXDQJ7yQPlSo+nXAZp4IykR1RIDhm1VRrsANY/UmHI1NLgOyvhOVSobD7ESQ4yJDZbcW2spUpJ9UKUkhSkLHqK06J2fnXddps5bLbJXwtmaWuIKEg5gnNDyGVZ4zmAhjnAEYphhUQmXV6o7igk7d4/wDxtRuoSSFf6jql3l/O5wMuDkX28T29aZMjkRBWLTeHVKSgPgFwpbAcWEIPcVtSVqVRKUgn1OiRr1Dh3Gd0gja8AvIbiQBiUCk4ADiTgBjwpPiO515ZWSyoDnZLrDrceQSporS+wt1lZQttK0bkONubSNyagg1FepkXmq88u7pBcyx215b2l02R1vIkkE3huR0bkOlzXgFocMFLXYgUh8zkI1AYpnxrI45cM8u2X5k43ytg0Xj+82myTuOrMePHUZtx5fYMZr/dVhybJG5icbzCy355ta7aX2WLnFW7sWtaEthX1G8qedfttv3lvb9x8oQgzzRa5GwPAjLHBRGY449VtcwHuTRa9Li1Q3vLS4bq6kupGMuoGWj2N8NvgF0sLwmtr3/7cjHofDDhrBcFciCpQ/Pam423CyK5QcxiX+33i1ZRj1/xKxrgyLTNKrfOsOT48qV9k9aLzb3loDbbj3daKiqi6dP7judlfRsfPtW4SQFwcweA6SSJ0ZBa8h51xuDgHMIC5EYVNE7X2oFy4zeI1zXtdFGFacNL2B2nS4ZaXEpiSHCkXcs+MuPeL2Q3XGMNYkL4lyhUjIeMA85IcfxuCpalXXj+ZLk1dmLxR91IgrWtbj1sU3u+TZJvG0+Z4/MEU8Ur3/3S3a0yBzHMc5j8GSlrgCCSCyQD5Xjk4VXhax2UrbWNTbqsaqO5/SV4sOBxUhDxoIuc8pxzDsMfvFwdDT7KfgN7aEtvlWxg0c/5QsbhWvuNelprk0YnACic7hFb6lRXDDmeQ/GlxeOWY3zNfLHBPsbnJZjzLs7Hc7ClbZEWNGekyUuME0U2p3/I6gAdWe2lc6J9kA02zIXlEzQKvMIT66A3MISOd2r6h87R7TklP45F5Hfxu/2vE2ldvuWNqS92lKV3HHZYZjrNalJIa/ABNTXToAyFrP3M3mjz3nxHRjIEe+lm/wAkuK2yRZcZyJM1mVJXc4iu2Nqm5bq2Xe/23Emo7DYJJNQUkVoSOiW1SmQPjcFaoOPMYUP3CN0ZjlacwQlN4/jFx2wWfwzx2+z7Pa0ouYyG+xVKBSty3KlyUOl0KKklVYzp/wDjCaq9uteYVN9axRK1IGEgZYq4H86kbAQbG4keFaZ3NxzOlAffV1cucmeMGD8NXK2Xe2WB9+fAuDcC3tQYrq35Fwjr3KCGmt4UtbtSRQk+poOh1pe7wdwFybh4t2uCqTkOABwNXHcdn2a02UxyW8Jc9pDUAUvI4OGK9VwrU+yHx45EyDKLldMHtioFrnXKZJsjbKy39nGdddWwhPYKkhKEV0GoOn49WxstvM8gvYpzBwHrwwrlEwkgjasbiGjgQvTOr+xfjBq2YRcsQz1ao3Iwtr0eHOlrU49cC+HEBCkOElxLZWUgEEKQK0HR6PabLc4QA0GLRpLmnIph0PxNBo9wktnO1Aicv1Na4oUXp+FVl4yz8/4XzPJbTdJfeamtLaQ5PYekMSYg7iYoS4l5lZcZZqEkqDRZGxQ0Febbht79kc+1Ja9gfmMFGQJ5FDlV4sbiPc5W3DAWTaSDxReHI44rRQw86yuZlEyBInPPsT3S/JDiijf92ruB4hIbDiAlQ2igSkGifTpiyk8Z4PE41OmLoUClFTOrPnNFgBAIooFQ13JASRUA+w1oPrXou5rgORpjUJu6Mx6L/Oo5cU9yI+tQUCkLrQAAjUjT22/XQEUNeo2NYgYCnEVRK0LTOqncW0yUKSTq4arT8toHxQVakj2p+PT7Q5Q7hUYIWkKFT0FMi8Y0gXaUVqoTEaSRr8tqCo1rooioqBoK/XqC8qyQDnRAD91nIN+NfWTRYrnJ9wSE9yU5cEGM0kjuLl7SllQ3KQkKQo76EglII6y/H/3PeckiCnpx9uVM26m9a0Z+LVdcnPWSB4980tzlrMibimXPwJa3G0RZF2uFnbxSw2tDKVoQt5yXdHn3yatBDYBqRrwT7t3AY+N4TRbMjUdXP1YnjgAnOupeRIC+N4xWZz+xA1F95J5VqZXKBy3eeCYeIX3MMxm8Q4vyVd7tlfHkdcRGNRmrVJtFvh5I5KdiKuj0Vm5uxYshhp5LLTDjfcOz4iw+WvNM95p8p3sq2elskQJGpzzqc6NfmyGpjSUwcAOFM7ttMFrcHerdmm6QMkQFNLUaHJkDiASAuIJrCcPc+Z54l+TEPkzj4IReMOtdnjZBjUlYi2zOOOswbRLn43ew2lTcm1yTtjNSFBX7XcGY0pugDiVQvNmw2W77dPttyCLddbHD5o3jFkjf+Ekgj9bNTTngd8ubtd7Zfx39uUmbg9p+WRjvmY5P6gmP6XI4ZVuJcCc5YDz3geK8rca3h6bbMrt6nRCufZYudokIeDV0x6/wm1AMX2xTgqM6kEpJT3EEoWnry/dWs+23z9vvgGXkZCgHuuBxa5vNrxiBmMjiK9G2l1bbjZsvbNXWrwv+ppyLXcAWnA9cciKMrDrUxMMl+yPGBcmll4FvtFKXO5vcZI/yUtxKaueortrTo5tBJfpgIa/PDpQ6/cI0bIAYSEqq+bcZvGUtszLtdmscZgJcbuyZSJT7kSWlbbBStpFQtUruBxuoUlAINQOid7NIW+JIwasdRPAr7cabtI4gNLAoVQRyoULZwhBivv3Wzcg26fZn3A7cFT5SWr2w8twh1hbCVKbQ3KCSlnaE6a/j0N+l1xGRhYGjMLj6xUtzyx3hvDtXDD0Wgx5xyHBcIumT5jlF0bsmDYRCnZTmE5Kw72bVa2kNx4kRKipU263F3txYkeii9KdQkDXqrOtbm+3OPbtuZrvp5AxjUw1O4k/0t+Zx4NBNSJbm2srR99eHTaQRl7zxQDIc3OKNaOLiBS2/GLkLJ+beRZfN7N0j8HZdzpzFabRJZmPvZK5bcL45xV+bPxjGxdatwJuVWxqBbIzawqPbZEp5aAFbEjv9ja2my7jY7NbJ9FtloWlyoXSykrI8gDvPcXOI491qnM8I3C6u90t7rcpSBcXlyHFoC6Y4wP22rwa3SAeGJQKge1xUzBsd+4wmzdrTLTl+uMmM+844ppTsGchUN/uLAbdjrmFJ3/nKq+vXXduYHstg/I6nH2HD+Fcz3KV5N0WKAAwAjtzFXhYF2eJIkoh2+LNk2ua/FcklbshppwTFoRJo0B344YCQElRQD69GrVrWR+G0/K4jhwJwoBdgyy6z8rmgj1jP20PVpuUB566V7RcTd7qA4PihaROk73ASVEpeIqKevt1Zmt0NC50BYCQnGu3Lpw/a4TKZqmEPLUhaUr2pSjalaipCTqafEAa1/DoJeaRO1+GBJqQGuMOnFfZXdw/xtZMacfvLDqn7zPjPPMofcCVPF5zehfbVVWxCnK0FSUaaddBtomwbdFPI1JXBXHkuQ9lVCZ/iTyRg91UHPDP1LWJy20X24cnWX78NqabLKApKg0sLS8j1ptWtvT09Uiv49V7cZ45XnwyT3KPbT4ls9moHVrp4OO8m2excGxrbMJ7v7YWiVVAMjt7XGnABuNVa+1QAanoP4JmuGzM4Nyo54oZaugfgS4j09tAnCzt3/wA1MQxtuSf267puUcgElSkuxlOtJ3DclVCDU+lB6V6dYwOOlwVyOI9iimdBbI0uJzaOmPp6q82XYG5jfJd0uS3EKg3W0x+6FpUAlaVSEqWkj4oJPx9PjoekamOYzT19BTzmuZI9pyBCc8aiHJmbWjF8cabtcaOqS+12ylaFOLIcbKFu9tFCrsk7h9R6n06XKjYVPzVuGQBxLeBHD8fRKRvz9ZL5eMukXKWw/cH5qVBpISUfbhNFIUGwkIZBR8d50V6+vQ1sj2OWI91uB7OdEXyNMhDea9Dz/lX98LbLc7ZzJdUqkFhlxplao9fmhKUlJSogpUUJVWoBG6tenpZWyRPIXMH807eVKc5jnsCKSx3wo2OcIjaENP7Come0pDmpKlLUoKKj6J3A6g6Gnr79RGsD150ph04jND8KZX/HviEWy4PnFt/cBJcvMti5uNhRU2FzYSUFDSD8UggakVB6dYwwxF2P+6CvLCo0jmzXLgc3wgJ+VYKPji0crTkhwoTEYdYQ0oKSArvOJS3Xd+ZdRpStOnopQ2zcxM3E++hukm5a7gGAduCVGMttMdb92hzrXAvVtmouFru9ludsTcrVe7Pc4si3XeyXdiY525lqu1rmPR5DdBuaeIFDQgTcnEplRKEHTkVUJ6duVa399y7J/wCH/n/M+LODjccw4gzXOeNfIeHgF/nxmLrdONL9i+ZYnmnAd2uK2ZLt1vAtktl3Hr9EIkwrvZbe6to75Q6qm5bJFfWT4HuQF2pmSh7Plz4FUI5ccKuuz7oW3DL44TsYWP5OaS04joijqT0raH4g5H438iOF8X5N44u0K9YnnNlZv+GXhENqAu7WO4sCS83dLbvci26+QHY70O7REECBeIclCwAmp47eWE1tIsQInB9/LsPA8Qa7FtG4MmQuI8NPWRzTpxFC7y/4v4VkC5ky8uScYlTLhFTNS2i8RGVPB0SUmdLjb1XQ9pvapG1UZputCoEkG7WS9MADTpAbioUKcCnrNGnPtdbXNCk8QQFTj6evGhvyviXFMPuVv/fZ8eJCtL7rot1nehsrmW1h1MR6Naoj7DDLLhBa2yHiUKKt6EnYEkDfx3xLo2YvK8/Tr2VNZPA4anlFxxpfPl55gwrBjU5UQ22wNlmPYLDjtvld6E1j0aAU2+FHeBWqNCbWhDq+2lLynCtZUSsJ6m7B5YdJPHrBLyri4hACeJHXtqpb5vwhDhGR4TSgxHewwPt5DCtdvNMyumbzJDlxekGBIekPPIddcbkyn5alFRfU2sANJNO37oSAVa9datrOG0b4cKlxRTxJRPUOyuYSzvmk8R2aqPzTnXZF5qyvHUSXIbNjfu8pkNSroqM+ZEl9plDDNzltNPIjrktMNioQUIedq6v5HonFM+NS3SXkdff6YnGoj7PxH6g54C5YexeHbwGArI8e2xbUK5c15wh+9T2+8cEYuqitubeLWvtP5ZLYO1MmJj01xDUFogR1znNxSsIX0QsIBFAd4uWhznahCDlqbgZSP1CMkBo+UvRVQ0I3C61XA2OyKSlDKmYDsmA8C5oLj+oN5KKwMaTcLrPlXKc69LmXCYu6XSQt0vuyZrzjjz0lx0qKu66pVAQPkQST6jpcSuGt3zEqTmSeJJ4k5nrTk2iNoY0DS1qAIgTIDsq7rPFuF5ZOJ2C4ItocZbGQZCtsusW1t9QWm0xGkgrfnzFFPfVWkZr1qpVOillBc3znW9s4MCI95VAD+lOLnHNMhnQWd7I+/KMScBz/AJe+mOfxY3S24Fy3l/GHMEYIt/MMeNiWE3AvQ12+ByDjbcu9Y2haZnbamMZ9FkyrOwe4hLMvs7gS4Op1rtl9Z2kouxjG8IBiCExcOYyyyxqDfSRSaJLYdT1GRAHAjP205jP8QYxa5RmLUwIkKQ3FWoKbMdsgkoADbmxSJCVDbtIBFCn26gTI5wLeIxFO28wkGgjgSPVxHSvHxRNvGG5JceQ3Hpsi3Ym+hbNvB2x5TLb6SuMhDaQre4p1SQa7qjTTqLIgGGZGdTYxE5/fAI0481Iw9mdNntXI9i5LsVwYxdhBtV1tduuthjOsuIlLkykIMtt4SfkVslC0KBFFbdOtNIBw4fjQyaN0I1SDS5ccVHSgw5WtsydCevH7hDbttibeg2JawYseFeFPiHLuVzkLo2WIBqUNjcpWtK+nWrmeO3i8WRzWMGZJQBeppyxgMkvgFri8oo5g4hExx4mlM+ZH8ltj4WtFz4a4TXarvdHoT0PLstlMNSd9ydaQ3KMfalzuPJcqENJJZa0USV9OzX+12NoJdzcDBK1Wsb88g7Rk1fTCiVjt8zJhczBbprla1e6xMi4cSPaeSVrbZ1yReMuvL92uEp/vSX1rLsp0uvKffJJS2gVKnFE6BIKiTQfTqjXu8m+lP0LDDZtUgKO7zK5AdT66tThPeyNfdF010cBmSTyAGPYBR+eG/wDEL5l+Z7rF9x3BZfH3Hzu18ZtnsSTbHLiyuit9isTyG5cttSDVLj3bbPt1wnzh98vLHl977XZ3Hdt5Z8wid+00/wBJl/U7/TGuSLU99nb2DU3KQRzcIY0fN/zAHTHhnqK9Fp4dn/8AT/8AHVm4lyzieZeZkznPL4Nth2nNpAQ6u0XC2Xq2X6U/AQtJYjR5MO1OR1toA3NuqSTQ9eS7v/I77g3Hn+1v3tS0t5n6bMANiIdE+MhzQe+4NcSC5ytIDh3hTJv2BwjZCG2B+aMO778MC6VFUYOATSoySthVuQlFW60BChVY9lGgP9STTrxnA8YjgadHKqOzGCqHclS2miW103/LYCPUKSdakK0qfXobfsOrW0HNO2kyAaHLyqFreZ2pS0FKB2hS0/nqSdyaa6D0B9z6dV67RoKAlajsHeC4AenrrMQJCWnkBBSVGiVUNTWgqlfokn69R7d+mQDn6Y07JiNeGeCZ+nZRbcWspUhtxSRuUlKzp+JpT20A16uWxo6RePpxrTf9xCOA9PVxq38nd7UKlR+QUBIrWlfTXWnVu3KRGtYKe49aFXPSFxXe6oJYY3rUomu9wiiWyNN1CB/Tqv2kbnv1HmfZUWYkvDRnQHcn3OPGtlxDC1JZjNvqkuqAKnJTiFV2q/KUsU21H+nR+yZ496xjQShX8KcLQxgc7FxI9PzpCvOnIzOOyMiub0hDbjjL4QC4k6HcVrruJqhNKbTQg9dp8reXX71fRwxtJYZAcuxBTqvRsLO8XBCOnE9AKQ3kuVvZhncu+POrcbkTlpjmu+jDTikpABNAlxQJ/wBOvqd5C8vR+WvL1rtIaGz6dcicXOCgH/hag9tQdwLXMcG/KAGj1fxqyBLKzFa0KQk0SncpKSAPz1rTU609OuxwvAa0DlVRDXEYhKg+Uv8A/fspISoI9KVGgGm2gBUDT316TcnU5p9PVUiJqtKZgVYmAxzKUlwBVFbfkQdfXdWpCk0oCPw6sG1MLiE7VqFdO0gAqhPD09tXyrZCgOtIO50pUopSElSD6hRP4p16sr3aIzkXIaGMYHPaDxI9dVbcIcm8KFuYjqlSpDnajpaQXFrK9D6AkISVan26oO63UEFnLc3r2x2zGkue5EAGJOPHkMzwo7BHL4jfBaricPTlTN/CjieVxTd8Yv8AcojkWR+5RlLU4hxBWt8AqSoKpu7QVUUqKfj18l/8iPuVb+bN+vLax7tgxgY0EqdDPlJHBc09dWiKA9yNuJAKpktbgXFt+TMx7HpaVApcjN7lAUAKaajWpSoE19z15P2+4WRrwe6tO22AcwfOHZ8unto9cZuXdxwFGq0N0oKkU26KHqanrtO13Hi7S4fqaKllwaQgxNQSfkn7lHkxXQEqT3GylQ1qgkKSUk1rQdVWe/8AqYXQkjDA0twQ6TQ7z99nvyZ0UloB5KjQ1AIVuBAOlDUf06pLtVtcCSIkEHCkOGsEHiKNrFMkXfMWafQQp9hkbk+o3JTVJPvRQ9fx67jsu6u3PYi4YzRjLs/OkBoZIEB/jVW8k8f2LlrHpsGTFaMxtDqd6ko7iHEjQAkVSQoDqqb1s1t5osXNZpF0w5piE4L+dOFxY7U0cOfu6HlQMcaYpe+NMnu+BXdtSbbdH0v22SpJCEzIqiYy0gUSCUmhpTUinVR+2W8X3kTzjHFJ3IXzMUgkI5hQZZBwJaTwwI4Vq6jM0AljJErcQeI9fMUuXyO44yfiHyFw+7WKeqfcMyuka4xW5L7yDMVKnqYUyjaouNpiBK0kJJGxAroT197fIvmGLzN5Vtt0iKhwaDj+rSCceIIxK8a51v13dTXUUk73PnkUHihVEHFDgRwCmpVkCLzE5UtovDqzPXHVKWsqaQ24tXydCGFo3IDa9PT2r0Wv0Dyn9FQomae5lkKnl7uLiri0l1NSmhcBXEO0hAJWW1hCyQPapI6BPwegwSpkbdLCScfXUMnFDqr6pwKU05CDICXI/qG11/Ab0moJIA9Rr0+yTS9pb8yjnSpEMTm4YtPwqgvELjTgnOPKzHse5SVJN2kWnlG98U8ZtXFzEMj8hOZ8TxG4ZJhPAVgzxCkMYrKzpEOXJE7Rcg20QWVpelJJLbhvt1abbO62kY26a1oaHJ8rnJJI1pI8Qxt7wjCkglyIx1VeLamNnhc6Mut5HODnB+gCQs/ZjLiDp8eXTGHorSjULpGocPHHGJ8ws14H45uKZLtkmXmPdOTmkxzGnW7DMSfbuGSY/Lhq7j8C4TZzLdoXHfT9whbzjagHEnrk33S83u8j+Sdy3+3fo3LQILUnMXFx3I3kYf7bdcuHylgOVT7rxZoIraAnx53iMFoUtaR+44Dm1moIqhxAzrBeXn8xnPmH+WfM3DHBl0xLC+L+CMzk8VY6Mdw3H83tGW3zGbPa/wB1VlWTXMupZXb3pwZRaLZ9o3b2ogbdcW4pYRTvsd/jx9ud8+323eY/OENzuW+bnbm58N80sMVvE572xs0RlrpZXsaJnzSvdr8QaGNahcHubq8nkkmtbkxbRHK+K3FuIzG6OJxia90jmvdKXaD3WubFG0BrGk6nH2/x7fzScl82884Z47+QScUvOQ50w7Zze7Ba4mM3OzZlHfkCJcmLFDcWmTit8jIbS82oKVb3XkK3lB14p/kZ9p/LHkay3HzJ5LY+0sNsnsxcWzpZJmOgvHCPxGOero5IJSChcWyROTuuAJHi73zbL5j7+UXGyzPZGrmtD43PHck1NAw1dxzCCCoc0hCDsdvObEKKtydpUNQRqDqnXSopXrzIbV7Y1cvvz41ajK0c1HCv6zjd9uLDU5uO4mG8gutOFCtrrXcU0VoWoBKm0upKSoGgUKdbd5Y3q6tBuIhe2wcNQeQULdWnUDkW6hpJyDsDW2Mme0PPyHEYZhU9i8eddk7C+xZ7tLeuLMaZDt0icwHytbNYyO66h9LIU9tUyFU2JWagaUqemh5YgdZ3Lrm5ZBcRwOkY56lo0BXB4arkLVTS1xXgikOOtneE8tKPDSccsOfqoekX1mdCjzozyXI0hlDrS21JUj9RNaBSSQaU/tSnXGX7m2eBs0bv2y1QhyX3UFbIJGB7T3TXTac5Zxu5zTKtN0yS1XBmOtdvsrDU+TEyS3GkGcqLIlRY7MedbXVMuOFRDbjTaiKGo9Nf44f5C+XPtbYbt5Z84y3Y2K4mZdWxtoH3L23RHhzwmOPFomYI5Q5xDdbXAkKFQy7+luS/Q6W3ewK1qEtkae4/vFo0uaSwngQ0pVjHKORru9bV23i6/Y/Ek2x+c3Hm5FgKW7hGUp1Ue4OOotV3chSWewtKIpWhT5oCnUE+lpv8odmEkbLHyxv9zFcQePDLNNaWuuEB2IY+d7ml2khrJNMhKaWYhSLbzcpS0ttHRtLSUMsKEHIqI3oQnyqF41UnOeP3/lniW+YNecFuVszNt9u+cfZZKm48LOjJYjtINlu6Lci2rscK6w3HIjsxTKmyXEBygFQ1tX+Vnku5vobjctt3vaLiOVoLJmNuI5YZCGTNE0LzpcGkSMbI0DUxGlTSpbi6fEGT27xKx2psmuMgnIxloDC0Oao16SFQFM61/vKzh64XzjS8WXK7fcMazDGZn2F7sdxYEa7WW7w3EuGNOirVR0JRRxtaVKafaUlaFKQQevWttusFxE2/2uRlxYTxh0cjCrZYzio5ciCjmlWuAIoi+3ZcRRterZGv44EOyIIOITIjNelCf4LYLEb8iMWN4g/az7Ha7/IbmMtqbaU8GWo7KlrIPbLqHfklVQoGoI6MbXucxbMwgEOgcMc2qQuPUYVG3HbY2S2r3EtcJ1wyfpa5FXDqUxpmHKSZ9w5Rvb25tbVvtFihMpSoDa5teeSpPyohClOjd7gfh04940tT+gfjWMYXSyOccNfwAoJfITGbXnkmx42bxKj3N6amBFUtwrRBfWoLW4uO8Ql9NEj4GlRSh9+lW074CrcWpjWXFsJkY0o9Qi5Z07bgj9o458L7Nxr30tz7bhs+xKQyoKkTrnKU/IlXDvgfpRpDjqlKSkhCUJCUipNWdw3AT7gy5di1sTWjgQGt0hPitbsbLwNsksG/7zp3OOOZL9R/Kkx5xllsy3LZkNd/ecm2aShqKsBYbt0th11pca4wCA4/FkduigE1SRuSehsl26SZsTnEAHulMOw9vKijxK6PWTra1gBaXKRzIGQ7eNEdwFkgkXwQLsqEie2wkrtjURCmisPJbS9FeWlLTjZAHxrWivrXorbEPDgP5VV7qPW/UEIOR9Oyg9/kZt2dYrmmPciYonv/AGUlLy7ZGQUPTIShs7LCmlFIeUSKka7KpH5ujm3blJYrDCT4hcCnBwTEE8CqJ+FQLqwZOzx5mt8M4AnMIcxxTmKq/HYXI/IFmgXybjlxsc8xQ+1+5MIbFwZcLbktlop3FhxhsFexR3tHbQevTu6bduO5Th0sZUN/VhgcU7RnTe23ltaB3guDQTmMRhmR8OlWhhaAclZtUx1wXiCpnsSXBv8Avow2rcbfUlSiZjazUqP59VaDToZDstxYkvmahaQOmPxHwNELjcIbp7BC9WuxTqOfX8KI+42Wat07AsJT/l66egKSAATQ0ProNOpjoi5uFOhwaVacajUuxTEx3kL3UptIOla6Gn1BB0006jmMtdlhW3SFw7xyqnpuNzUOlxkBR+4QndrT84qCK7lfp+506UWY4ZUklQqcKOzx078e6vJWolQhs1J0WDQhKjtO1dEkAU9qDoQ8IX9tEov9yNc9Fem5tvf+cKHXEEBE950pX2ygBuBKKFlK1JSpYdAUE1Hp7+nTW6vDdplOP+20e0j8KywaXbnGP9ZPsBoefIi4WeHx1eLK287Ldm3TGrQ5H3KLKUNMXO+vtuNlIcDUhLDkhZISSfQUAp5W+5e4/WX0lrq1TG5j1Dg3S3AdcxjXdPJliYLaOYtSJsL0J4rmfatIvus+14lN8n8NyOREatWOYtY3YDYHcbEfkp6wJzS3xoqkOIfvGQ2+M1GabWApuStLqKrSaRdrFxNPtt1ACZjMpOR/ZLjG4nPSx2K8QCDgadvImxG4jkUxiIahmAHoHAdXYDoUPClX8mC/SrurKrXEVcckwaZKh3ZqI0X4l8wTIHJTtssEh9aC0blb7fbVuRkObVPMIUsJBSB13aa4jvbRhBHjhp1DAam4Fx08w46lGAVCapcDZLed+B0mTAqoXgD2jD1KlH3/AB5+WMDhvM2MdXljls4m5Wu7UZie68tscU8ohLcZlm8xpK6DHcpZUmNMKh+g7tc0oFHg/wBxPLDpB9dZN13UceppGPixYlzQM9TCpaOB1NBQiuxeSd9ht/25jpt5nI5pw8KUYBzuBDggceOBOIx2gcL5iymwPNTI863RrzCZK0tyHD9rdUtpCRHZW0Sh+NJRVTak02iita9cg2/c7i2nEsCKPYRy9Ma6nc2jJ2iN41A58ewisBzd5jsT7EbflGK3uJc36tOuBxuTaXu2gIiUucFbiZKkkmqtqVCg+Pt0avd6F3A6Mhwd1PH1J7ahx2QtSREiL6qAa8cyIt0C4TbY4/jkdsLvN1yO+SkRLLaoEGO87JmOfdLSp5iHG3FS1hKEgVNRp0Bi3KVsnhW4c+d5Aa1oLnOeSjQ1qK5xyAGZp1zwxpdIWtYGklxwDQBiSTkAMaQX5TeUmReTuSReOePn7kvi61XVufbFPLTFuXIF2gOdlGb5Al1TSmbLEekK/ZYLlAkAynR3XEBHobyb5St/KFkd934t/v0zdJ/UIGOx8FiKsr0WZ4wGEbcASeIeafMNx5ivBte26v7PG5Rm0yvGHiP5Nb/7TTzLnDUUBM+Od7sNymT7Phbyb9b+B8SxiSytrt/t7OW3DkJpeRX+OpxXfuP7qyrYmYgpKXY+zVIFR10LtXz3QLZLx7nEEI4NDe40jIFoQgY886RB4Mg8KEh8dvGG9NTn94jmq59K2TMJjW7Ib7iMtUph+DdYEFTrcZxb78KVPZWsyHEJQO6mU0EPJOm4OUOqanqXlrdzfTWscuMpaju0N49SQSa5/vu2/Sw3AaoaHYdmrD1Y1bt3xWRjL97YjbwuYl6Q4phRSBqXkpTWoQpxhG4ip3e/p1fIAwlz24EvX+NU6fWNLc0YlBn+1XYXK607iVpuUpDaktlDYbTIWWm6bUp2AHSgof79WNVavSgDWlp0pka8l8i31+Xa4LIfdJcS898V7e3UN7TRO47yo+np/foe63E87GJjqHspyWVsUTnEnBcscas1q3Za/wAg47DhRVwbdGbg/erDqkGG2lFWkrUfiogUKgkkp3UPV6urmFm3Sx6m/KjRxwREHKqrb28sl/GWNJZiXFMFxqVzHVyeeLLjUuWw4XWNy1/BwBKXEhv9RZ2th1R26EqqaCteqTNI0vQYEtX1VcrWzDtLwoxQ9qEhFplOSXPHLdhBsiWg47DhoZYWHd7YccYC3u9Q7hVH5fU7tOhkJuhNrxEZw/Kpb2wlmgDvgr+f8KX+qdEf5R49uttVttyMnZYYcQFJQgvJfYeQkn5JPcWR6+vRK0kP1LNXND61FMXA7pdwwPvFF1yk1NZVCnSkrW09YZbe9xypQ42+SykgbfkW16n/AF6iOcNTWtzDiPhTzw8Pe54QEA48sqAvk+/zLNjl2vTNpk3Z6LFWnsssLcQhL9UjvyAg/bNGityzQbUk69SJgXQlDTLXttYXPRUCovGgvvWSTck43uN9as6pF5fSYEdlDQS+THSREG5VEJbeVVQWRRINSPboHKSwlrSuHtqfZapmNc4ASIf5Y1B/DbEJcLkCRdclmMrv19WVPxW1KRGtxUpTMeFFWn5urjNpKVq9XFV9tRltI96sxQ59KdfbmB7HSPV5Jw4BRlR5c2YhFh21uRcJzDyFPoWlxr4KP2zm7tLZ7h2L3EVPyKvTqdAMdJVOym36jpEeLifwpkXhtZrULKxebMtS27hY4EhaEqq1ujKWzIRtNClbayQR6D26encBblmCFKjwsa66bMuIZp9/xrCjG0Oc05VLVLUEtqUtEU0Qkgq+a23ASoqQk1Gh1V6DqM13/TpwONI8E/UEuOTj6e6qrzHtPX68R2miVMSTtX9mt8LTUJJClOBsKPqVDqJMBwzqbESmOQpCX84XH89eE+PPKOPYpc8hvMHObrxwlm22dmc+Lxc7NJv2LJYRBblXRi930NTbfBKULQuV2Ekbg0CPnhDo/GY0ulZgAASAvEp8pJ7oJwUgUT22ZrbvwpHBocxcSAqEAjHNAVPRaXP/AB/+afKXhTmeb8TZVPvOQ8aIyy6Tr/xtP2xcswTIZS0MXy42GDLSpi3XiQ4hEfJrIsoMe4RA/G+W8Ojz5YG6skMD2t3FmIY7DUOfMPH6gcj2g1aIPMP9uDJXgmxkRXtxQ9ExLTmHDMY86cPk38oXDtw+7ck8s4+w7CaaiQYU2VcLbkdqt0TsspjNR7xb1lEedV4bwl5pIUUB1YPVfu/L+42LvCuI3skDVAQYjmPXVus/NNpcQg272OZqI6ryJPtxpb3Pn8g2H39NwdxS/v5OwoENNWG13GDj6y53lu29+83AstSELK96no6nHXFKUn4tkdMwbHPK3XcNMbSMTgCW8xgcT8KRe+YfEURv1pwA9PbScuROQcg5Ev0u+3xwDv7vt4DR+2iW6F8imOwkEtojtAblkDcfUkno5DBBbRiG3BEQ54k9Saq080txJ4kpU8BwA5de2qbm3BAS62wtCWEpJecFfkEHUJUo1+3IFanUipOnTi4cq0I3OT2VYmHccMOwoOZZ/Dlt41LaEjFsSaf+wvnIqg4Uokb6/dY9gcZaR9zdVorJ0ZiJcUVKbLWu3MZE2+3QPbZvCxxg6Xz8kObIV+aUjvfLGpxArcNze0utNtcz6ppAfIRqbFzCfrlQ92NcDi9AEOd5Fy2fe5kSzyftGXW028XKJaWBFtVkgW9tTWOYzbIu9SYkS3sLLpSDu3kFZU4VHpy8upryYGRBkEYNLWNb8rGDg1vDicypJNMbdaxwRm6aD+rSXFXOLj33uPEnJfZhWEidyG3Gjxu0mbNoIa1pKhFaNfuLhIICj22FfJvQnuUHSfF0hsMXzkovLmT0HxrUztetzvkGfU8Gjt+FXXZZcWyMRYsVBZisbVPPLfUqXMec2qfmvrJBWp91RUpNKqHrpoLLbTstYxCzBvHmTzPr9ooNM17nGV2J6ZAch2VbiclVNZXIXKdhKYltyItyikxpFsmwXWX4N+gOuLLcWVaZTbbzSydFoSr0HR4bsZO4QXB3dACqVww+GGJWhskGk6mkBrcccvX0/lWzxyrhXMfmf/HtxB5D8W4TLxnnaThn75ybg0S/WuzZPkjEGPLtkTmfFMNvcuBMfwjkqVZk3+2OqWiQ5EnuhDCkob38F3j76faLYvMV15N3XeI7ff7C4EEr9EjrdsgAMkLriMPY2SEuayRQjZdUZKgoTg2O4hmiu3lhs5GEubI5HMDkLCMOaghcBpNIt4p/kZ5W4umScK5WtLd8ssW4i35BAlwnoN9tEqA+ESETYTyW3g80sVNdqtK0pQm//WwXUbLm3eyW1kYHsfG4PbIxwUPY9pIc0jEIuOGFEH2Wlxa0eFI3BM2rwVcWhE7wJGK1sG8W8541muMQM946yCPGx9rEmp7kht1lTNqDbJW7GdG4KaK1ApH13VFD1PtYo5YzIwqw8cv5JQS9YYXiC4BEi+3/AITxXp66Qn50/wAl+d5lMvHEuB3xVswqBPWhH2nbC4TjinESo0ecyBJmLlPqJqrctVaJoNOqxv17Z2pax7RNcAF4Y4jw2f0vkJwwzaD2kirDs9oYG+Jo/wCslACgElw4BoxJI5ih88W/4qPOXzauES9YXxfd8TwW5yG3ZHJnJESbZbS7GcXucl2e1y0ou13C0KKkqCUoUfVR682+avvX5X2ueSK1e/d96BTw7VDEw8nTH9toHFrNRFWw7UyyAdujxbA/+00B857WAoztkI/4a2w/Br+Azxf8WnLVm/LUUc28rRG25H7tlrDT9ntE4gLc/ZLCQqBBQ24PgtQcdFK7gevN/m/7jea/NTjFuE5ttq//AHeBY4/+dwOuQ5KXHSTk0Ux9fK1pi29n0sBzKl0zv+KT9I/0sQcMaenDbt1igR7XYoUK02+M2hmPFhMtsNNNoTtQlKWwnQAUHXO5LoRsDYQGtAQImHZUNkbWAhoQnM+mZ7aj0u0W2TfrXflM0uNuVIcbeokLV34kiMoFXqaJfJ/t0DltLeTcItwRJ49WPNWkJ6lpaez8edBjMeVFlKSR8CuugFSK00Nag11/DrzXG4NQooqUuNRjMZsBNmcW98CQSFK2rBNCSkgfIBP1Hoen5HRujToa24amkdKpG2SmftlukBZUpxSFDUglRAbSdRQge+tT1WZYsuBSkSOR4afThUnxmKZUkrcG5srSUggEexpppWooa69QLe3Ik1nJa1JI0NQAIaNbjaMGYzRqKU3jQD2PpT2P/s6vGyxsY8HhWonB2fzD8Kz+bylIYGw7lEUA9NT7gnSoJ6m71cuZ3mnHCnHBT1paXkFypcLbc4GMWpxK5twltR2iP/lVXtfeURrvQgkmunUdlw6KBhbjK8onIYY++lW8LJzI9x7jR8PxWqg5aszcDjWUA4VPG3urW6olanVLbLiy5XVbetK1+OnVw2WAR3CjF2j41HfNrHrrUL81eR5P+57vjDMlSXFvltXzA/Roaq00NdRp6dfQj/H/AMk29yG7tcNH08XeIObjkB7cT0WnysMQlCrIEHLHNOzjS97RVc9sAhISdBpQmopQ1+Q1PrpXr2VahZgcKEXzi2EgZEdpq7YayDvrTtJqPYfWpp6gJ/pXq5247urpQDFAudRa5truc7ckbttNxOqkEq020PyBB006x7DJKAMUpTXEAgZkVduJMOxISW0tbHSEjT5GlBtO6tElR9K/h1YrImIktzyqBPpc7vpp9MqsiAzcZDzMVph+bLmvpjxY7aQ87JdcVtabSlFVE7jrpTqZc3cdpayXd3II7WNhc5zigDQMSSfQ0wyNkkrY4gsqoAFz/hT5/wCPf+NN+6MN8kcpW9DTslCZUONKYCm4bJSVdpLa6JS6U0qaf116+Wf+SP8AkLceZ7l/lTyhK6LYo3EPe35pjxcv9I4CrjZ2xiaI2aX3H6nrgP8AR0/ErV6eUmD2TBLzb4WNxm4cOG/HdbbaSlJUW3EpUQdDuSRWg9AfXrwu+98e9dA8d9zXKc1wzJzK9asNs0saGnHM+vp0pl3jneXrhgNieKyooaZ/MfyqLY3J2Vqa7a/h1VrCceMWs+XUfV091QWsLJXjqp7D6eqmc8ZTkvwUxVkdtbSfjqTUD23e4/8ADrt/la7a6Hwjk4IlPFmohflArF5FakW66SFtool876UrUn1VX0+VOhe52zbS9fpHcOQ6U4QSOtVXkNpW6e6hICKlXsVfgR9EgevVYvIz84HdpTS1oV1WrxDdkRXP2x1ZS1I/S1VVBVTaCkEDTSn0PVt8j7i23vfpZP8Aalw9fCmZcQ7NRUryRb2IX9M1sH7CfqtGoQHEgVpr6kHT8ejm9Ml8v7x48ZP00uKcF41jC18a+oj091fF8xfH86jR7iz2RcI5Q8y98Q8FIIIKiBuBqPX3HTV9tllvYbe24YLtpBXmn4j3jClNLg3EnSeefZS3/OPjVbmY+PecIZKl4jkVzgrWlA1bujbKkOOK9KId3JANfzadfRf/ABS86TXW1O8qXjgZWs1N56mFHZ84yCmZRapm+WbPFErfmjOodmR99Cmi8Qr7zkleQVVFhNPR2txZ2N7FhaUufEutpWo6KFUimvr16xvHEl2SgIOVAmK5w1HFPhUqziFDlZKP2kKcipO5oB6LICU0CtqEuJDwa1GhKlA6V6CyLrPYKlxlxjJdmfRarDJFftVky64y5MZiHAhpVMkywhxhG9SGo7ZjtBDyn1uuhLSUGu49OW7DJOxjV1E0ibGIpnpPCjg8V+NPEviDwg8ivNQYrgWWcp8TQuYJGL80ZcBmV644m4XZoEGJfsKua4r8LFA1kt1+8ZNsaU+pxAS6pRSEjmPmSJm7/eravLF3cE7ft23svXW7S5YppXEMuHswY5xickWrUWhpDQwlTUrgbffTz317HDc3FlpEDH6yIZBGxxfoaRH4khma5j0kezQ1C1ENh+AXmlg/O2S838qY4ifm3jt4+8BcTYpaPK/M+JpWI83eSHK1htt3yPnjLcxyWO0yi/XJjIYUS1m3QEPsO3l1lthffeLSeYf5Rb2LHcrTbLuPZrfya9s0/jSsfOIrhpZExtnCsQkZHA7xJpJIxGx2sOfkKQ2+uLTcZW3XiG0t9vdIJHgCcSay4iSTW92ojuNBcdZ8BrUkedWojyvzLblZxzfywLHm1zyjOM4zW8vxuT7DjOJchuZhPuM1u5K5asWCMs4Vht3x+cjszoUYB5gRAw9umd9R9j2PmXYNm8u20+3mCcyWNuIPBKxygws8OZrh3RA9mmRhbg5iNjCJSobKa5bFC6RzrZmkOeWtaXYYnS0AanOUlrQGtJI4UBfAH77d+YIHPsjJchjXyBk1tkocxO7JxrJG7Zb8gx213qXil6QCm3XbISosW6tG4pW33Ur/ACHknnqz2658lb1unmm6ZGLqyvhLbuMYddNitHPliLZFXTGBK2NjdTQxsihFqZ5oFs7arraGNaXCM6wuIfpVrXpjG9je80lNJR4CV+rPxBkkHlvx5485NXaLhb5uUYf+8yrVkR796tZhT7hBctt+ltxYaJGRw2ICETXg02l+RvcSkJUOvKWwbds/mD7U7dvMUWsv29r1mClzYi6Mue4NashEalyAPXUAhrNhlG5eW7fcZFM7onalKkFj3NRzkCvAaNRQanEuAQ1hMtzu9WOFb7DbpCP2thuXIhhCEtFluQ8Xi24+2lLkpC0uhQClFKPoD15x89+at92aNnl6zuP/ALixPmfEwNDdDHv16XvahkaQ4OaHHS0cFqVPfyxRMgj/ANoAkevrx9eXKqdbmcg5dOaYsjc+cFvspcLH6EDYtaQ4iTNWe2GS2SHKE/HrijX+avMVy2Ha/FkL3gK0lsaOIB1Py0oTqxOGdD2T7jcTDwQS3jwHt+NT20cEYLxDZ7zdOSM5tjONNXCZc2bjkt2tmF4paoL5+5VF+/usuHGeYhuKWO4XAlSRUADroEX2y8o+Trqe03/cYrqESnw9ThEwqhLWRg65NLiQC0EOTAY0Yi2GHbwXXkgEL3EtMjmxMIzIDnFocmWfxoY+SP5jf4ovHeWmz3rzD4RRfbHbhDGP8NRJnKmQuIKXCtkuYNaMgizLhLLig4tUkHXUjruuxbkbaC0n8sbZeQ20Vt4DJbLbvAYWgHU6Se8ELHPk/XLqQ8DjiShuLGNjX2mpxjPhkQwyPcOZJLAx2B7zmvISgBzz/wBUl/GxjDrsTBsH8nOTJpUVCRHwLHePrO+B/wBNSZGb5Lb5+9wt13GPt2ge/U4Wm+uiMlns7Ipi/vOnvoEICI4NtI7x2pcwSOCUp8sjXAQWlw5iYl74oiOgbqkJw4nsRaoWT/6onjDNnLhbePvAnkbM1uxpRttqyLnnjGy3K/raZU6LezEhWi8NiZJQkhLYUslVEipPQTfvrbACfdG7ZbbS5wbJJIL+YRhxQue9trC0tHEoMMSgBpvxJ5XCOW1EURch1zawh4u0wABeSlOZo0OL8j8RP5heCcG5sxxd+45yG745FiXXHMP5Ot03kjjqTDkvtOYnyLjE63SItydtE5l5iM5LYZS/HR+grtFIFc8sffz7m/ZDd77yHb7Vt8FrHezObbXLp7i3uWd0tvdvleIpBBcscx7hC94jerXt1tUuxbZDuJLGTvt7yJ5a5rDrALSgID2gPaR8rkarSMAQlQ1fhKjxn5Us+Ux74xlmN5Hi10slqvbttas92ReISmpkq23+0svPQW3ZkE95qREV21bVBSUmlfd32K++Vj94Nv3GGTbv7V5osGQunhbIZoJIZXuDJreRzWyACRuh8co1AkEOc3Jq92+9tLiCOVwltAHlrhmH6QCCCSh0nUoJBywoP7rkU+6cpchpW/SOze2YTHcSNqFW2E0hCVqSKLbS4AK/QV67/cgNITkKG2ri6MvC4uJ95GHsoIvIrHckzDLLerFZLttvtv8A1dzDoKlK3IPfjVUG5AIB+JosAgp+nUNtxolLUJX41Ju7V0kbS0poKqeC8KaBd5OS4ZwrhsSbeHZFxl2/HYkhwAtuuOOMMB9L4PyQ4tNa00I9depszYHySva0JgnTL+NRY43siiZISXkknHNFOPuNAhdPGrM+Rc7n8hYy5JsjUdB3uMlHzUwpTshFwjmpdivt6hSNU1PuadQ/oYg4XBeQ7kB8V4VMfNNK8xhqRtbmDn6ca9fAs69Y7y1Jtt/izmmWZrgt8mW8V26U5HQ208mFKQEpCN3yLXxJp/pJs3AOeOBGHWmHRgOV4Ac3D2jhXp8sL5eL1yJi9it6kuw1XuyqhsSFJXGE2ZJQ2Wu458Qy0kb1jU0on2r1Jikay4Y539bc+S+iVCvIhLC6NmCROOGGOS9Ovtok/KaTduNuD8Zyiw2Vpp23ze5d24idz0iRFiLcLrG5CFdtYCq+qN5A9adWLbr7TuDg55drJADj2lB1wqv3duTax+I1AwBUHHIkpwzx9tDhw3yNgfIcW05dDs6odwfDbhU5Hdaa+5SFmW22460lt0qod6alQ1BHVk3LxJNvErSDA4KAQNQ/GgVjJC3dPAAIuGkKeBUewlKK17KbU6SGoaBUEDcyKU03aBJNEjRNB6/TqmeG/iauZe3FBXS+1a7lEecUz2kuJW4R2whaQpO1bZrqk6aH11r69IcrShzrA0HsNVDdXbJBcWlIbKy8khSAkkJQpKaJKR8BqNFa6dK7zwg5VslBRA8KLaVkDz6Ej5R0+iSjQIoUpT8aamlKa9CH4NetEoVdKwjMg1JcpuFvtd6vV4VHhgtmQXpkhMdv7GNEaU5Pkyn11WykoUhtApqag+nVT8ybn9JavcCNLApUo0aRmfX78KsWyWImnGH7jnEDBXFTkPV7qXPyxIucO8YLYHEQ516ypPImYXuO4oBtplePJstiky1OLeVGt1tjZIhNPUdtwgbtOvHu7OklvjLI46nzB7jmdTnhyexpAHCu+7dFGy2MTBgGlreA0hqHsxIx41rr+TmcKveeX2Bhs2Szbb7ysnKrhdZS3I83IbdiMj9txiTcApSRAsse1Qluw47x3/rKcWCt1O3o3lmF3imV7e5DF4bRye4K8AdpxI4oOCVVN3e1yMCK6QvXm0YNXsAw48ao/NpV0Rjr2J2q+Rbdkmc52/zllTrVtajtQUQ4crGeIsZlRe5vTETZHJs91hY2f9y2FJ9D11PYNtF5cm+Z3XwQ+BESVBJR0ruwkNYvJp61WNxnZDCLZw1Nc/xHjJAcGBeaFzvWBwr12W6cechRuO8KyHAJeNcnOz38Pz2/YXDuF4OS8cW203G9Rs0dw+GgRrtcsSlNJak3NDqZsa0skqS6EgiBuWwXMNnfi3dLLeTSmWKB+LYHaQZRC9CfCkIL2twEbsEQ0YtN1imvLMXDYmWYb4ck7F1SBUj8VhIGuNQ0uxL29gpsPgz5H33N+OZ/E2Y3IXrI+PmAxjeSplLlIyLGGnVQ4TK7gr5l6G4jtNOlQ7jWwHU6eUfOm3Ha73+42ILbO4c4kJ8kmZaAE06gruhWu5eXNydNbGznxmhQAr8zeGPTIHiErE8weR13w2fcIVwgXiUxbI0i5Lix4rtykxrfGWpSpjjQRXtJ2FINVUpQdTtm8s715mYx21xeK3T3iCA1nVxVe05Cnt336DZhqvHBocFAIJJHQcaVPzR5KcqeQ81jBbZbJlnweS+iSmxSfumE5C3HWl5Fxyy5pLDH7LDUEuJhIWpskDdvVRPXafLXkbZ/JsY3jctMu7tHdeASIy4IkQPzSEd0vQYYhMTXKt78z7l5nlG22DTHYqpBQF6fqkdk1gOIaOKKpQVEM5scTiXArfaYjraeQOQGFTWjbQXchdsqF/bKmMMPqUuy2aQ2XUQ0uHc7tLtRpQzt8k3mTc/qZmn+32z0DOGpFDVGD3LjIRlg3AUNv4YNnshCx63kwVciW5KmbGYENBxdnRffx/QW8JunKNvjy471z5JwuLiuIW2UhpUG65Xjjz2cvWpNxXRT7yoMAMuLZAaVLeYaSVELPRjzHthmtY5pO8I36n82NI0qOaEqeAaCaD7VdmOaRsaeI8AN5Oc3vJ6wEHUiti7xmz1ItXDGQQWyhqNFVZ71MWpUqUu4w4wiNRLgU9t5aTbHob5d26nuDRSdppG17hcbTuEd3CniRvxBycDgV6HhxGdHNxs4txsnxknRJGO1qYj1jjTTr7Ls+RRLlNiw1sXmA229drM+ttyTFW5BlNd6KGgEO2iUyUqjOAVKVfIVJA7VtG7226QunhOl7XgPYSpYuSn9QwwcMCM0KiuVblttxZOETlILVa7g5M+w82nHkooQGLvHDk5lFvecpcZFHCyhX6YWQE+qtBprUk+3V3aVCrw9DVQc7utcAExqNZRmcDGUtznLQ+87KkR47aQykPIUU6DdVSWyraASPzE09um4/nQrlwqNLII4Qep6Y+nCjz4RwWyZ7xy5md1aaRPcTcULWe3HlNOxkn7JuOlQ3OKaQUn5baq0IPUi8lDJRG0KScaVY2yxF5JBGIQ58aXjfX4y+eLdf4kg9y1F2JdJLrQSuQ6+5tbYYikAOOsKaStRSUqS5Qj16EXGr6vThpAQ+nolGopFgOZLnAjogQ9nSjwwaMvMrlkkGXIS525VvW6aBK97lsCS0EKNEgIACh7kV9ennOLI9eZ1CmGOJehP6fxShVzSE1h2RYnASaNWzMIC0uLVogKvNFoqnVK0pd0URSnWW40yhwz1j41tzdUbm44s+Ao1eX3JqsaxuaUpMVUe5tLNAHHAW0OtBa9doqNBqOo2louns4iQ09I9xAJyLcPdVK8i25zA/HDJ8iagIvd6mwFyYkJpKEtzZF+R9pBtvcJUqV9uVJBNKLSFiiQK9Tmv1LGpACuTsypmQ+HaPnABDu6MOa/DNKT9wtab/bbfOj51NSqbKXKjiK2+oW21h9bpitRWfzOqS5+mVGpNdNAOgBgc3irl4cOnqpy3uVDV7oQevgv/ADZ4Z1YvF9ux7EOW0tT97k6awJERpO1apE/udklCKDtlO7ck6bRrqT0qBhbK7SoUY9lP+O4yMjmQkOKYcSM/51evOsSTDtEu4zZH3Li30/FTrilMrKippG+oT8ToEkU3euvU6N2kocSlPx6S9hbgFNGf4MclxbPHbsUlzY3JguvRELqewmiA8yQqpKys1Hua16y6a427nj9JBTt/jTISK5aEUPVTySvXmeQTYXMF6fhd9SZcxxbaEqV2VtobSpSyiu1Lx30ChU/XXpEDA6yTiufGkPxc52SO+Pp6qi1ykfe3S4SHGKl1SnCgR5S1I2JV8ShJSlzeQaDT16gzBDp5VJjCNAFa/P8AIv5CX64eQ1xs1kym52HHPH0N43jRsr7NulwM7MWHJzDMwgL+4mvKyF5qJGkuJKWmIAbZr8j10bYrCKz8ueLLg+7b4kh46MRED0aO8mRcVxNVy6e653FzXDVEwhrQVTm71nFUxQClMzfG608xWC05X455LfL7znZ7PPuXMmJ3+9tWdqVCs8dbTnKrOT5fc2pFyynOLjK3/sMATI8WHGfC3mx2t3PXbXcNlFxaPk+vAJcV+ZF/dC5E8YwuGoYBKuh3eJq2+4xRt28kBpGKL+gtaFDWAH9xyFSChxSlcps+OWVUG04bfbtlnIsXEo7fIdh5IgosEO1cl2idLud544xW1R3XW7yxj1vQHYkiW44ZDyF9gkKADN1dSuOkO1XQjRzXq1HjvGMDigxavYKn2sRIc6SOOOy8RY3RnUXMIAD3FO6XcQOCLVNP5uzlDYu05U5MpKG0tRltKcVtQhJJaZaSzEaST6VTSgqanoS6f6lniYhwGVF2xCH9pgAbz/Oq9nXj79kvVRFgAKUpHdAPcQaAyXKVUpX5kj8uugJp1CGkjUSgxU8Kd0EORFP4VfOM8YM4m1GvGeW+KvKJVvi3ayYTeYi5MDFoM1CZdnyHkC3hbf311uMZJdg46pSVhkpfm7UbGVn4tsZYME+5hv1bmB7InYtY04tknHFzhiyDNCHSIEaa1f7zJdk2+3FzbQOLXStKOeQocyE/pAydNzVrFKkefKMmdj/d3e4y/wB4v9wd+3ZlyT3nrtJYTsZek0DaG7VZWwkNMspQw1tS02kCvQ+7vZrmV087jJOTi8lS5MB2NaEDQAGtGAFbsoGvIt4wWW7R8oyauJA5udxce8cSTVa22P20ruN0ddfUVuSChZ3uzZbhC1LcpSoeWaqUB8fQDqL4jwxFx50WleAkUbRpQDoByFZWHLc+5efShTk2YFIAZbU4GGkKGyOw2NUIqKgCiSaH21cikLSSFLz7agTNBRv/ALbfeTU3jy2LSlqVc32HJig2VsLQVGM5IQsNV1/UWsiiqioPpp0Vtl8RrQr7lyI0BXKcggzPplUaVkszRGwEN44+ns407X+Mz+PuVzzlNs5W8isbvkPimwps14xLiK6W+bb18+z1PqRDZu0obFQeM7LKZSq/BXZkzUKaYYSWHXXD40/yM/ypPlKxm8mfaa8t5vN0hfBe7lFI2Rm0hEdFboC2XcZGkhkzHPgtAC7vXGhrS1htEUEokv2/v4OZG4YdHSDkODDmUJwCVuH4bIn2Z+c9kNwtk1cqFaLOi3ft0AWmPabe2qNEsbMERFxGMfgRD9vHilpTYZShJAoEp+ZdhvbttL/Ce5rSVJJVzySpc9x1OLiVLnOVznEklStFXBsje8F6nH486RP/ADN/xEx+TFXjy38Q8aYj5bEgxXuVuKrdHTERly48dbkm+Y3ETUu5QzHKdzDKAh5sDQEUPsH7A/5GReQnt8qebpZZvt7cSDwZyrn7ZLJi9pU6n2b3HW8AF0JJc3BRSJ4I71rYX6WXIRschXvDhHIRgg/Q8/LkcK1hOA795QZVkdy8euEE5WxdMmli05RjiYcyObEhL6mJSbuXkJ/ZPt3KhQWAfidqSevpJZ3rdxZHLs8zbm2uGB8b4XB8crHfK9rmq0tI/Vh1xwoVc2TYR4+7NEccAJc6RQGAZgJ86/pDVJGWFbZH8ev8KvE/AysX5g57tMPkvlOMU3hxm+sNzbTBuD5DwVDtkxLsNlbFQlDjiFu+pJBPTfmLyBs3mXa5Nt3hz5XS4u0ucGE8AQCC8DiuByyoFL5svTIRtQdBaoG6x/vOHFHfoaeAamGBJrYqt/L7FiiM2+14xDt1tishpmNCXGZQhtsBIQ2hKG0gADQDT6Drks/+NWzCEx7feCF3BoiRg9Qx9dbi3+JoXwyeZUEk8SScT+NeK4844PKSpF0jyIKykbnSxuQmp9e40VA69c43/wDxh8ylp/t09vcKP+B3RAUB9ZqXH5jsno12ppTiMvXWFTm2LXCjkC6tLQr5BKl0IA/A0Ip/Trie9/YP7n7Y8rt75WA5sU+/FfwqdHu1jKEDwtZIXW3ForEtsoSkFR3CoqdPfVJPvXrnz/InnBly2ydt9yLp5KDQUKAk4pyHKpP1VsRqDxpGdB5m6DBfC9oUlxQ3EVoAa6imqaf8NevHSAOcHZUTXvIuNUDybd0t2UpZeSh1SaAp+QWBoAkVp6etaHTrLnCPuomke2lAo4N/Ucfzqo7DegWEsd0ApO7elQoUqB0pQDcVa6dCZCTHqBUcfVTM6OkQfnV/4Uj7pTO0AAkE7dwJqR6nQDafSg9+omkkq1UBBph40KCFP40Z2GBMeME++1I1IoCB7HXUfXq27a7SQebacg+UniT+FVX5CZ21guKTrq4qr5acTGClahakn5lI1JB+nTO4Pa+cCTGMBfT0xp4hzyGMKOcUWli4Zjt6zi7r5Hy7uMtb3F2iM7UbWxUF+n+S3D7a1HRDb445S2V+KYNHZxPXGtTyRQt+lhzUKmRI68cc6x3MWRtuWO6xn3QiA1AeQs7viE9qlUBRoKpGg6ue3ubBKxx4uAJ5hQgFQnPBw4LhWml5sGDI5mvDsB4K7TCG3lJKSnuKWtW1NK0VspWvqevqj/j9aTs8jGaUFsb5u71Qd72Ep2rUq5l8OGFhB1BrsMuPp7KFPGgVSaH13AA1ArrWh0NKka+3Xf7BuqVKEX0qR6wFA4Vbhf7MV3f/AJfifp8khRICwaf0p1bIHFjDQdxc46jma7MajqfkVKQ4CvUmgKFD0rpX8ulPbqTZ6vEU5VpQ0E1flkP2zzMURlPvSlpbQhlAU4pxe0NNgAVBUr+w6LR3UdqwulIbGiuccmgYknoBQuSIzTta1STgBxXpWwj/ABqfx6yMonQOVuQrYlLaUtzLbDkNVYiINFfFhxKkKerSqvWvt187P8lP8hpN7dN5O8ry6NojcWyPaodKQcQv9PRMVqz7fZvt5CGtBneMXf0py7PfWxjNszOP2NFqscdMO3QWEtgMFKS6UIp8kgD4gj0r7dfPjdLh7i5xcQTifwFWOONkbf8AVx6nmaS95URV3C/ykqIX2CQCokgqLgcC0pNP+moaUoNaHUDqsRSuivRLwIA92VTYkLQwIqLRr+L0hX/lvb/fYzHqSrWiK1/LXUEeh1NOq9ZTAXs0fFrz8ahO/wB9/Z8KZpxJc0CM1vUSsFJofX5a0P03HWnXY/LF02NrXmlNq38phIfZblNkVpUn3rTT/Wv+nVn32IPiE7Pm40o+6qSmNOLdUy4dDuHvRI9wfepI6osxLnaDlStCArXZjyVwLm0pP5dyVJVQpVodR9RRVOl7cTb3QeOBUVpyOYQMzRM320sZXigcoDIaZCv8VLDiU/mJHpqNeu27pZx+YPLzbgBbhjV6ggVCjcY3aSuk8udCwm8XHFroW1OuJbKygpJKUkIrSgqnd6f264/Bd3W2XCOUAHEeupDmNccfmTOvJylaHOUcMjwkRVS50G9w5TDbbYdc+bbxDiEj5BIUgEga6V69Uf46ecZNv872ckSgOm0vA/pc0jHoQceOATjQTdYi+IhwGaHkh49lJoEt+Ly7PbdR2lMKdStK9idr7b62nStKx3EFKgQk+n4dfUu6LSS5pUFPZnVNYEl0O+YfgtWXcLupy+sJS4n9NtwpUXojoKTogK2pSpIBJ01NKV6EyfOSamNZpiXFaF3ymyiXauKrkI60p/eM9xW3ytjocQYMEPzZCNq20qUvQOfEkCn06kWaC7YHFGkoTyBRT6gtIna/6WQsCv0KBzOOHRSAF4LRyceYxxfef4VfJPhzEcsuVz47uud+RuHZTmEFKYi18ZweR8avF/ySCXu0AtGFR35C9ygfgpIINOuT75eeXLb/ACYv9bpHXcflW2fcNJJYI26fBDSE7zwgKcSMq5db3E9vLdstXEbkNwe490I1gis3Ru0uCEhoLiCoKaeNCJ/G87zt5GfxUfyr+QNogX9hrne8WrhTxawzjHFLnTjXibhxu12G2xOGeMsO2PQ7ZxxbMhVcG4tlaTcblc4ciQtx6c4p8+Tvu35ktbv71WW9+ZWNvLDaIoG3EL3NEMniTOujavfIDGyJzGxRy6wWNY8F4ONWC+tmSR7mLmHU5lvt9u/ujvvbcNvJ2FAUbFHJEJEacCSjiCpN+F38C3ArmLYzyN5lRMz5j5S+y+6yjg6TkE2xcSWu6d529RrtyPFtMlGXcgZfMtlxjSL63eLimM3czIS8HikuKG+bv8o/PnmwXkexfS+XvKttMYoRDHG27bbRMY1niXTiY4GkajG23ii0xGMBzUQLtRf30Tri4fNbsLnPMMaRuY0aXpJcD91rNC62R+AWtJDpChFEPz3yh/DFx9zR46TOauTPBjH8f8brbnNhY4qsdxgv3HEkThBuOHS8Xxniiz3yyTbxhmXwRMYRcVuuQ31qfRWQARRvtxYfcO938XcO0b7vP2w3O3mh3KFkc5M8xxguWSzaTI/vOjnkbO3xYdLHuewBoHTbVYXUls2zax2227pGzQwMnPitew6CXwMcJnNedWqSV2oE63PASio4F/lQ/j9ytnnhu5/y1+P/ACfa875SyLPuObdyfe8Y4cu3CmEXGwWO2f8AlVCF8tWIzMziM3W2SbgLpLQp9T0xbaU7QK+jdzm84XWyXfl+7sd1M7vGMVxJCA9wkcTHHN4YEbZo2Hwu63SQ3U7vGrTHA+3t53XlxI23up3PZ4sd02RjnA69QdDp1PBYD4emIeEHhokkkLhJ8mP/AFA/8Ynj8huHhGS5h5vZ/Zu9+0WDgqypi8WOTYTrIELIuYs4FmxKZEHZBeFsYupP5QknTqi7T9j728ntd380xsfFbva+NkgWOQMDUbK1w1yguA8SPwQ0gEB1SINva5wYyKSYxuHekWCJEVf3GmeQKA0htuGu1KHpjSB/Ib/1I38nvkJcJWM+NOJ8Y+IGJXh59m3WninE1cncrliSVd0KzfN7WbbapKGl1bcttihtMk1Ss0HV7d9odsunP3C8bLb7TJJqdEx7dvtGEFXBYz9SWEldDLiNhajdAAqx2e33dzKIYS90xIOi1j8IKEJR/fnAXDuyQtT9IUIuu5cBeZvlXdf93eT3OedZbMnyC+9O5o5AyLkS9ojlKVLMPEZdyexizKSn4tttsMpCABt0657vnm/7TfbNjodgtWXO5hvd+giZA3iviXkgNxIrgS79x/PpV32j7X3z3ie8jt7RpcXKf3pzqOokucXOBJxIdIceFFJx9/HJwDYIcUZdKyrPpbQQ4WHroqwWJuoCiEY/ZBEjsN7TRI3mg684eaP8hPuHfl39hhsNsicPmbH9RORwWabUp5kNx4AV0Ox8ibBbJJdsfczji9xDfU1qD40QsLxR8ZrVHQ3D4dxNtG0Cq4zslVB6KU8+848pymnqRX+/XHbz7lfei7mMg3rcXuXgQ09iNaAnHs51YY9n2mEaYraFrR/pb+INZp7xW4Pv1pm27jzBbBhfKEsQouCZFEfciWgZK9coSbZb8riPPpt8nHLsomNLUoNLiod77biFNA9Wv7dfcX7z7Z5v26fzJfXG4+QJLprNxs5WtldLaOVs3gNc1RO0FYUXU4BjgQ40F8x7FaT7VPIyKJjo4y4EMGoFoVEAQtcAhCcVUJTxvBPww458CMGz7FcNs0fL+U8kvis9y+DiuR2PIsimTQy85HsbuVwEswLdbFXZ+UI65at3bWlSkqNeug2f2r/yM/yl8yw7nvu2N2Xy1tUjrW0ub5slvaWVox50RQQqbi4uXNR87YR33EB0jQK86uuYYHvlmSS8IVrI3B5DAqd8d0DgpJ6AhKh/FHNfNXkdyzzJlfMkZvEo/HBbwnDeLrQ7LNlwK2uOrmz1SZ0xSpmS5bdXm0KnXN4JC0oSyw22wkBX1O+z/wBmvLH2V8rS+XtifLebxe3LJL2/nAE909jC1jWsBcILWLU7wbdrnIXOkkc+RxIBxXsu4XZvpX91ls5GhdLNTsQhxLsMXHE9BhQ4WeVDuWSZZNbA7kzK7uVhFVb0JlOMkpBrVawiiRWp0p11i7H7jj1T2U1alLdgy7gPtK1iM88RfJu65FaMuwHA7zfcakOtqbciPRE3C3tuvNrUUd9xpxxlbZKihQO2hor26iMsnSTMl1MCEZuAwVVQ59nxqTPuUYtywRzEuaRgwkLwQg5L7KKDyJi3i3WjAcVu8eVBvUq82ODJTKSoSEiHBeW4EpQdpKVNVKq09B6CvU4BpbKWnumXDsxxphrhqgDsHacQc2lOPr9RrvsVk5LRi1yjYtZ7vLkvw1NwZtutb0sAsb1OIeQ2lEeQ04pRBNakVoD0iYhzVYDqTLnySlG4iaupyAdq+4UN9otueWx+fLzrBLxjLkia44l242p2Hbu+wotqm2915sKbQ8UhVDqCaD16ctrYxSkodJHHD1eqmJdwFzFp1NJB4ZHD2irse8Rc45oXjWcwLLuxBm52+RdJ61qQ+7DQ6O5JgoSAtxCNtapUlSdtfTpToI5JwJS0aSoBKEpjgORrbZ3tje9ofoLUJDVAXDmqc6vrnbhG+X7AIXG+E23/AHVcJlouJmNy3nXo9vjxoyUJfcUhDy0PyXiBtQCVKqaDpBcZn+LIjEfiSUxP40xcRCCIRWyvfIwogXDr0xxqOce+Mt1TxwOPLBhEaLm1sYsTN5hLc2W+zyloZdDsOSlslzufLQIQdxO6vROfcp9REky2qYdmCDsoHabc1RphJu2nFMSCefqSpfC8KebU7d1gtANakquTxIV66VjigqKfjXqN/c7LFZWii7bW8B/2H+0V67j4R+QMqA4xCt+OsEpVtQuZKJAIBCa9ihIIOpNOmv7jYasZWpzpZtb8BRbv9rRVEXf+PrybS6t02iwvr7oUptNyksJU1u3bkOuRCgrA9lVJ9j08NwsTlMxPXTJhvz3fpZMubfzq/uLfEnmfGXe9dbNDiOrbZacdbujb0dxts6tqS4wJaVODQFP5ug11cRd7S+Mg8j/BKL2jJjpMkUrHN4d1D61WonzvxFKxuIhi8JEWJd7/AArZc1LdZW5IjW18zLh94qbVuPGkV3uAb/jVRpoOuO/cncCNsjgxbHPOA5wzRg1lvYSBXRPKNqW3RncO9GwlozxdgDhioxSklebnJtuwXj5mXJjv2C6X6JmeJpnrfcYctVpus794Rc7hPeitS++mE13mBsDaUPMpoFqSOuBWFtNf7mA0HQDqQ46kXsyXE11SeWOzsHNc79xwRckXMrwThnWutd5KrjOeynKZL1sxhlqTkl4DsbtOW3DmNsHHrfdEOJP3F0ylxpLEZtRSovur7VW2VqHYdrs3W8ccMIPiuKDmSe8TjwHzHgAi41Q53SSkvkwjDVyRBk0Hq45LiqpgDQu3fLbreL5ecxeim33q/ZEq5XB9Lq02+JbHIf2tps0FtwqSm0RY+1tsklTa2dtaK66HZROsWsihJDGBAeeGJPacaEytZO4+KBqPoidPfUwtuWQLh9vDnuPW+aytBjSGHnIM+I729och3CO4zJjrebUUkoWAUkpNQSOj/jsuQGyFHgdh9Rzxoc+3dGuHcJzGS9eRq0bJy3yrxpcLrk3H2RMY7fbrbX7Y1f7LZLZEkW22yIzcebFtUNDK7ZDnS2mEbXiwstrBWna4tSuqV5h8jbDvUni7ratuItQc5mLY3Ob8pexqEluQ0kBw+YGrJtvmbd7KIstJjFIMAcNTRxDXHgcMSFB+Uiqcckcq59Ln3yRlV2t866oeh3rI8nyqXcL9doz7qXJLDzEZ5aIDDpAPab2BdANBXpiae12O2FtY23hQBiNihY1oTlgE9qnnW47e43OV11czF8rji6R7nH4qnIYCrix25RuKbS3YWMmey1TsyLcYrF0hx0Kt0VxH69uQlUh5Ehb7wLzCSNzZQPQVqQ2W5G+bdLBuds5tsHI0qQp46FAILSUJyxTsY3CB+0XcdxYTh04b3gRgh/qxIIPAe6oIxl1vsdxyWTkcmff8sn3NUe85k8GZk25Wt5hMq1JYiz2yyxaTalttdlgNNoUgpRQAdGrZm27XD9FHGGBmADRgBnh2qpOZKqq0JnmuryQyTOc+V2JPE8F7BkBkAiYAJObVkyrBBx7J8VyCet+DmsfJod2YkOLm2Bxf/wBkoU7H2l5mG1HklSFFKgO0oH1SrpN0IZI3AEPiLUIPI5gjsKeum4/GjkBUteCD76en4S+Q9ozPEMniXOlmyuw3qLPyW0NPPxp2PZOqS6idKhtpcL7UOXCW/JaYILvc2VSUJp1xfdbYbXeOdI5bWQdx2YIbl2kDP1GrxYzumi0YiRhOoEFVPHsXCnA8hctzOLsewnliW/ZLbaYxxTDOXbi8/Kat1mteWRpEzDssuUvtvtxsSzCcCpuRtQIDr3aUogbOn9p3C5tZvEs3fuhTpz1sABc08cRjzwUUm5tre8i+nuWgxnBVRDzB59OtWRakYfmVo/f8OuaFF11oTba7JbcgtTpIBcMS6NtlC2pDtFMGpYWkjYqiqddd2LzhZ38bWXB0y4DEIVODQODgclwIyIWua7x5UubN7/pgsOJHJOJxGBHLEcjWfxPioZve2bVdrY8443ufbT2qudyIuu1tQ3J7QFSoChoK16u7HxOV2pEHoKpJt5A4RuZqccMcu0eqiyMOXgGD3THralLS2oMh9lp1n9ViS40QZLaqgJcUUbqkK1GnWu69wdmFqaxrmM8LFp0oeGQ91J7v/wC8ws/tbzITvdkPvJWogpDintz8lZKSVrKtR9amumnTMiOnV2ZJpyFro7cNdwA/Gjz8dpjpz2+Wp15xSVW+yTd60gqdeDUht1e0qO4rNaUp06StpKuQLT8RSGj/AKlgGGppHwqnvI63rh5BNRHRvdi31TyBqP0xcWH1OFwmrdBrUa/T6dNMcoUcwfgadaS1jtR4OHuNHXnNrNz4kxZ57apSTGSqmpV9zGKUn0oo1Go9+mpUbuErhkXr6e2s7zrOFc+PrFA5yDc5KIibE485JhNJX9vGW/IcaaW6lTToTGKyy28QfVIrQ+oFeiLXfsnmcPVnUcQgPOnBB7zxTLKhRu2G2+yrg3CUkOSVzHFwYTJqhlIO5LzqgaOSVP7SBTakCg6hOhGktaEpDYWxSKmRVOHqrqteEvSuQbDlSmAmcm3OuuJ37S04H9ymnCBQOKZSQCPagPUIBrHE8UIqYGukeJeOZ7ak/OJlT7NcQpbr6UpSttrcijaSpIQUn/JVD6mpFKH69KYpauZSpoIaFPF2H4V4eHMwudpuOItRGnC+1JkR3HGjtIadbSqiv8S2S3qBU69bkkPhEZ4IaRKMA4LqDhl20fDtpnvZBbshfSp5tcGAXglFUNNvqBdeDnopQWQdNT7+nW7RDa6TxX11HmUzEjJa/sKTaI+Q3qZOciqbhvOSWYjqpI+/RbYyrg7HACkKU88xFVXYNqUanSpEK8jc5p0LiMTy4KeypMUiNJIxaFHVMh7q1HM1zXiZ0ckZlln+zXchzO9ZLlW643Ny7XWXcchutyvzBcZW6lmcGHp6GGENJDKWKVV7ntNxcbJtlk6Gd0ILImtAc4lxLWjNpzUjAAIAcaoVtDvFzcQthM4YqlGgAAnEAp2q4lSmAoDrxkNnYu8C+2eJOsV9ZdVcEXnEJk1iViD8lptP32ITIrDX2lzjPIC0Nd5Ud4VbcQpKj1yzdLi3mR9uPDlRVYT3CR+gj3hSOFdEs4544/CnIkhOCPAVwHF+PeB7BzwqhLva1Q7+1mn7kp6S+9eblkiXm3mv3i6sxXHYWXQGHWWVxo2Q3CchMiGspcg3JLyW90dbZTQdO4RXkjrgB1v87ZMtQX5XA46wcQcnDkQlWqCeN8HgNw7oAHEDlyKAZ/0pxqtGp6YU5m3pU2WHG0ChVGZRDkulRacW9IadZeYKiT2nQEpKgpKk0HTjZnA+Hgh9x/LoalkAs8VwxbyxNXhhIs+N2nHswsWM2qTmt1vmTtQrvey5k8ewSbNPYjQZtmsE1huwR7nFZCnhMksy1GSStAbG0ArbzxWFtFfwxsdfPfIjn98MLHBoLIz3NSFdTg7HEAYVXr0XFzcS2sszxZMjYrGgN1agSdTwdZBy0tLcMCprtyW/ENSLlfbnMuL7kpTlxlLkF65ZLfJC1vyH5D7qnFSpTrhPddUShsAk6ADoVPdzXL3GRznPc4lxJUuJzLjxPDGtW9srhDCAAAjcAjGjAIOAHADsqpne/c5bt1uJFUdtmNGZCjHispUft4UYK+XZbB+ROq1VUdT02BxNFWBkEQhiU8SeJPEnqfdlX9lS0H9V95iO01VCC86lltJBOxsFWoCleh/5h07EySd2iJjnOPAAk+wY1otLQpzVEFEvw/4x81csKaVi+MuYtj9yU2hed56mbj1rehgtOvOWm3GM5keQOtNkq7UGKtDqfR1JUK8d+4H35+2v21ZLDud79bvjAR9FYlk8+rg2WQOEFsC7DVLJqH/0yhp2KwdO8GTugFQvv7ox+FP18IP4tONMRyW1ZfncGRzBnlvW3JtLGYQG7dh1mkNIS4ic7iqVyWLb2SVONrnvS5aWiC4lDhSgfPn7sf5T/cT7iWc2y7S9vl7yZK0tlitXuddXDV/2pL1GvIdk5sDYoyVCOapJBsdtaEC3Gq6T5iAo6gZD0Q1sT2OFbMJiGLbn27heHmwLlfnYyYYmTihlH29uiNfG0W9DKEtMNjcpTaNy1qWpVfJ1xukdsxttaBrIWYMaAjWnlgmJ4uIxKkUsNxxxJ4rie1etZuLcEMpnTS48uUxVbB2LdS0valUeOpIQrvKU+UpSgJ3FZ0GpHQc3vh+JNqcZMU4p06qcMlXKlYlAMqNvi6HLxzG4VzyUuIvc6GF3CHOSHX7ah5lBXbmalxDIWr9R0E93copWfiEj0v8AZn7deZvOMsVjt9u+W7lCS6grYQRi1cR/qc35v6iMBUa6nhtoi6dEQ+sUN1z4o8dcD5Iybl7H+O8OxfLssUy7f7zbLVCgyrzLYBCJ8wNNpC5ykGgUfkf6nr7BfZf7cxfavyPH5XtTj4r5JEJLdb0JaxSSGr+kEMClAFrnG77jJuU7WOe91rFgwElGjsyHRawGVcxxFILkZxDcRvRCwrYt3afSiq0SQNdOusRxNarnLQkyuPcUBgHBVPTGqHvvLt0vD328B7YyCk1FQspqfihSaKJH/EdPhgGPCkIhKFW9n41lsYt+RZW+21+oUgpO8VCCkKpUrJ9/WlKU6S8NaiZVgaHOAooLLgcWDGZ7tHpRALiSNQojX8vpoadRy5ThlUuOMsbwVPf+IrNHHnu4lsMEMEklAWvapND6o+gP/s6ZIhLxIQ3xRk5BqHDAovT0NOakHh4p7vjVU5ZETcsfRNbQncWyRQ1JNBRNQPQ11B/p1+a+RZIWXDTmMfxrqUaai1MW4L05UBHJ8laUqjJcosqLaUU9SFVVoakJT/w6iTO1RNbjicvThUhhGrDNPxqorNclxn0Fa6JUtPx0UhfyoRUkGrf0Op6hqAEOAPD0ypicFrg9o73otGhxdO7yWjQELKVmoICKCgSlIJO0eo9umh3FaczhTMpx1/1Y0amMOp7aARtOxOgofbUCnpUe/R7bJNQDOIqQOCcqDTygXIy7MMewxgLXGMltUoU3DYaE7gAR8aGlRQV61OXyzFuYJ5e3+FIMvhEuTFowHUiqy5OutrxCLBsMcoaEKG01sqkbdqQAtWgoSQR+Pp1YLC3LyAwgAFEOFRIWOPeGJIU0nbza8gIOA4XdFoltJfWy8SEq1Wp3clumxQqVr9Pf8Ou7fa3yPcecN/trFkZc18zRxVfyVMuC5JTkbdMyuTSFVcgEUn2ZVqscgZDOym8XS/T1l2XcpL0lzcSSgLJ2Mgn6IGhP+vX1x2bY7by3slrsloGiG2iDMMAXfqd6z7qiTzuuJTKMGkhAcUaMB+ZqOYg3ufWtRSEJ3etSDQ1KdNQivv0d2xpMyngPjUS+wZp5ke4dOP4VNbnKUChhBFVGgGhG1OoGo9KHWvRyWTSNDT6cqgxMQlzsWtC+urCxBbUNgKdQner1KklSTRRIAVT0Fda16n20jRGMMaZcAVaU7abF/Hr42SOZM/hZPfopcsVtltllLqKtOvIWFLXqkpqPQfQf268if5Q/eh3lHaXeVNkl07pO1ZXNPeDTk1pGIJyNT7O28KI3GHjOwYOIHPoExrcg4kdw7G7NCxCyKiM/aMNsKbaUkUW2hKVp01CARrX3PXy7l3MTyukuJC6Z5Uk4hTnj6LR61Gkd4d7JeJ9BVuXqClUBwIo4HGyaf4nQigNDXT/TqJeNLoy/NRU1qF45Gkn+UdmkN5JOKUoooLO4I9ElwGhVqPStAPw6q8szA5HKrSvp66fhaNQ5EfjRK+L8lg8cNNpILraANNQSDodNNSK06qNrMY92umH+o4dtMTANuCmX5UdnFN3DMlpregDefjur6n3IOwj/AMeuqeXLnS1jnEZIlIGJQUXjzgl2nRQNUj2pRQGgUfoR79dMmkFzt5x4Ursqm7oyhqQSon86aUNTUH60Fdf9eqHdACXPjTyqMsTXEuIBStG1KwU7lDQKVXQhROpP09Ong5p7zUpnpV/8d3VuRHMF1wKDiDoT67hQ+v16695Iv2yR/Ryu7rhl1NR5ugxGP51U3LGIiPcjKZZHbUe5VP46ev0BPr1UvOmymxvjJGP2nFfw9lOseXgZZV08SSm4eUWVuUgKjLuUH7pLv5ShLuxZPvRKVk9Wb7Mbq3aPPO3Syp4DruIPJy0qQV6d70FMXjA6Fy5ofeKS/wAwY+7Z/KfkW2tj7Yfvc64REb22h9lcH1ymgjekhKDVVNKfSnX2E8v7k3ddhtrxpB1RaT/xMJafgKockbm3IemGkfBKx87upvaSSFJS0VJXugupB9kDYkLSDUn0006feXNenGpLADB/qNDx5WWGTd/G2/X6MVuf7d5fxNmS4CpZZav1ou8WOhyqE0Q9LilIPoT7+3TzFCOGZ1D1oD78abJOp7BkGsP/AJiD+FEZ/H3KhOfxD+VFjmwEXlnEuSeZbZeLAtp2Wbrj+c4pjdxulrDQC1SpE2wPzQy0gFZfCAkE068z+aoSz/Jt0UzhG3ePKMcLXHi+EOaCOHdewewmuXys8PzXucJDT4brV3JfHs2rjip/aKf6gKbJ/EPxVD4H/jO8WuLbe4y49YbTm06RNSQyZ1xunI+XzJE50tFC/uXoKGy4PzoKCg6p08c+ZNxO7bh5j3K50tuzv0ylxQBsDGQnEoUayMkniFNH9guHXNk+6JJuLjcLqRy/1eO9gAQ5BkbWjigThWsz/O3/ACrZDk/Jd5/j24Jz7LkcfYJkJneS3IsG4TYOQZ5ksmYqZF4fVcMZXazLxPCYdwZauDSy6HVNtRFhZacUo9/i35Hm81TR/dXzC83Xll00v9mt54o5PqYxIWnd7trmua9UMe2sLUZA36hxc57Ayw2WyNumm5uSZrSOR2lsulwkkBJc5wTS6OHGOFpBOpuorpaSny0cYsPs43arTjUl2Tepse0WXEcbsMiddcoucpxAgwsbx20xXbjcbjIUTRqO0SVEqXoFEfUKKydO1s1wSY9ICudhpGAQko1o7QBUia9kj1EkkNyXFOQA/wDvQFTACh4548bOQuK/IXNvHXlrELnxnyVi95tN6ueN5sI8yfi1vvWPxM4x1iazapNwjsS7lYJ7Siht0rjKWUL2rSpIpO/Xtjt+2T7nBqls4JAmnPB4agJTFTnyyXCj+2RzvkbAro5XooIQqW6kIGIwQofWmVGT4feEN95pjWq1XfKImM3K8ZBGdjY/aLMzf8uuVjS0tu3XpUp9hq32ET4qnERwUuyVxmzKf2JS2VVO589xPsT/AGS38a51EB0wAGtMg0KToxUkgFECmrfsXlN253pdevcy3YBq0op6ajkvQE8ScK2NOMf4xeJ+N7JabLYWmxeKNO3q4plh26yG3CdxuM9SjIeU8pINCe3qQBrpQdz2XcPMrw7e7qaeV7QHNL/2wOQbgGjlgMK6fatstljMdhCyKDJWjE81JJJ9ZOPKp7yt40YNxPZ2UWmyPZHkzsZyZ9mZ0W02C0sIBQ07ecmlCQG3XlE7YrDTz6kJKjt0ryzzV9qdjt4UB/6qR3IvDB0ATE9vWi237q+8UeGDGMAuCn8utKl5WybnrGrq/GxJvhe79t9p9zHZs+faGlRVHtqaj3x6OXHH47h+K3EUX6gD065/Y/ZrylLcOfuAvGSH5ZGlNJ5+GBpAPQqRW72Xcoe/H4BGejEexx4V84hyJk9/cXZ8ixeNYsmabS4/a7ReWcggyGSBumWuc21FdkQ9/wAa9shJ0r1B3z7WWuzRtu7SQXFmoaD4eiQO4NLcRkpVR1rLK+bdO8KVvhzgKQoLU5g8qz9yv3KKUz7fxvxpesvyZmO2+1Iu78LDcIs6n6pizclzDKnrXbBDS80T2YhkynAlQDdAT0xsn22ud1lZfMeLW1jkaRIVMiscHDw4wFJBGZRoPE0ncNwjtW/TxN8a4kaQGj5QCEOs8BjiBjWxp/F5c3Xo17Yy2w2Sz5Vk2M4vkF/tNmlMXKyw78YbrF1atNyYQhFwtzsgFxhwiq21D6dfUSXc5932G33GR73TvbG4lyriwLniBqBKV5Witxt/mSa1IAY1rmBMla/L1AovLOsNnOAXLBOd/IS/pgiHjmZzI18tzjaC233m7Ulm5tVSBurIa3AnU76dWOO4iuLa1c09/j6kxoDDDPBdX2sftJ3Tl8ylE6LnxHZS28RhJYDVxiuArfvv3zhSgaocuCnilz0FKJ/qNdeskcPFXBNa+9aWWrauABXwiPYPRK2xOJHsflceY/IQzEKXLTBWdqUhJWqMgmlNKVPVNvy4XsiEpqKe3CrTtQjdt0OoAnSM05Ukf+QB+HfPJvijG7J2my5M7ToQPj9zIS43voPzLbjunaR6dXDbGu/tUfiZlzs+QC1Utyeu6SFnyhjQP+JcPdTlOKsKsdnw+y22NZ2khMGK0EJaSEpCG0pCqkVJO0anU6nqo3dzNJO4h7tC4Va7aGKK2jZoBkIzOZ/maFD+RexYzYOAcouBgRWLquK3CtbvbQHPv5C0hvtUG4rAqfpp0Z8uyTy3EjXOJiDCq8DkPWtDPMEcMEEQY0CQyDL3jsAXpRH+PuP2m2eNGDx2RGX28Hs695SklLrttadcK667wtw1969I3GU/31zCSjXgDsCfGmtrYT5d8RiFxYSvUkrQ/wDia4iZmHI37qyiS/FnyozainclDS5b60tJJKgn2pqK9O7+4vtB4eA8X09lI2LSL5SpHgD4lfbRD4Za7TB5Rza4o7YM921I7Hxp3I8YoUAgUptBoOoN49z9sgjLflBx7ak2EUce7TThy+K4YHggIohVPwQTRDXrp8Br/YCnQZrEORSjxlAJTThz/hXBMhNrCllhCPSqwhCB/UqIA9el9zJEpBmkBzB9Mqg+a8xcVYay8m+3lhybGjmQ5borfdmJRVSUpVHbQ7KSpxaSEgtgK9jTqFcXVpZsMl1IxkYxKnh2DErwSpEUM18WshY58mWGAXtPLMjhQDci+aGcG5sWzjvAcOscWQ+WWbll2RQYt+lsOoIjqtMGRKbYjyHwN4K0nQbag16qdz50ia8iygJi4OkJC9Q0ZD/iPbRyHy48NWeTvEZMAKdrj+A6UtfnXyBZsVkn5fmF5Y5Cu1lfkPWKxNlWN4lKkSpTMCVb5UyMh+f2blcJpQoxElc1xtYbkIQN3XJvM3ma43CUSXb/ABtBJaxgDWNXAoOZ4nHAYVcdn2aKIabcGNpTU9yk+nTBFrV58+MtzXkmfB5KzC9Y/iOIy59yiz0PQRDjuW2yXRATh1txzuuuXxy5zihS0JcJcQzukOim7pHlKK53DddEbC8mPUA3JpdzccGtQYuKpkATUzfzBaWLGOd3Q9w1OCkpigAz6NyPE0lvmfLp+RwVW23KnwMLt8x+7w4D7330zIL460GJ+U5bc0NsRrtkTrNIsRhkC32eCkRYiQN7jneLTa32VuZZyH3hCFwBDQB/7ca4ho/USS55VzuAFCluzcjQBohDl0nMlMXvTNxyHBrUa0Zkw61S7pExpgx57f27CwxMebgNXRVviSWgpDE2M62tbtrmmoUUVKFo6NxtIhaVBRMUVO3pwoWGh8znEKO1PfwPLnlXymM3KZDryILsdNUOqjlcqzvDcAXYklkKnWCSutSy8ntg1pQdOMV2JRPd6jmKU54A46vf2EZEcFzqTQZUu1s1t1xauMIpHetj0piQtpsDbWNIbKgpSQdARUn16nxyPi+Qq3kTUQuBxTvCpFbbnb3o7zbLMZTEjaqVGdbLb2+ityt6SlSXgDQEGoPTToLadquDUOYI550825lhwB9OlQfIrVFg9uXbYzrj5deW4JMyUt2GlsJcQ9HkrUt0bVJoUqJFK9IfFHEAIgMFwOCdlOsmdKviFBz/ADWs3y5aIkjIMZb+9/bZzeB47HvzTluKoK3HWVy4amDblpltOxYD6Pk4gqKq+oNOot8xrp24odAXD2HDkKTak+E54aqOIwz9OdeuDhTU3GnnrJOz7KhZsacevjWHQ0xUQceiT3ZMuVc5vZkqhQLYt0KW8+hKEIUVEgJPUbwImRlHlxI4YL/LnSpJQzS6UNZqP6jxq0+EuZXuKLvA5Cxa2XW2TrlckWvLFybu5eYl3VbkrW1MU3JCI8mUmCwp5Sk1ISp1IIJSOq1v20x7zt0liE8UhYzhg7gCR+l2RTpyont15JaztmY4Fqo9D8zT2+3tyraK8YfKvi3P3cL4+zYwbpYMzw+TxLFnzFsi35Pg2bq2jF8rZmn7eeYl/lodtUp9ujW0p3JSvTzoze2wXjGB7hK1xjJCo12SEogIIKNOIyron0sdxE6SNE0h2Iz/AAx/iawl34u548NcxmTeLZqsx4QaaaD2JXZ+RdG4tradU0/bmWY6JVxgwrc6ksOutifDQtG5am00ULJFuW4wyl8Lg+M4FpOBJxwHPivA8KSI7aVnhXQII+UgKg7eB4cQaYF4/wDmhxQZdvyF6PdbHJjDtXvHLw+l+4WhyQG25LltuFT96AjaptKhucarUnrp+x/cT6GPwtzZI+3cEXNzclA/q9eJzqjbr5OhvJvGsHNErXEgIgd2jgcShHZhRx5FyVjGeWiXecSu0K522VDLUOWy59yEKLfziSkppskAr+TaqbAajTrrOzb3t27Wbbvbpo5bZUJbwOelwza7oQK53uW13lldOiu43Ml4A8QOLTkfUcKX5HsLF+y2OSAVQ5k1DiFqoGO6vt/NYpXY6Pf26JyIXh5y/OoEUmkI5dPotEnxba/2XmNtlCvlIx63suNJ+KFGLKcIcbdAG4bXPf0HUoIbeUf6fgaZ1AXUYHyhx94qs/K7vQ73kjzKktqQpUlpRSlzQsocXuSRtUfiR66evUeIKzon4U5JhIQEzNFq3kAu/j1jstTqXFiDYnCofEp3RwNoVUhKhXUkkV9+kXI035T5S0H3CktJfZtPHV2c6C3JGpdzuLf24C3A9StSkAurLaQoppUrNakVGmmnU9oJZ6Y1iBpUnE+mFRa54xab7dY8VEgGQy4IlCsMOkxxukPqXUNkH5KroU/EU6YfII2l3KkFol0k/MKxtmsN1tmYKkLksvsCO4qMwtAS4gNKSlJpTaFPNpBIO6qgaV16Eue18haFqUGvY3Vh6flUT5PgTZcO5kJ7TS67SptSiK0ATtNKjUkE6D0+g6kw8kwrbpGujA/UCCnZWS4pt1oiIx5ltv7u+y5gZiW2JHeuFxuNxDYSlm2xYyX50t/aoEoaQVAalOh6cmaGwPpDnnU0hdTs/WacZwz445llLkK15481hcUx1yH7an7K45jDstEVkzIBWu2WNbjrobYYkLefXvBLSKECiedPO1t5C8rO3adglvHSiK3icS0Syux0kjvaI2h0kjm4taAM3Cp1rYDcL7w1SABXFqEj24KTgB2mr/yrxY4KsPGnJ3H2P4tl0m9cx4Pk/HOS8h2jJJDfMrNjzGyzLBdnMMzxcKQxx1KYt09wQ12+GhMdaiSHfTrwr9yv8gfuBHNBf7e8z7lFPHJb2kESWzZI3te10jMfFxaATK5xc1RgpFXaxsLONngNjb4CHVqKucuBGrMA8AAAhOdKNif+nz/jGwW12TH7zxpzpnGVX5SG1Iy7ybz9+PCQ65sSh2Dh0XELfKahs/k/RBLup+KR1U/MP+U/3/daW9vfX9hB5rvXIWwWkAZGXPVUcHlxAwdqcdTnHANaBT30e2RuAit41aM3K4JlgCiIMM8KErzW/hK8Rck4S5rtvh3wrj3E/NfD98sGS4BeLjnvI16Z5TtMS1zYuXcX5Tfcyy+926yt5KtRfstxSwlFtu8WOh9X2z7pRB+33+XH3A2f7kvi+5W53O5/bxkkdtO0RRB9uJBpF9E2KNrpHQzN1SxAkSQukDRrDBUe8srZ1prjY2OVpXuABQMwcCq4EIiJ7NLvmOw3/CpUnjm+4pc8ZyiDkG++2HJMdk23PbVLjD7OLYryhbkm5SY7Ml7uMpbS42tpIcbW6nao/SQbltu42ce57Tdw3m03LBJFPFIJIJGHJ7HjMHqhbi1wa4EAbYgOJkJGkYD8+Xb1qvLxxmiJdGBcZkuRHUtLaYtqiqXdrkUMJlOxmn+0I8cPIqGVFBkgkfH36KM2xXDx9YbyARxwVOi8OI5Vsbk7wTo0h+IUnutxRSBjgc8U61YuY3S347bsRgdlKHINmV27TbnHZQE+6vGdMQl95SX3jHcUfuXXUoHdKgBqkdb3pgiba20JxbE4uHBpc5QOpAzVCTnQyyDrmWaUppe9uJCYAaQei8ByqLce4dfOaeQsewqyyrbGyLIXpsW1yL/91FsNljRIrlwmyJjsRuTIbjMNMUU4EFa1kbiB6ULzp5v2n7feVLzzjvDJ5dtsg0uZEGmWR0jwxjIw4tbqLjxKIDmcKNRWr3HwQQ0IpOeA9MqP7Bf45vvpKpnIPMMZ7HoGrjfHOOyo/wB/IIWHYqb5lhQhTKlAJ77ER0BOqNSOvJHmr/M5kEP0/lHy7INyk+U7hcNRmXeMFqpJRe4+ZvVMamR2cZXxCXAer+I9MaODiDxi4gseSQcd4P4jst0zKE1GeuPIWch3O7ljLb620fezrle23rXFosVjsRYbUh1dEo2iqh5s83/eH7qeb7OS688b5dRbBKXNbZWSWUUw/obHCWyPCYPdLK9gCucpwqbGGRNVgGHFMT68+mFNI464hs2P3u1WK3w5+a8gTXo4vN4vbzjt1alLSpx959aXlRLMzAQisdkOONQY6h8lOADrhVy912tzdBtvtMfyxMAbGxuGAA+eR5zccXvxpiS4IBaxEPTEnt5c6YpZWoOG2xqy2gxVyEIKLi/HQlvvvuj5hpx5KXJMZR3mq171fnXRRp1Qd03uS6nRndijwYwH5WnmcnPI+Z3DLLPI2khXYE/AZVnrQ0/PIAbX31IKwtxwBHfASlnZtQSo7UUBOlP66CWEzOw+c8zx4Y+gp13dAq4sUx+7XG6QUWmWltMJwyZ11EVpSIshbYDzUZp4LYdmoBNFAEIVr+alPRP2C+w/mT7zeY2RWhfa+VbZ63V6GqhA70MOoaXycC4KI1/rRBl9uENlEXO/3Mmj8ez41d2Z5G5ieOGf2ZMyHFBQ2lKnHnXXRUl5W5SitRVU+v8A4dfXyyl+1X+PuwwbUTHZ2xAGo4yvXNzz8yOP5kk1T3tv94eTqyxT9PZ29aXvf+Rb3kV2kPXGNLRFK3Fx2ZCFobbSk13E0CU0GtTrU9dQ8t+evKvnCLx/LV9bXWAJa141hchoJB7EWgd3aXlt/wDaGODFKYKO1R+OVVrIkO3uesLkraZFdjKSotAe5UTVB/tXSnVwDXLpcCDyqIoLcUJ59Pwq2OP+Opd7nMEt0bBQNa7imo7aidClSjWg9QD79KfINJa1UH4UprNTC7HSHIea0wHDsHhY9AbabbaQoNgqWAnfuOitRoAkGn4dQ5JyQGtyWpLI9IRyGpXJkRoQCIraHZFdXF0BCqfI1GtR9ektcXZ+70xp0Y4nEV8hT5YVJJb7iQClAVpQmhrpUfAk0p033da4p6fjSEw0oE91DRiktu94ONit6hHJFRWh7Z1AruoB6HSp6/NlYfv7aQM2D+ddPjej9Z+V1Ls5X+4j3yVHO6iHlaKGq0lZASVA1qrXX39+oUjiI9Z4fCpMCa3JlVRNSiiU2gpqhbqEoJIUUqrqpBUQFkJ9/wC/Q90+p2hpGj4enrp2VmpnYF9PVRq8OEIbjEmo2hOp+IKfdWlQolXtoD0hziJHY4LxqBKS4NA7P40cGNPp2b1jakIJ3V1KQDqfZXpp0a22QNJJySpEblauX8KGu7qiXfkO43bbvdtiJK0ggEBLSChNT60WfQ/4+3TjXn6wk/K0EkdgwpqfvwgjBznJ+HwpYHlTyIjHU3zIJkkIbj9wtIUsFtxQVRJQT/yn2OgP49X3yptk+6BsDG6g5/ePEagg7caWoYDFiJSOGOWJ91arHlZ5BSuWMzftTcsPWa2Sd0lwLqmTJCzsaJSdqm2jqajQ0HX1a/xy+2kflPYv7/exgX88YbFqHea39cg5avkH+kFKi3zxbxi0aW63gOemYBKtaeR4uHJFoNcg+3VEW43VSglAJ+Iod1Kih+W70NOvSt14fhYfNhUGI+1a8WJ7UsvLoE603K0qVCtCRWivoKa9L2wAMe7sFMbk7vtHIE1l0ESJ9VGiGigAV+J3L+R/oafXQ06mkq6o7sLRRgXJ7OXbV5YVYpORXmzWG1p7r9ymRoTKASpW15yrrgIFVbUH5aUA6ib7vVt5e2e53q4IENtbufjkSBgPWabhj8SQRgHE+7jW2H4sYBE4W4ZizG2248tyA2wwpCA2rcGtrz+8H5LqnT1NRX+vw7+6nnW+83+arncJXlwMhcqriVTHoMe0ijVvDE+Ykroy9TcAnSr64Kzi73HMJEhuW66yJNVFK1L3V0WCFHVCqGldN3XLoZXtJDsH+30xzotcu8MNQAjgPj7qaza8hVOtCElYK0tBNR8qHbRIWdACsmta6enVm8cOiEYKgNB9f8/ZS2qoTLCli+T0VL95cUqm4l8qKtAE66FOvr6V9OqtcM1K8Z4/Gn4nq1TwP413eK95Sm2XG1LNFNKdbbAIJ20+I2J+lDQfXqqyjw97B/8Aqxr6+NN3BRznfpAFGzgtwfZvCVbyhlDqdoFAAkg/ID/mNK0/Dq/bLKWFw5JTAc4uUIihOyj9xWQibbUoK925qoFQoGoP/Af8euubQRcWyfpIp3qag2Uw0sOrCQQoFWh1ApU+n+JPVa3G3EUjmodQ9PbSlwAGdRiI13QK1oARSgKt3tSu1P8AU9RII9QXGknOrCw6WuJOaKVFISvTU0VXQ19NCf8ATqy7FcPtr1j2khDSevD86vTIbY3ebSh9TXcV2xU0B9q0+pG7rq++WTd12xtwQCQ341GYSxxYmKr+YqlrVbY1vvLKlfpuIkIUmtBUpUCr/Wmnpp1Q9ihis93jk1aXB4I9Rp2UksQfLxpaPlvh8S0+SVsyGVHUYuSY2Eh5K0IDkiHLXuaKikq3OMOVBPt+X36+o32I30br5Qmt3uBmt5wU46XjE9mppy41U9whDSZMS4FPVy99UHPl2967ugtANNtfBxSISlaK2IbUqPqkJTpUAVHXX3OVxXnQ9odoQKq/hUy424mt/PWCc48SSJohRcusG203R4vSG7FllmlIumI3SSyoBSo0W6xwh0J+SYzzhGp1ksIQFxRmsL0XM+ytQtJuvDedIdGQT6wfw7aqrPMp40/jT8WuJ+GePuY8IZ8hPMHl/Bcu5Xzfmq+26NxRwv8A7ZlQMUzRRxaxy4t4iJsSVIZsTRCpV9ksqkOnthSU+Ud+t/Nfmf7wyeZvMO33NnsXlOFzGuhhe/xmTyPjtIg5HG4NxJIbm4kakdvbtIQVzh4v594G4yhzQXxy3JjZrbbxW5kZFbhoV75JHOMj5nEFsLXua1rQwDN51zH5r+GH8X/EfBvHHFV//wDNfB+N3sb5W5++x/3M7hFjvvIudMRLvgWNJkKnHOszxkIvdxyCS2/Ex9N1jNNtvvOFbXjrzzt3k6+8++bPLm83omibvEgmtwsYEc4bIk04Hhw20z3GFoY4TXTS5jXQxguNu2nZrq22/wConYYLJ00xYRi/RJNKWNYFJYNB1ST9548SNrMdT61gOduNplryS15nYLddLxkOTcYu5lMg3izz7g1k/IWJyo9vzR/JMgQ199FezHF7q3cXZjxU0ubbVlZQVV673/i35ll3rbN08rTGNsG07gDAIy0NZZTBY4o2DANt5IyxkYQCN+CgVZrOXTaC2d3WtCNCHAcAMfj6yprad/h98RFca8UYL5CZTYmUc38yWs320ZLLaD83i/hmBGItdkxEPIX/ALdmcgyWxPuU1qkqVFdjMJUGNwX678x7ld3k42pjksbdrQ4A4PlQEl3MMVAMgVci1L2u1hcwbgP96TVpJ/SwFFb1emJz0oAUOKAv50H7Bb/5XuS7pjTsrIJMLj7hG25aYsQRF3LkO04ZNtuURYUxalt3c2uUphuVIG1JWhbXq2eoMsLLvyjd2bZWIHvDnZhpD2uKjny9VF7Bp/vMephCubpHFyxoSOB7wcM+BowP4Wbxa7tmWXXifbWbnmwhJCblLyKQv7S3yUIRKR+1VaUqbKdQAuQE7ChCWqhICeq7stptsdoe4H3sZwJcmlpyOgc8e9xUha6bZxXMaMjcWWjhijQpIH9RrY3u2W3xvCOWLXBsDK4+F2W6ZbFulqsS/v8AE0T8e7N0zX91Zq00zj0aOlW2ah+K2o9ztn0NstRA7ZLo+GxoY5xJAGALVJBzGlFXh2VX94ZLD5gsyJJCHsGbj3nBxAacgdSolJH8j+YOa7hYH04DNl8j/fragM3G5XWw226xHFNpQ/JZjviEi/IuKj+nJRGba0JCeuWMuNuvdz8O/uALMOJa894lOrRgv9SAVfpbi+2/bg+0hb9URiMBpPY7PkmKUljM8B8hoHI9iu+Mzsul3yWlSrpcZRXETZpr0h0PW60fuNwkQ58OO1vC3NiEChoEJoRY943nydZbfLH40MsfhKWBuZBCNI0qVGSYrVA0+ap7v6mRsweHHvF3DgmKAA8CESmZ8QWq6ZFf4NwvEdNnx22WaBa7/e5kdpg2x66xu3KdltNdxUCOw8lDrhb3j5BQ3aHrkO6z7TJcwbRHIt3dOLmtx0tiGRLu0kDj3csKvdjPI+MucO8xoGCK52ZHIFfVWI8q8C5wuc/j3E8JuF/vFgwe/ZAjkl6M5cYTuGrvzkJrCbnDhXYpnXi1Xe3vomOuR4/6UZat7YVsHVi2G72DahbW28TRNvJy5sYfkdLjqzRoVFGpCqAYY0B3obo4k7fE/wABVeWYKoCfLjhxReZxrZB8ErLMxS92KNebt+8Xy2cacdwLzcZEtD0u7KZs64si+piKQxJh2aVcGFNxkLbAZSA2SV7uvTNnIJdnIaNMWoBuCIAMB2pjXFL6J8e/NLyXTaSXdScz2KEHvxq//NPILexhd9etjaf3F233NbboCUkJTDdT8VHUlS1pSk/U9GdkbICwuKtAKfnQ/dntAkLR+4e6T6xhSPMSh3SBBtyZrSR3nWfkndo4ptPruIooa0Pv0UkThnQ+MHQWnqK2N/Ge/G6cVWFyqzstrSBuJ07SdgJBJodOqvuLf+qJPE/Gju1vay0aEV4UL66Vx5ARf3jzU42eWsrah3uKVJIJCNhQCF6gba6+x/06ulkGjboGEfoefcaq1+Fvpyc9TPwp/uNzbfbbDb1hSCpMZs7q7laoGgp66dUGUq5yDjV2ic1sTHYFyevsFKN/k65FN3xmz4tGYcdS/OVKISqqGWoiFrkS3UVA/TQKIr6lX1HVj8utLNb3YNdhVb32USzRhPlHs/nVzcHZbdbTwBZIbtycdYbsMNISTvUUKiApaaWSSUgKAH0HUi5jE+4F+lZFz7OdMWcgi28B7kYoCc1NRbw5zlMHLuV482Ot0TbkZrLiW6lvZJdSppRA0ohOnt1F3xrfpI2tUO1k+6pOxa2bhISAQItKev4US/GuWW3IuU87kH9MC4QAwwRtWgMQuy44tJOneV6AfTqNevA22KNuYzPNcakWTAdwklkRXE4cuAq5eQuRMJ48s07JMtvsSxWmE2pa3nlhch5Y/IxBhoUHpMh06BI2oB1UpIqRWru+trCA3V7K2OFvEn3DmTwFHYbaa5mFvbtLpCUAHP4D4ClSZd5Xc7+SGVWfEvFTGJjHHt3vaLBc+Wn46JdtiSdzol/dXlMhpqCzbQwe+q2lwa9sOOq1Hmrz/wD5F7Hs1y/Z9mc+XdB3WsCCSR5xDGud+3H1J1OAXIVcrTy9aWkBl3EtfKcNDXZevMnPHAYYcKpS9+JHkRc8sutt5D8gZtnanCUlFpwG1mT2S06tcd45ReZTTrsSWy5VEduIFMOpVuccB0s+z3dzuey2fmC98T6e+tmzB7nh6av/AG3EDTqa5RmhTCpcd/C5beyDdbH6TGQAf+Ic+Cp76rLFvH208Iyskv0yZe8ofZjdrHlZNPFznSp0qPJjzW3kbBFtNxVMDkptlum1sFal0KQAe+7nLamSEEPtyA5pGbh/SeWOa5gVYNvihnYybSWThQ9vAH+oYDn6jQP+Ud+Ltim2h29T3lrVebllMhxhLcWPdrPFQi2xWYjaQuPb8ZDldrXzUsCldxV1z6GS83LcWWdu10t3I8MawADXISjWDghVAedWZkdvaWpnlIZCGucXE/KwZl3xTMCtZXnq25bzjMVebs9Ms2Lcd29+zce4RdJCmnEW3uu3C55R+wNmQ43ecpnLMl914dzsJbBIA29e6fL32z/+O7H4BAG6aA+4cfmklAxaCiiOL5I2nkXFS5a4Jufmh+5bkZQD9F3hGCD3GLmeGp/zuTEkgZAADIw1YsgxaZjt2iyW786hyJDK090ywlO2OmKttIDSUuKCgohKPXXqfEy0ubJ9pcamzoQCiryTh8BTOqVkniRFYnBeWBqgLVLuGNy47DiX2bparkMcu0R0BUWZaX3w0GH2KVrEeWFpc+hrXquRvfA8NPztIY4cCFyPYeNTDE17XF3EKE5jH21apxexyFGVbPuLVK3UXIgPqZdS6lW1wuAKStxKFpNAsKSU/Xop9MwHUxQV51G1qNWBXnWByCC3aQgXO744+7IJUwbva46JagKBSe/DDSmxu9Vq9dfXpq4LIsJHMU5ahW4VkJRriR0qKUlRdkoY9BfiKUR+447eZrSGUhXxeW0pcxnYK19KA+vUQl7UcGAt5tJ/jTwawnSXI/k4YHotSRyS8q3LlifGlRAmjqbn247oTsJWhU6MVx3VbRQEpCj7gdOuLhGSo09a2E0o0d7p+Rx9VRK55Q1dpC59zlSZL7raUPTXXBKU4I6ENR2y6kN95DbKEoQAmoAHUF9w2UkuJLvbl15dKmQxGPu4L0q9eCPLTl3gC05JD4jGOIi5JIiR8iYybFWbw5dLbK2RZNtcf+5jyTZpiW0MSo4JQ4y8tKgUrWOtQ3IYwgMa/vD5l7OGOC+rOoO4bdFeOBmkexAU0p71BHtHRaxnJvIGecyZ7d885LtuOWu5XqKxbolm4xxuzYNhGLxLfHjxo0HHsTskNmyW9Kg0S86tK5Ml1xbjri1EnrU9vcCQSFgb/wAIww4ZnHmVU9mT1kyG1YY2O1BTi4q4rzwA7AAAOFOe8N+LbrnXirbsxiWeQ4bEzeR9y9BaemQrla50m222RFeQ2oNTrXUOshCwErKFfTr5e/eqe+sP8lrb7dbdLcMfut9ahjI3PbqZdObM7UAQHEhVKZNIacFq52W6CPaHTvPcia5SqEacMPd2U27jDIs1jRrJeLQ7Hfs12NpjcjYjeJSrlFw7klEYtTuTMRjSHkybOjN1BM1aoLzDQkLkRnUlXb3e9/8A4hZzE272OaGuPhyMOl2g5MfmHli46gpCOUY1UG+ZruNouYpWuLwA9jxqAeM3NGBaHjEFpQOUcqKLD+Crry/KTeE2PEWbfOfXHv8AfZEOZGjXSQqQUKm4rAhyGpUu5JbbUmUHXWEhfx0QSBMj+2kcoAF5MLbioaT0DcP/AFZGkjz9cQuDpIIy8O4F3sz49OFNG4r/AI/uCLbg1uyS3z+UsHuzkh5h2VYcjjTrfcIsJhLH3GQYreYsyz3RIk7nG1oLTzQokObQQeBfdL7gT/aPz7FbeTnEWlnaRm9jk/dZcPlBekpVr2iOPST4aFpcvSiFvuN35g20neNDtcriwta0GNow7nIrxXEDFVwB7yA8YOS/GfIYmdrmxc24my67mFbM8s8WUx+1XW6Lddt1nzWxvF1+xzZxSRHmNOOwZDx7aVoUUpV6M+1P3p8sfdK1ZZwtdZ+ZWxF/07yC2eNgBfJaSYeK1gKvjcGysaNSOaCRRd22m52siVyPtHPQPauBOTXDNp5HEOKoagHGGRTWOcbE5OcWUTrG82ncVlKUsyWNGhuO0EK+mnXaIkET2c43fhQh478eKfuBazHl+yld2vGypD8BpZCSBRTkUgBI+KRVI1VrWvt1FtiPDHZT8yNnemSr7UyrJca5ULhwdBt/cC+xCgICSaKQGVdpQWgnSiRr69IndquQ4lTpT8qbbqLAzBAcPbma8cu3sQLW/cUN1cSH1juOBNG1oU23JZZ/Muriq/8AMKVoB1PjKMJPzJSXd5wFDeqM9ZUT7tOnPPS3AYsfukpcC5DhcedCCSNUfGtCpIP06hPdq7oxHGnXEOA0gNC194PkbULM48O8zaokNSXqy9xZRbEAFLCXFV7TaFk6ggEDXTqGYj4nd+bPCnGklgYMyCmPGilx7xe5L54ZN4tztv464quYIi8jZMy7PfvMFJLUpeA4nFcjz8ucZVVsSXXIdqS7trIWKjp2KQAo0F0oOWQHaeHYMa05rI3fu5JkuPpyo6uJuOuJ/HSJCxPjGwy7hkElDTGRci5S/BuPIeQ7Wy66l+7RmUR8bgqG8t2q0oiRW0OFClPElZfMT3jxJT3uAGQ7PzONRJbsfJG1AeH4LxPuo0OHWbhEx2+5Zf22o1xvspMVllP24ES12xLjzzS347Tbb9bjKP6o3Ahmlap68S/5Mea4f/lUGyRu1W+1WSkL3fqLn9xxK/K+OJsbXdHdaunlq2cLAzv+eWRcsdLQg7QSpqqpnIGSZ3nSMXwWQ7EhR1PSL9kQBZREt7aw052FKB/WWEqShABUr10BB6+Ze5edPMHnHzgPL3lGZ0cWsme5BLQyMYOLTihAUDDEpktW9kTWQ+I/JMBzPWuvHJqsj5NvV5ccLsHEoj1rsyVuLeUp5pssSZi3VEFLn1rUrVWmg6L7Tdf3TznNfFxdbWEZjhUlxOkaS8nmUUqpLiUqIpKrmahNlsttl5PyBCvTZNluy1y8ilVbYbg2KA2JtymF1au2lFptvefcWoUIT6evVWnbIbncGws1zvarRzcCDGB2OIXmSAK2Co0nFvp/Ovy/fIfm29c0+T3K3kfMhRr5cM+5SyXNrAzanX49rcs7F0lWfEf2lNyXIlotdustviFMd0pWgpAAQCkdfbz7deV4/IXlPY/KsDfHZte3QRnUG/uShmuVz2gaS4zveXBM0Uk0DnjjdZPtA/w2vBaSMCATieY1BceGNUrfuSeQLxckyp0CLFltIUhl1ceRIkx2nFIcLoU+8hky0vISpDgQNqv8fbrot1u+6XMuuVga9MMCSBnxOa4r7qi2u27fDDohcSxeBABKJ1KJ19dQaTNu1ymy7ndX5kqXJWp2bcJP60qWraAtyQ6qiQAB+VICQBoOgs0s0shllJc92JJzJ60TjhiijEULQ2NoQAcB0o0/BHF27pyrdcpuynWbRh2ISRKVQJS/Iv8AIabEQuCimiqIwVFOpWnTXrzD/lbvUtj9vrPYrXHcNx3EFoPBsDC4vTj33tAOQONSrXSHudgQqfifXhTgbDFy3l+5uWvG23bBhdpcS3eclVB/SjNLQFt2myxnghu4X19hIU02SGmq911QGh+f4sds8twfW7l/1G6yBWRB2LiM3PcPlYDmc3DutHGpD3FMPlXjx/Oj24yxaJhkBvEMDssxm4PVUqVGgSLrlipDqC3MuEpxNJN1utxQ4E9x1KGkAigSykAUjcJptxuH7pusjGsAAVQ2JjBiI2jJrR/SMTxUmkF+tiBTkoX0w+FGpgOKXLBLdIROgxGMhvKEIfgsSBPkWS1oV3W410uLq1/e3+6y1d2a8khtJSGkUQnXl3mfzGzcJWWW3g/2+InE4F7/AOtP6QMGLicXIFFNxxnF7ir+CYBMkTl6Z1aNvt8ua2hMgPbVUU4h1pJZc+WqEmlEPElNEAgKFSdAR1VxGXNQknjkgPqOXt61IB9PThRBcb4HdcxuDNtgn7G2tEKu167VAw0r4CBDSlam1SigahJ2o9T7ddD8k+UpvMu4Nhlf4GzR4zzJjp4RRji92RT5R3s0pqR+lpJzOXb+VFcrhNQZbiWTI5UKJGb/AFS2rcpQSKFNRtTv09R17N2L7oed/J20x+XPIU0NlscDUDQ0E4ZEkZniScSSVxodJtsMz/FuGsfIi48BWOlLgwkM4tcGFzmWqIElSApK9o21Iod+oqT6nqiedPPG+eb7ku80TSXN8QFfwwwwHDn7hhUqG0jgaGxgCPkPgOlfaeLMPyKM7GXa4tXk7VOIaQlYBrpuoKjU9AtoZe7fILjZbmW3uG4qx7mkHngc+opx1tG/5lqDq8PsWL6noMhUd4u91KaJpUenwPxWNaEe49evVHkX/Iz7meXgy03aZm42jWgfuqXoP6XZr1K+yhN15espwSGNB5gIfdVvYrwPMxmKERlR1qofn2E1+qVFXuaf6dd3g/yijkgDrvai2UjHTIU9qLj0oWPLbGktbK7T1C/lWZl4JmzYUWvtyCCadvaNR/iK/hU/U9QX/wCUr2vT+yyeEuYeuHRaV/8AHGcJMar654plltccmSuy6EfINtBQ3H1ITX0P/j0Vh/ys8tRMBv8Ab7uI8U0uHsz7aYk2B7QSx+PZUKXmM9Exq1m1Oh91Sm0mn6aihJUQfj6gA6dSW/5YfbJ0LpD9SJmojCw6nFQCAM8AV7BUX+xXOpA5un4UN3AF5Fxx5cMqrRkJJBB9aihH+QFf79fEjy/M0eJbHLFD05eqreQB8oRD786F/wAgrQqDkcl8IUlK1JSVDcSCVKpuSPkr8KaEHqLcFyvjyRyers41Kj7j9IOaduPOhubSVPtU27ioVooEhSdU7VH4Db70/wAeo3hNJXAHNfTCphPrFFxxDMdQqOhdEpqjaEfkqCATSnruH9Neok6xvLziSmHp6Gor3x+JlgMKO2yPIECQ5WlI7hHtoG6610pppTolt71jcpxArMNOHWh1jKileXzmFlxRiyRVIAWStSgQsaUBpp1KBTx3Y4NHxpkqREOv4Vr8/wAm716a41yKVaXHWXPsJy23WyoBDjSFE6afIbTSvp16Y+wNtaXPmS0gu264jcM1D/SXAVLtdJvgXZgYdcPzStUP7xSkl5agS4O6tZVuJcXq4tfoVnefxNevsc0RW7BDCAImANaBkAAgA7BQPQZHFz8Xkkk9fTlXmlu92K4CFEkp/MNSQKEH6VPp0lzi7E51gGnLAVnccb2wlnRSiqiiASTVOitQN5p6Gn+nRXb8ITz1VAvwqOHDD2msyljt/Pt1JqkAiit6tQDrXaNTXqUoqKYZSrCckKenKmb/AMdvEb/IHIkS9yGlOwbc6xGjrWgq/wC5UdzimwQN5TtpQEaa168h/wCXHn+Py55Th8uwPS5uSXyAFO4B3WniSUJA9tTIInNiM7idb3aWpgqZnpyTpWxXyzfYthtMPF4amkN22FHiJCKJSp0ootSUJI1Wr10qKV6+S7pDNIQFMjirj24/wqw2UZJL3DI+/glWV4p4u47Gk3iQ3uQtSnA5Q0UkVBG4Ab0k/wClOoj7hxvBC3BgH4Knpxrd2hkY0HED8aYLY7qiLCcaLgCVBwK9FbvlRO0nRKT79WC0l/aT1U7G0tCE4g0DnkY8zIu7bijuClGigAnadpqUg/mqRXWo+nr1DlY4lwOSe9afZknWqx8f7uLZmMuOpWkhxKqpISTsJHtoVe4p7dAL23S5huBiQCPXnh76Tc/7RHMimE2SWUXVDjZ2BawagABVVVOhqNpTWnVj21yToPlIqFEhkTIp20b/AB7cyqK0kLFCNSK7dpH5R66DrqGxzua3QDgCRUvBVNZ7J9v5yKqIHzpqKe/p6p63uoAl1e/05VtChNQBCyhz4p1UqtR6JqfYeg/A9BWPR6JnW8CM8qlsBxLRbdTpX83/AClNaqIB1FD0VtpNMgk4A005qtLedEnik9q4W8R1HcO3tI9jXQmutP6evXb/AC3eRXlj9M/EFqdtR5Q5rg4ZhMev8arDPLIu3SPvmUkISSrcj0/Nu3fjSnVN8xbYbK5MzMADgnt/lTrHd0DgczwHoaCnzBtJveO4fl0dpDjlodbS+4VJRtbcUGVjcoHcAogkVBp17I/xh8wNmvZbEnG4t/a5veA6Yg/CgG5sIDmnJF9Y/hS2H1rcu0xW0klpaVHbEPqSpQT9sBtAUTrTr2Px9dCGgBgq9vFLNVYVcMzkVQty4jsMrkF1xlIZJ9PuUpCVAlKiP8k1qadEreNkwLH4AEGob3uY8SMQODSMlzqbeM3jn4yc/wDJHlRfOY+EuPuaY/KuV4xd71C5XxyBmabJLxG3NQbW3hr09oTMSgR5Lang1FcQC6QQduhq/wBwPKO0eZzt13uUl+yXb5XmHwLue2arkDvFZE9rZVHd74I0ue1Ecag2O1Wl9uQfdhzpIoSGkPc35idWDSPmBLXZ9zu/KSD1Zb5dZUx5A8hcL5NjsTLccavLVoxy/wAGf+z5fZrVco4hvWOcXmZFoyezxW6iN9wlqTHb/SC1pSCOE/cb/FHyb9wN/f5p2e5O07rdxBlxbuhE23zv0Bn1DomlkjJwwBqhz2BNTWscTTkm6X8EL4S7VbiRwbwexoIRjXDAtx+VwwGCphVDcqfxL8X3/nHxPz/A7s5jWHWTPL0eacBvVyvUgX/jTI7X97IVjEh24Sose8M3q2IjPRnm1MyYcx6pT29qon2t+yu5/ZS43XcLjc7fcba9iijY1sLo3RyRuKOLnLqYWkIDiCBzolZwOmcy3eXJJnlqa39RUcwrUCZquFNbyXluLjkvN59pjxYNr4+xeLNjQYbbbFvZNntbt4YtsSG0O0m3xHI9vistpSlKYzJSANB1cbjdm22sMKvY0uJwKlFxXNXELV3jtTIRGcIzpAA4DIJ6ggrRP85eSoHI3ljwXflrgTFwoVjsOTy2lh+6XjIcm5FnXzIbvf3lN1c+6ueWupipJXtjIodooOp3k+2mvvJm6xO1+NcmR4J5mLAg81YpyzCVPv5G7fv21XZGmGN0YI7JUJ/8/wCFMs8K8Oi+PfnxJwRQYMYWa42WM+tCUsvGZFblpaQSAXEFwKTQaFQ/Drme23Ukd2HSuD5Ws0kgkqDiMeWPqrv0FtHDNJb6GhrhlwUHHOthe4WOLd7fem2rjk1nbyC3/st8XY79LhIu1oS81JNuuEZ4SWJFvceYRvZKdqwNqhtJBs7b66dA+GOaRkMjUc0HBw6g5/lgtbn2fa7iSOW4gidLEdTHJi08wRy7OtBJy9w81i14fzy0Y3Zcrya6qcYfelsqt11upcaKEyW57IdjR5+9KVJohtuoIokGnVWvIDbzmUAOLgccie3hhwpEm3RTtcxmLx/V+HWl23bia1SLo3Mz61ZFhcRE6Tdp9zetk1m3y7g604j7KZeYq7rCi2dCyVvrbCA4KCifkOqlus8kEWt6HFOoHD18se2hb9nchMjXgpwxXn2c6JbhleD5Imdx7xqXswdLLMPJ8lD6k2SKptZmSrrKuEplpyf9qEpZZQylDA0KlHYB0H26y8WefergNZdyANYC7JoHdX+hApDVTvE4lKZt7Axyt8NpEYcrlxJ9OnwowOWxxVyU9iEhOZRJnMlmsuP8fZXGvlpvLUd7HYUxiJjGZzLyht4T59ngqVEoQTJaUjUlI635gsY7+1tL18zTvEaB7MRqDF8N2vIuGDSDiUClVp23tJ4LhxkiJstRc0gqVPzM08Bx5ClV8z+Y3KXg/wDzOeI868Wq4xfGzkriG1+NT18nzVTkZtYuTs+enZlmL7wcS1CyPjrk+42t9DLzan2IMXaDtkGnsPyburN3sII11NuI/BLiSA25j0lrjghJTwycNTZHJkK8/wDm7an7VdzXL2JLB+8Go0udbvXxGrnhqLgwHB0bD27Dfn69Lxbhy/SHF9m7voFnTQ0UkMv7JJQBVVXXlAAj2HV92UtkMjk7jY19ZQD41SNzjLNDCSJHSBSM9IzH8aWRg9xk3VyxwZ476XJcRkrGxJSpTR3rVSgNQKHT26nToFLeXwqGwkMVcNXsxp7XjFfGomFs2p5IZXFaXHNaapBIbUBSlCCDX06rl4A94dxoztzXMi8Ppj6zS1ub7stHltjDkVYWReEqUhVaIKX0tpVu1FCU1H+Vfw6tsKt2+I5JGffVcnaXXEx/qkb7ilOug377PD40p135NwEhvcafNbYFaE+qR1RHN1SZ5mrk13hMXSNQatLY8y7XFuPGuQ5KspNwXbjbrYtR2uoRIcC5S2idAtSE0BGuvR3Z5P8ArPCzjGPrSgW5NS0Eh/3XvDT2Zp7anPF7jkrhK0W+M+HH4uL29KzUpCZK4jRUldASkoqkHT1PUp9y2O+JOWo1FitjNaRtYf3CmeSg1jPE1/7bkHlC3qYLhjPwmVvf4l4qeddKT6bFKVoNa+vTG+hLOB3HGpuxp9fMBzSrAs2YWzC+SuYcsu732Vmxa0ycku7hUW0RrbYLVJmzVbqHcEsMqUdoJ0+p6Gbpcw2extvLk6beNj3uPJrQp+FSdtidPvMkDMXl2HaT+dVf4sJybzFwKx+SfN8OxrwrkSRNy7ibDFqkTEWrD4t/mxscuN/b7a4DcK4WWM1LeaCnXFF4tSAAaDwD90PvFNdXcO1zu/anhfLJHGe9bRlyRskcFb4r4/3HJjGC3FTh0qJkO3Pdbwhxc3B0mRLv1BvJoyU8ei0asvJ14a7ZbZC49bTZre7f1txcDk2plmDPSExpjsawvot0ZTjbJQsMtncWlJUgkadeat08z+RLLcrf6g3DHrM9snhElj0Ac4vaHNfpBGEjVTvNcKJBtvdRueJUmVEcDmOCjD4cDQncpc+cXz8su+Mu53jGOXp5DAuWM8km8ceZawuc0hyMqG9eYosFxU01Vxnsvpr7rHXuX7N+etm3X7ZWMMNz49lC+WJsojJiOl5IaSBhI3X32uQjAgIRQa82O5feumtPCeTpJDXgPBPQnimBHrxoFfI3lrHcAtkGVGvLtxjLdvd1hb7hHdVcJYixrLFeTJdcfE+xMrcQXnGCGVIaoFFSx1Wt/uH3V5ILJw8MuIVMNRKBDkgTDhXRNqt3w27WyNPiacVOIaMcf9RJ7aVfeMduPMPH2Q3u73NGZwr3Iye03BO9pmyZG/dzaFTbUqXFVGuCbiiElLa30LC612moHTVrLNsl/b7hYSPivoNLo5Qf3GSDUA9pKhQSuIIGFTyIryGS0u2tfbyNLXNIwLT+kjNDkaRRecPk2C+5Na7ffLvYbfNZmvWph5T1zS5E+6Z+2xp+bIeXco7bCVKZdeS4C6EJUCaqA6fH/kn5q8uSx22728W4WbwwSuEhinLSrXva7S5hJRULUPeH9Jrlm7+T9tEsgtC6FoUtb8zAODUJUBMFBXjUj55/j68lOGpmIZDP45nXPj274bAzGTmHE0O98iz7YxcIyZYiZJYIcM5JiMyN3Sl9EiI9GQhPcS+R6K+1n+YH+P33evv7VtW8M8v+Yo53w/Rbu6O0knLXODZLK6c/6O6ikDSQRLHI35TEtVWW3urBjmv/AH24I5mLQOOrDUCOSEJitAE1gi89vFwvFvltwoFxs1zt7uSznYrEW2X2CAYf7ghDzzripTbZZWWwVIcpuAPXpGTariW41yNdE18ZIc4ICf0uH9TXDJzVacwaz62KNrWPIchDgAVCJkvKqMsgvz0+Ra591uUaZDfcjy4EftfcrWj/AKbkNx0Jbkb1ioCtFpIoRXoLavuHyOilkdraUQIvaOf41PkMHhiSNgLXZHJOap6CpDKxG7XCNGubF2jZXapLPcjS4TDDcxtCXC27GkR5dERpcZ6qHGyapWOlTWcs6Th4lhIzCA55Y4BDgRzrI5QwIml/JfZ1rCNx7fYJbbblszFiW42XkpjTI9vjuAfneT9ulERaGyKncaDphIrV+ktmDiFzA9iYVhMkwVYywcwp99fyaq434WmNAsdzcTep3ZsqbhKa+yuMpKil2atpllpcliK2kl58jt0GhPWneNePjjhieTI5GAnBx59QOLsqU10UDXOke0Bo7yZj+PIVabHD/wCqUKekXVxjttSLm8yzCgLO1Knfsz8l9hpZKE0SVU/Ho6zy2eJc7gXEAN6p2e2oLt0a091Av6cynBe33VNbdx/jOOLROuS1vuJLiHIseSr7KPHO0NOtNlKnZMtg/NI0TvAqPfqYzZrW0PiOcr+Q+Xp1JqHLfzShGBBzOf5D8az8e0Lkf/Rx0OtqcW2FS3EtsPp2bg+gLKk7XkK/NoUEkAV6nttteLGgjrkR6caZNwXd1x4rhnWxX/GvHusrwKvNkst5jt3NPP2aYbcIGyW43FXcrLZcxj3C3/t1JO1+AgNS2iS0GQlaQCkg+DfO32/fun/cE2LfJGh1ja+SG7mHaQ5omtDcWMWrNCJZQIyB3XN9dSJ9yDfLc1oMHG68M5qQ4NkPbgMei017hDjdy72lNtj3OLaW2mFOtofZjO/vgSki5MSLa1V2YE1IbVMdopNFBAI69nx2TDC3Vw6cTx59FzSqZ9Q9j+4R1XHD1+3JKLjAocjGZYhWa3C3xP02ocJkOrgRpbsltp5cVtanBB+7AUpYG6qiSOp1tbNbIGTFIf1HkBmfUMV6U1LP4riYgAVVOvKjtgZNKk8kXiDEmujGuHsKs+OfYsPLEW85hksZM64My0JC+7o6EU/OAqug6+DP3E+5N356+9vmLzUyV39qtJ5mxRtcQyR0jixrTmrXRtYEGQXFK7NbWwtLWK3H/txtB7UU+8mrPyFeKZdxzkOEcg2wzMBvuLSzl2NQ5sqNLXGltLmR7XargypEmP8AtMeCZ4UgpKX0tAkI3A23yX5/vPKv0u+2kpsrrbni7i0d50EzQSxkQdhJG1gcZInDQ8P0O7pNauYIruJ1pMNVtIxHAEgkEqADwRNS8wOFa++S4jyBxVzLYIWX2hxmxqm3GVxPyCw5DdicxcR3RmDPw7OwmKxBTYMzaYkm3ZLZFtIVbrrFLjW+NIZV19cPsp93tk+8/wBv7bzptbPp9wMbW3lqVHgTPZqDmAkk21w3923epw1ROR8Tq5vuW3zbZd/S3JDgXKx4/Wxe65Mg7g9v6XKmBFSryTli7tqkAh1x21M/KldwSwpCkhSfepI9Dr10uycrCBlTdw1JHYIrQntrA8DwJEjjmQkpUW0MJCqpTtqXlEBYTRQCB6a1PTko/dw4UyGHSpHHH+NZrL707Dt32ZU2yhJUApSQpxKK7VJ3n2PoABWmnU5ju6QExFNlQRp450PSrJf8xyOyYtjNtvGT5Bep6bfj+N2aE/db5eprqC6qHbbdGSp1agyCt1w7WmWhvcWhAKuoFzd21jby3l7IyGyibqfI9waxg5uceuQzJwAJwp6KGW5lbDA0vmdkBif5DiTgONOG8bvBnDuHLHP5p8mcds2S8otNRHcR4yvM2Jd8P4tYS4GLQ/k8eG/ItGV5xcZCVvvJJlwbW1tbabdf3unzze/cmf7g+fLb7deQ7mWHaHNdJeXcYLZX2zATN4ZIDo2O7scQ7j5HHW46UaLMy0Zslg6+vAx98CjWkq1jnfKnBzhmXYhqIBnU85D5Lkv396zxkKlQ7SymNcJkdlLDrk+m4N22A0GIFvagrUpSkrSiO2kBCEJICevSVpaQQwNEYEceAa3MNaAjQpxOCBcSTiSc6ol3cOkmOpS7ieLiqk+30FYrCYVvkMXG6wn1/s6O5Bn3afAT+5Xu9yldpVut92S+hxxlnubZAhBBZ37VLGtEbhdw7fbS392Fht4ZJ3AH/wBuGN0jsObg0hurMoa1bwm4eAE0PcG5JiSmBzQZlKKzlG+JxfGIGHWTtNux4LVtUkOgojBnaiWXVt6uB24uLCDT5e/Xw4++P3Lvt7mutxD/AP7p7pO+ZxJ+VshCA5lGNLI2hERiV2eztWQxst4gPDjAb7MF9f8AGsPh9gj4Bxldr7OT27peGH5tweQlXcQ0lK1BKVKAPbToRQAkfh1SfJezs8reR7nfbkab+7aS4oVDcePInHDh0p+5cp0jIYVVHA76rhCyK+LcQtNwkSXGVNBYbMZBWhh1KFnaS7XUitT6nqufbubxjd36gtfqIRUQKAQDz41GBOlDQtebnJMjhrxF82eXIM9i33bE/Fzm2TaJjjgLbd4vWPv4PaENIUUoekG4ZO02yP8AJ0pHtrb/ALa7XHv33j8vbFN/tX28W7HIp7jJRM/BCoDInAlMlyzpLnvjje5hLXaShwzIRMeapX5nVkbtkSxKhqTJcmR50L7WWk0+5YttrZt7bZbSCptuqKbdN5FevudAIHh8haRIZS4EfDsxqsSeJJKHhNBaQR2nP07K9jsq8Tnlr+2Q2hxlTbDfaborc2EBSypOwLbHvQ/T8en3eK5yp2dabjjgjzK4qTWHestsitQ4b6nHJkufDaW4hextpLrpW6mKyoqQXOy0rcaUCffqI+zgYwB3+64heQXkOwVKF1LI8vaUiaqcz1P5U/r+G7xRY5c4y5c5EvLv7RHyLlC0YTjkly2M3OJKbxaxG7ZHIRHXKjrb+wl3mO0twbqrG3r5kf5yfcL+2fcfZfKVqwSy2m0OnlGotDDdylzFQHUTGxQMgMalxBwgawPIJcXHDkNIx6oTWwZC8VMNx2FbbFCl3KRGgtj7a32iHHtTTr0mjkubcJq1SnlSpyxvWUpB2AJGgHXhu78ybhLOZWMZ47iEVXJyCYYAU/ni4qatex4njPGWPybdidrhwH5b1bleFFUm7XR97elxy5Xl3uT5bbaRsCd4bQkCiBXqrbtul7dgvun6nDBoyY3h3WjAdTietORNLnrwHw5VkbNjLcgSZ0sBqiVIQ9VRCXNo7itq26qYKToak/QevQaGy1kyPKIPV7wvplUvV0y9MOyphi9nTcrqzZbbEecclq+3ckKT/wBrHYbTV6YlJUdxCVfFQ/OdK16KbZYyX942xtWuMjyi8AB8zvUMueVYXEd53yijaxe1wrLGiY/ZEdmPCQkTH0/FTqzq4FKGqnXDqo+p/wCHXftmgG320e02Pdt4wrzzJz7XE5momZLye8fT2VheZfIzjngixQFZpfrfZHLzIRBhfdOhDr7zhCEhCBVxQSCNxSDQanq5Wjprknb9ujdLcaS4hoyAGbjwHxOFakutBT9SZ+v3dpqPYPlFl5EYZvVpnxbhBeouNIjOtvNOhZ31bcbJSaj29h1UZ4bg3LmTtex4zUEH+Hrp6K4iljDgQeGHplVwxmHLa+2pkUS4QV+pB9D76e9ei9q+SBwTI88j7KkAtyCEVatobXJCV6E/ElR9PT6nq87ZDJcO7qesoB662qITU4TJgQGO5IfStxNFFIUBTaPl8a+v9er/AA/R2UIfO4OenHAeyoxKuJOfwqrcx5IhwI7yY60pXtIQaga/TTUdVndPMlu3BiJj6emQ4Vp6NwQk8OtA5nnK99RLedcmOJitn0ZWopJVX4H67RT2qOqTc7jJI/VI8hg5Zeymz3ip7zfYlUQvmK5fuzT3eUWN6zWiS4miCN4VSoWa+tPw6Grbl31PdQcUpIaEITH8Kq/xkvp3NMbwA4lCFIKvUgAH3+QJGh0qPTryts9x4d1iRrBA9XFac1kSf6D6LUm8kMfDgE8IKi5Sqm6++4bla/4q0A+mvRS/Dm3x5Oz9eRp1yFZBg4ZH40EDcZmIQooR+YVrTUpJBJGpBP8AXUdQS7RwCfGn2SAoP1enxq+uM7gsTI6UVSC6AdSFFP8A+jTSoG0CtfXXqHcyB7skyqNPHpdrHy6v50eNpkKXj8tQrrDd1TT4goNANaa16lWryIgBmfzrTHFzCOWVUdbYComPZe+sqWt9so1/MA5vVr+I9tTXqZrPgy/6iB76bDyZYwgwpPvmbhiMq4oyX9LuKbROZcJFBR9txsCpJ3Vr6n0P9uu8faO/NnvsL9RaQWuUFMiCnrIHsp+OTw71kg/rGeHvrS8u8V61T7jbXRtVAuMyKUqA3I+3kuN00/KSE+n06+0VndG6sYLvIywRvT/iaD786i3FuYrySIfI159hK11a/aqUr3G0pB1TUChA9DQemtK9TWvJHWov/uaDwNSWxPBuJX86qihpopJTrVQIIoRX6A9ErR5bGQOf4UxM0F4PEBB2VmmZEiU+xEbbC1uvIQ2CDuU6ogJbr7uGvt6jqS6drAXPwY0Ek8gMabaFcGj5iUHaThW0J/GrxfDwfjxvJJzQTKZg/enRKlOS3kFQKkkV7jdfTSg9Ovjp/kv53uPN3nmZ8hHgRvc1gGIDWlMO3ALxQ1NEZYREqhuYGQP5njV0Zvd3Mlyd6i1L3PdptJAKlOKc2bVJ9Sdv9KU682WrTFE+Z2biT6hkaOMaA0BuDaadxNY28P4whrUAmS5GbCtqNncUpsLII+lPX8egFpMZJw4knVIT6jioqA/W64JzIx7Eqb2ycmTb6pUtJWsgqFCkVqARp+ZJND9PXq2WbgYjzJ9MaltPOhB8g3FGcySUqJUgLd3jaACQCke6agUPT7WlzXPwy/GnGcccap7i9a0ZnDUAR3AlzbRQ/wAhtUTSg3qFan1HQjcB/wBPq/WHikXABjUnAUwRi5OsXFgg9vcGiKmm4AChB1SoKPp0/ZyFswTiKHxvAdq4UZXG143NsNpVX4pTXUflHtr6f+3roezTYpzqcqEcVwq6LqFPQysKG8JK/l8tKflIGhIr0cvgZIQ9QtOAKDVe76q+hSaaDQ09KqBrQV6rgcfWKTWWgyxo0TUJ+vqkmtAn106n28n6eNaq6cJuRaebRupXQgDQHTU+wFR10bype+DOAflJQ0iRqjHL0Srin2yNeoDsdxKVKWjT2rp/iTXUddNuLODcYHNdjIlRG90o/wCU50HXMmGql4Jf7O8hH6Lc5MYOIBSlRbU82aflAC2xTq2fYu6fsHnWJjwWgyAJ2uT4H2VFvQrccQqdvKk7/tO66y0LBDnaSFqEdhaXFK1ISuKUrpvTQH0p19GCcei1XnAtCHNaznHEN4Qb40z21Bx64EBSnytsttqClo71D8Wzr7JA0+nRK0c1SDlhUaVgQtKYD30WP8bwdM7lp9a1PrNySEvKSAslJKHW1ggKKwWwQVUJSQadM789beEc3k/Ct7QwtvZFzETaBBZRffPjJo62VPVzhTew7gVNxWBIS6QB8246kkqQASoKAr0QtcWB4Xuxr7MKDzMBQELqncPfyps+VZxZWMw47xB2ahi839N2ZsvfeaZVOuMOzyJz0KO3XfK+3tzbzi20flPy9j1RvOUcv9knkYUDCwnsc7T6GrVs72O3BjXFX94N7Q0k+rpQuZLOUqDyZAdkdg5TmMXDWwolBEu52eSIsdbigUrQ6lxJCQKUb11p15+lk1xyk5vc4diD4V0NrQ10bm/pDSfataT3kpgUy0cO2XOmrc03luLc9cnYRkGQW0vObrzaLxOdteM3aS4+47+7Y3PtLTvbcDSTHkpKK9dL+39zLFuMtlNqFpJaMc1p+VWkai0f6muIw5dKkeebS3u9htb63LTcMuHBxb8zRICGgnFC2RoOPEjnT+Mwv9jyHmTwD8oMZ+1bsfPmAceSpMhtLSGP36LGhQcghO9hakNy2Zsh5K07iouChOnVC37Z5Nj3eezY0aGEhpGRQnAcyW6XLzJSul7NvQ3Kws9xXvyRNJX+ojvAjnr1DolbCc61Is8R9C0VbAUe4QkhRoSS4ipIKfTT1PUPxC1oKo3nRn6szPIOY4ULHN+U2wYs7HDjSJEf8y92wMhTYUijm4VCv+Ua19+oNzf27oiVx/LE+6iFr85ONJ4yHNslvz10sePXGb+0zpb0K75gHhHtEeISfu7dbX3VhEqY6mra3GwpCKkVJ6p7ttub50k0jnaHOVrEJJbzICkDkMyc8Kbub9o/agKtVHOGQPIczzOQoUs5uUmPhd84qyXOcgtPGd8ujMy94hjOSIxife02+UpyHarjktgVFyOZjUhwgvwu+ll5WitPj1Y7Dbd4sw2awti+4aFBczUAuTtJGnUBkcwVwoXjdMMMgcbdVIBIBTgoQoeIVDxwohb69kGLcR8COYZk+N2fGJmUx8KfxLD77JyG72+Mm2fveDDIsnkvS51/ubtzEhx2GmQ6YK1NoWKbQKnvkO53Wu83ktMr1QtAaFBTvAIhTkAAnOjVo4BGaUTJQnsX041kf5gMLk3r+PqHnt3jI/8AMnxc5O4o5Gxa+IJblwLjlGQ2/GMmsqpTRDvadXPhPltJCfuYqVABQr16k+2my7hsPkrbo9ybp3L6hsxYc265A5gPEOLcT/xIa83ed91tN+81XkFm5bE25i8QcSxpY9w6AlAeOmnp/wAjWTzb5xFhL04LZmXq14Jcrk2kkLEm92u0XG4KR3CVnbIccGp3bvX366/YQNgkumhNPjlvqD3flXLryYzi0eV1eC0k/wD6tpX1krQX4Um2uXXEkwClRN1hJohugSgN0KXAoAgpUQdtd1a1PTsvzEcKYaQ6MFuLVT3inKcbRHY9nt7rCu0ZNtlNuFPqpxjaEO6U0UKGv4dV4uUkUaUhitwJKHqFpaPLbE1Hlbi8hTm5Uh6K84QSUJIdVuGuiytavb5A9WhjlsWpl4dA7hmi6eOcjTTc7lcZ0u2Y3YYyiXHWGFyKGoC1hIQkU9QlPr1UI2MDnyu+UEpVlu3OLY4WZuQn1ZfyoY/OrH3rfxM0yH1tR4iY5eCPzvla0qfSamgSQDX8Pfqbsh1TyO/VpqDvLPCiiCoAR6z/AAqZeMmNpZ4RiXKQ6ZDrlqdkqUF1Dzq0lSN5UVE7ElIAqQAnrV7IDuHhDA6gKyyjBszMMgSfXUE8VL2FckcpoQydrt1itKPb/TK2GdQFk/FepJHv1L8xHRBC3NKjeXiTdzP51VHPOM5TzNlGd+PGITpFnvfkbd4XG86/QlL7mJcdOQhK5Sy5K00MeTaMNYkpjUNTKea/p1xj77ea4/K32te9uO4XYMMTD+on5j2YtB5guFWLy5bu/vF1fZsgATrI4kNHqxcnJtMputpxvhrhhjEeLrIxYMO46wrFcHw2yRKBm0Yjj70G3BgtoBS7Jfs8dapLhBU8+4taqlR6+QXn3ebjy95V3HebdxkvRHFrkVSdU4dO8jm5pdnkEGQFW8LI7SckOfH+fGvDfH1WyRImWK4vxrnHt8mbYnn1JlMOz7fbG3YjkiOpJ7sS4YzcWUqqdTHr6jqveZWStspdx2eVzL6CAzW7idQLjH3Q5p+ZskbgD2LTkCRztaSUfgeatQj/AMhHspbnl9bIOfZz47xcgtcd+VlnHa03ht23JmtW27xHPuXHmFtpU83FCUupUASHNwAHuPoH/wBvzfJd5+228bdfMb48c+33LmFoRslxaOZMgJIxfCCoy5lKpvnWN7L20uGOcyVzHNwcWnuvUIRicD/Khm8juM419vt7sKIEdNwtuLwbFjEBcTaq2WO3Pb27XbW1N9pgzw/33HEfl3hSjRKadDi2trNym+oaNDbw4JgMyOhzVa6tLuEgtWfTuONuOOfNeuGNB9z7bpOC+Od4ONwX7WnDM8eyi8S7EhCFWxvtQ0NRmkNUYVFZdjo7jqiUpcI3V3Hprd4YXXcQiYBCFaicXAkfCnttmmbaSSyOWcd5VUkNIHHtxoZbp4/49zdZuEcowrF7pcxyXhsPOIEi0piBdn5AiXZyDm2BtOvrTGvMKfeof7hChOrTICpa0Mr20T1598/b35btJpNt3C8ht55RI2ElyE6gWnE4DS4gO4AoiE07I6C+jDbs6J3MKOyB4EHgi8+0YU4Xj/myx3fmXia5v2i6cRT8MtEXHX4F1RJx+ezLYaEd/uFwsylvSPkVoVrRVNRqfnD5i+2e9bDcQzXv9vuNigLG+I2RmlzW6ke6OTFSXYhHYrilVK62q8s3+LqjLA7AscMgM+3nQnfzH+EfDGfx7Lz9ivHFmxa436zXK0ZVyJxbjloxqdNy2NP/AHK23XII1rbh2HJJWQWSS9HcVKYLsosA95LgCuvS/wBjf8kfuP8AaLc7PZtm3J+4eR5ZSP7feSyTWRBaQ9tu4l0ts9vdka6B4YwA/tFuppCXljYvc6SRgEr2hHMAB1DsRuIzUd5MSuNanfmJ4XZfwNf8NeTlGBZXKzHBsd5AwrJ+O5c4WW9Y7exLdtFkyq0XZtm6cf8AI+yE843bZK3mZsdJcYecb1T9V/s793vLP+QXl678weU7K+2nfdsvX2t1Y3egyCSINc99vNEfDuYAXBvjMDSx5EczGPIUa3xLORsdwdVsoR4+VXBQ08igxBxTEEigYt14ksWy5W21z3bI9cLgqc9AlR3yLfcUVauDCX2wTGYkupqULRuQobdRr10mK6kjidFG7QHOUgg4Hj2KeHA0Qcwl4c4Lhwr7l3e73CAY98lY49DbHdV9wX53a2ALUsBlDQ2LCaFKnAkD106TNdyyM0zFhamWfvSkmBjX641D0SnCcCfxw5q54Dc2+dfOcG5YFcbtH43e8PYOQ3eBYL9yPhMHJ21cq3nG8BMty+P2HI8TO20XB+GzDUzEcdadcDzK1cEsfvt9V/k35c+1vl+eK68uOZeW28uYBI+O6lgIsImSgEQttJmLctaVe6RsbvkkaA+8TC0sFAbqfKxFPzDUjyG/M4Nz1IACCFJwoZrnZWYzUUxphEOUURGS8sFxqQsVSHD8SGnmxVJ/sevbl1btAAa5GO7uOYP8aDRPc4u1hHjp8KhiscRbZReuyVPx2lhxpxSVqjpUCpSVKUNfanyFD0IFi2GXVcqYxly9O2pOvWEZnWXfP3TbTraVhlskNpPxaG412kp/J3K6H16llvjAFg7oGHL0NNgCMY508P8AhmyF272TyH4ZmBmVaWLvgHNECAhITdI9yXDuPHlyl22U4ooQHIrEdLzRoSKKJ9Oqtuflraf/AJDF5zMQ/v39sdtvif8A/L9T9aGdvjguXlgKFbjLMGeEFEXiB/rDSz4H8KfvxZAt03HbfebE8qzXCy3CT3YyHQsFyJJdQ+0tLrThbLqEhRCia+lCdepIj0EtQaU+NA3SLicTmfzoosJafuGUWBxSmRBvF0YktuMtqaLTcBKHZqZRXuZBT8zuGgA0oeqZ9zN9j8p/bLzH5llKM2/Y7yQ4piYXsaQeBDntK1N2uA3W6W0CK18zfYCp9wNTDgievIuKcz5GuM77ZjPuVs2y5UruKUtOP2uY9FgFpwq1DcGB+mB+AHX5zfJttq2C8vLmU+JNegvc5dXcjaXY8TrcR2hK7fK4rqcmgq71Y/hVrX7I3ZeHZ64tYQbHxZldwuTwKe03dbvjj7RaZcbW4oOWqLJairQs721tuaCnVk3LcpJLa6ga79uHbpi45pJIzQjUzLVDAuWk0xGCoJz48lP5BAR0NUtmHHyeefETBYdtjodzvjbG7PyTx4raXXZDsC2/aZNi0d1R3lvJrAwtCdf/AKhpogA9eq/8LPukPJV1tFnuEhbst3bixulyEb5nMhl7be4DX/8AA+QHChfmTbvrLR4YFuIT4jOuHfaP+JuXBQKW/wAppFxsVtnBwmM7bWX0ukdt37cx/kntmmx1YoFJV+TUHUdfY62jdFK+J/zByHtB+HxqiXB16HN5VbnjBY2J3GV2cLbYLCHG1JB+JJShaVKpUBR3evqTr05IdM68NSe6ksGsSAH0zqjc7dcuM1MW2QZ12muXBu2WyzW1hUm6329zpKINqstsiICnZdyu095DDDQFVLWn0FT1IBbHG+Sd7I4GNc973FGMY0Fz3vJwDWNBc4ngKYj1ygNjGp7ijQMyTgAOpp4viH4y4p404o/dLjFauPNuRWu3M8jZ4+WpK7axNjpvU7jLBChbjdmxLF3lNxpT6dsi8TUrffWpIabb+dv3W+891533Wa22+YxeSrWRYGNwMzWtV08q/wDuyYBq92ON2lmJc49E26wisICxgH1DgA9w48S0cmtOCfqIUkjCsdzFnMi7tWi3wzFW3PyiTMBKrgn/AOy7aI0Bc5lUDtP91t1byI4LzSEqBUuqdDav8LoZN/3DzX53l0ugY63sIiDjqdquJUX9Ja2NuKnDDOq35yuNEdtaNUK50nqCNHrUnpVGWHAre7a5uQ5g+i140lyfdLzeHpL8FNzUp9ch2PFTIW2piIwk/JxQCd5KqVIHXu18ztYjixfknLtqjthZp1zEiIcf6jyFQDIuYIeVKstkxaLDtXH8p02yySUXRWKyH3Yl6hMsDGLR9jKu92bd+3Lip6/t2ytVCkk1HM/vVcv2b7M+bt0D0ubfy7ev1HFP2SFKFcNSADEFDRTZp3TbzaxxhGGYBo7OB6YKpovoOOqy3Ow+WnJUOIUzZC6KWJ1wkvLdZbqSQltlPzKR8UKNdSa9fBXbNom8z+YoWaXy28UcZcT3vEkdiGryaMSEAGZU412Ad0ciSax/mnyJD4q4Uub70yNBJiynHnXnEoZiwLRbpF3u8klSkJU1CtUF10gkBQRT366R927qbaPLVp5b24atwvbiOBjG4lz5HNjYxoGJ1Pc1o9+FQrh+gL+kYk9nplSHsO/ny8LbBxzOs/CuC+SnNvMTtiYexvjebxoxx3a7nNkRYso3HIuQH75kFvsWM29mW29NXHiypCI6gEIStSSPQP2//wAIfu3s1ydp82Xey2FgA1s9xHcm5fGq6mshbFG58mGlrS5rV+YgVE/uVsWgRB75HEhrQAFTN2okgAHmMcgaWD/Il/Lryt5BeLPNvjlyR4fY3wg5yfbMSjR80x7lLJMstW2y59jeRT7LEi3HHU2bJpc9Ntb732Vz3wu6lb7NSE9ei/t1/iVs/wBu/uZt33DsPMV3f/2vxnfSy2kMYfJNBJA062SFzQ3xDIVYSSgXjUWe+e+PRLEY3vKZqAgU4+rDGtai0hlqOC4nvOOugstBopTvLzpASlW1awVKoFGpJoD17Cs42hnMk4D8udBbnWciQ0D+VWjNiKxawrkT1NMz5KFPzEqLbioyHE7ocJtddiKEVdOlTp7dWGa3dY2rjMgkIU9OTV586iwuEjkZiAB/OqestueyG4KuLxdU641eJDR/TZQppDDcRCkbkhsJEiYACADXSvVUjjfcv8UrqRx/D4n20S1iNvhAjAhfj7a3iv4eOKI+B+BPBl6eiKQvNEZxyOZjsZTLcq4Z3mVzbiAD8ryYNjskdKTqDUAemnxF/wApN0dv/wDkn5tvXk/TbddQbZGTk4WdvEwkLwL3PJ5mjiaY49QGsRN//CXr82NM0vUiM25+2sJQl91hT8pz4qVHYGiA65uTsedSkgJBqan064DfzxxvFsz/AHS1XdBwU8zwFa090uTD4n+FV4tgXy9wbfBSjtNKHeZbQS00CRv3qrvS8tKCSSKAgfL26COaLmdscYCDhwHb14k0pj9C/wBR9PXXRyJnFmxlLdiiP9txhNCW0tFTjqlUAYQshCvRVVEk9bvLqK2aY41QcQntxqSz9w4Y0VfAHHN0YxpOQ3hkfvWQsokFXbU2IcBY7sWKkKA27Er3q01WqvXYft15blZt/wDcp2k3NwAh4tZmAnDnWpQ4jSMuP5LxohUWqFZY7pccCdiFOvOqKdxoCpStx1HXRPpIrNpYeAJPX+NId4ccReeXT2VpMfzNeQ6+bPJU4babxM/27xKlSYzlumOshOROja7IadYcQtD0ZKQNw9D9evo1/h99r7Sy8j3fnreII5b3eHmOMPYHJbR54OBBEpw7BVM3DcZWXLWwktJCnHmcPYnHCqq8PP5NOavG24xLTk013McFJSwqSlpSrzbUIGxh2ZDbKWLqw0knuLQESKajcR1Yfub/AIq+X/NLZN28o6bPdSp8AlIn8xE8qYiuIa/VHwVop6Dd4FPjoyU4B4B0qP62DgctTQvEg1sZcX/y/wDjtdcGeynNcstVtbiRQ8AmU04hbqEErbS2tbc6PISpNCw6hKxWnXhzzP8AZnz55V3M7c7b7maUZNEbtS5BCAWuDjg0tJXhR+G68Ro8IFCVBBBanMY/HHpUt4G/lId8nv8Ac0jhPCLnNxfHZjkNzIZfbQiYtmvecisNnd229Buqak/hTrlHm7efN/23uY9s8xWAtr6Rof4a99jHLpc8EYakwz51OkVmkSPV7mlwHDNME/lV1Wfysuz0mQ1f4c+E4yT3w6hS9uqjUBYQslVPpTqrWX3Rh3IuZdCSJzcyQoK8kz/CtPjA0u/SeIK+2resuaY7yFBqia33HRptWKgnSi013oWmvyBFOrBBcQX7PEY9jo3ZEHIngRmDzBpRDi3uqfyqos14vvLbkiQxK+6h0UpKaFSdlCSQSfUj1PuOpj7C4DQ5QQOXxpAOoK5Bhyz/ACoUJVrkN5lbbQQruSFyG0tAkghuM87U0Px+KCdfUU6Q21l8N0PH+I9EpjW5V4VWHjpf0xrhFCVAUUEq1FNpokggVo5uHp/p15FjeLbdFeMwf4VKmbpBcfmJBX1Y0cvLtq/e8TTKABUhlKyUjcpVU0qaf5ewPt1bdxjLoI7luaD2Ctsc4uR2BHXmKWxNZ7U9xghagh1VUgbgClRqa6KNVeo1HQl4Jd3hmKW0HwzwPH0/D11aWEzWGZLO9WwoWPjUJKSkVO2h13H6e2nUS6AaeqE+z07aaLu7iV7w9g+NHNj9wbcxaY7uFBGXUoGmqaggehCU+3sOssnqxP8AUPjW+74ZA+XGo/BLFww+/KjEFPcW3uFDQIbJUW6aH56a+vRVW/TP56qYc4fUtPAUuflDHEXzDc4sy2mytLUh4BQB7ZbBWCgGu3d6n2qeuh+Sr11pu1nMflKAjtyXspd0HtYZRjivvrR98ksWXiPMuf2wtqaY/fpEyKnbQ9qd+sANAlQ7lR19pvttuj948jbfeSlZBGYic1MZ0j1IidlTL7S648Vh7r2NPrTGqZSv/tCAKk1p9CKVBFKEqTTXq/MOHWhMgWbDMgVJ7Eha4ihQAFK1kmhNBr+X/ED1/E+nU+2cjCTkvphUSdQQelXxwPhi8y5MsNsQkuNsyWpDw2lYqhQWhRQTpXT8R9eub/drzE7y55FvLtji24mb4TCChBcFJB7AcuFbtW65tbsGNCryPA+rH+dbYmFW+Lxzw3EhJS20uVEbcVtruUrspUAKCq0Kpp/U9fE3zLfzbvvE8z3EufJob0AJw4YZkHrjRSzhDZBlpXUTz4jtwquOMIbuUZ5aYqiVqlXRDi0mi6pSpKjtAqVfH8fbqDvIbZbaWjLTpy54eqiDiXA6vXTgcweTZsbstsbXsAYQVITrUKQEJTXT6f106q23RrIjE0taThwXChtsNUhkdzrD2e5BEVDZ1oEjVKfzLoabU+v0Pt1ZomlvcA9OdTip9dDrzTWYsOOBv9FIO8p+IQDXX0oRWiQK/j0RhYX25Z+ptNiQtn0/pQfyqoONtys4h7QpQNCCBoqihXSpCQlPon1H9+hV8P8ApyvMEc/XSropERzBo8Za2m3oyiqgSltRII9h6fjsB116jW8iua/IAioMbC5pLUUDGiJ4sua1PsthaqUQDrQ0FAnSlNuvtU/Xq9bXNpkAbRDIaRnRYGTSKASSFNj8woDpqBrrX/j1aHSftIcjWwarmY525Z9diiSf6n8DQajoDI4tmx+UmtYjOs2w6hAQ6kHVIrRIFKAeprWlBr1PbIGo4Z1iGp7js3tyWlJISgmqdpqka+tRSh+lfTo/s90G3AJwbW1Prog7ZPUG2XEL9UigppT3/uT12a0uiAyaM4JUPtrAcjY8m9Y/cnI6ElxcRSin/ElKCNRRQNKn1HV42Axwb1b7lBg9rwV6do4iotw0+E7BQMR21rn3R6bacqyqJIUXX4V3uEQhyO2kkMSHQhIXEdGxCUUKQBSmvX0YspG3dlDcs+WSJrva0e2q/MrHFjsAMfbj+NEP4mY6xyA/kkWWk/8Abw5T9U96qXXZC0CqXhuUFt1GulOpb5n27C9vEgVGa0XE3hFUAXDilFr4W4/asNz7yBsLa0BUS+QKV+Km1PQEbgdxAIcoDX69a3h/iW1u4ZlaVtLv+uuFxDe6PVS7uL7XGyTz55hvTaEqh41d7hHj6Ef/AGhIZSFPipCkhDTalf8ANt9PUdHYG6bN8oy0Ae1KBxd+5ZHzlkd+Huqk/wCXHnvlLxhzvwu8k+OsZtt3h8XeROR265uX+O+vHLtPvXE0tp3AZc5s77bMyjGp05DD6QoodSFBJ2UNb3C0g3KOXbJ3FrJYkOlNQAPzgHPS9F4EYFFWjNs/wvCuWBbmOQuauShoUFBkWagRmh1YpVKf/wATTi3nZm/3fE8ZvGF3qFk+GZk3heRXOIq626YpmVAkRHZsdaYN6aDchKGn2ghbvxqmoFOG715O3TZHapwJYC8ubIxdDgMSDxYUxIdwyJrou37nFeg6EbKGhWnMcMDk7HIjM8KS95+4zcWeXeTL/j+QXGycT8+Wp/nO14j2H3rC1zzjdrt9uyaNKtrWxMK6ZRao+9uZRex0AuJ2neLJ5Vla0W5LQbmEmJVx8J6kEHiASmnpglIvtboJoi4tY9gkT9Jew5ED1kHMHPCra8SeZb3nHgU/i8tTknKPBrnXE+RcaX+o8E8N8kS3XLlHaWFD/t8dyJte5CQEsodSa6jp/wA8ba1xh3B4KOJYQOYA73TukL1FHPJW5LaS7cPmhkD2kg/K9Si9HA+o1uIYryNb+SeNcayu1yEvRcjxi03lklQIUiXCbLwCgquqlEevyHp1zO+hDB4eHTs/nXVIVD2uzKZ8O2gI8irHOvOG5DBblrhPuffpjyWitRYTLSIwU2NA4WWdxppShHr1Qt7tXvt36MHgE9tFY5QhapQ+6kPWvwg5qazm45hw/f0ZDcbVIuDr3H+e3fIZGE5g39nNbbfxeCLkz9qVmUFuQkkEOtAoOnXRfKu9surSG3mk8N0cbRgCEwAQuAVebguGJFVeWxdbzF8cpjJccSC5vrAxDfhRG45db3bbgYHL3j549YDKtuI2aOhGWTOamr1ll7gWU45MTi8Ow45cIKLkqa6LmlMsojkJUlTjjgSrqyXuwtlt5Gxbg5krtRY4v1BpJ1YAZkY54H3VJi2bf5w18W5QCMn9KnHM4ICBwq0YMfAbNybg3kV5CZjiHDXj1wxFtthstvkZLl07AnORmmXF21+wRL7aYks3fKm0GQ+2xBDjXY7alKCSrqjbL5Xt5vPu3bPdXjLqzeTdyu7ulzYMfDdiQPEfozOIwTECofm64vvLPlW6uXTOuNxcwRRlgJIdMrdQaMe60OKgKEXILRNyXOMf5VcRtHj5wPdbvlnATvNvH2ceXPP8nE73YeO4uDcbXdrNYnCvEd7v0e2O8jct8i5JEiIkGCy5b7Ba0LkSnSpaGj6p8RsxbcNe1zWyBwAx1ua4OwKFugOADiuIVoxrzM2N8MEgLHNkfHo1HDQ0kAqFDtbmkluGYDnI0rTOP5JGXLzjGNKtsFthpdwjKZixkHsQokIOfbR2qJOyNCjgJSKUCUjoxtWuSCYuxlMgPUkqSfaVoduIjbcxNYNMbWIByCaQB8BQTcbxU26949KfI7Dd2hOPKQaoATtG9aj8fRQTQaGvt1JuQjiMVQ1DbpbGGtGCg9uIpxnG767/ABW02h4FuOxLjpCD8Eg1UpQUCQCTu/uOq4CGBZMPxowwF7kbjSyeVHpdg8pIL91cP2UWU3ObUdyuzFjJT3UHQpO9xAP119OrM1wfYKMixB6dtB5QW3EjnqAJGk9mBpx3DEd3JIltySYiiVxBLQhQqlAdA7SUk0NO3Tqp3ADR4WKmrPbDxZvHA/bTD8Ko/wA/GDO4snxUOLaqhNFIIFCVJoNQaj/39TNhC3Dm8wlQd+BLYgv6xXt8b5hgePbDS3N/29kUA5WoISzr/RWmv49NXbV3cDh4gHwrNvcRtUg4gEe81UnhYuNcM05alPjasZGr7dJ3FK2wyAdCSErBIGtRTUdTvMi6G8SHGovl3/fdjw/Oiq4jxeDI5O5S5YeCi5aW3eLsVjoZSxDhOSvt73mFzjoG77i5SUfaxHHyahsFAoCR18//APKiW42/fNvt7qcv+otTMyIOJETFLGEtOT3EPcDyANXza7yKe1fbwt0iKUh5QDU8t4cw1pTtNWLkyBcrJkdj7e/vWJ9pTSqpeUsx3FJTQGmprUjX5deBfOEA3LY9y2XSSZNveEycXBhIw7fatFYnaZmvOWoVUdvvzTth45Lsh5SrngWGz31pWhCn0QJ1wweey8oqNEMxLlEUpVfkUp6qnl/cm33lHaPEeXTz7Nbr/U7S10LlPAhG48UpLiYLkBxQBwJ9Tywj/wAL2n2VTfIzsKwxOLOQJ7yYrMbFFWvvynWItujfaXi5RQhTbx7y5P3CKoU2CSdCD17i/wC33u0LIt42U4uudlsZ2ANIJ8C5uLaRo4INQJXnhxoN5qjLhBOUD4pHhSmkKAVPFVHChflXI3POHs1mh692iw4vkM68uuxZKW5My4xrlAmxC64lJXDYbnsDaBVTyA4kAJp17c3Tyw62s73dbhwaXOL2gKUaE0rwXA4Zhaf23e2Xd5a2cLS7ANcThiVXDliEOXFKCTNIH+8rnxDxRbi6LNzGLx48zZqWhMlXq13bCbpnF3zCJb1rDKrlar3aGY6XHaOOvON/LXb1xncHzXMkjoAfFDS9qZq3ABOoJKcUrozgywt4hO0GJx8M80LSSR1BAGPOr88POAb5xtxVd8SJgSX8AyHG88xp63Q1tQ5cZUxmXc7vaXKuG2quJgbZESlWZSlDbQHr5fecrm/83b3e+W90AZetmNxZSvOpjnNKOiLguls7WhozLZGt1gKaDXMvisdEBiRh159i0Z2acZ4JylyDYMqu+MWfKrS6+FvQLlHWh+O7uQ9tmhotb3WlkbqUKynUkCnXIL6LcJt8jDnziBpcySFziC1Ti13EYqmlAarjnP1FpXSuR5ck5Vc3lPxLH5D8bc5wiJbYsd0YyuXYrbCjttRYc2xxjLtcaGw0kIZISwUApA1V1cvMtidt2SK+t2NjdYyxzBjB3RGwgPa0DL9ovVM+NY4OIVvzDEerKlYeHHil4l+XHj/xDlXPvAmI8gZhw/MzLil2TJXPtD+Q4lDu17TKxzL2LfJZYyWPaJGUSZVrdkpVLs04h2K60KpJjbvP/wBxvJO+bttvkffdw2xkt5BfN8B4AD54IXtlbqaSHfttbIGFrZoWCKZr2laYbHFK0CcamLiMtQxwKcRqJac2kqK0lf5CfFqZ4s+TfJvGDEv7yz4tyZmGFW7I7nMS2qZa7RfRGxi6ZDMdQhtuX+wT4bcuar4PuJLyyFFXX2w+1n3HZ93ft3s3n10LIN5vdvhdexsbpjF2jmTSRgYNjkkje8MCCNdOQFDbAvZGbeckvje9q4ldLkTtRO1cK+sK8Xso4uymxXfyFMLj6/RrNac7wji5yzs8iZ3fo1xQiVieY5VhFqW7CxPCZBAfipyV6A/PV2liG5GVvVaNo3SHzFdT2mxWc26tgJZJokbBbqpY9rrmTunTyi1klQHAtIqffNhht2tnuG2oeDiWOkkGAIHhtRzS5cHOLUzSrtyrNMVymRyBm/JCfJPPeR7zjbd04tz/ACXMMDtOKnMbVeLQ9drzlFqmSM2yTLMGg4tGkRWrbjirc9EfLCu60w1sFw8vbTvOzvi27Z9t2DaNltJGGaG3R0zYlJcwCKOMsleqtklVXFxcXKVq7odqjhVnjPkcqOc0AFOIJLi7jqV2GBGOFVndX3LjaHW5L1lhxo6JbspxkTX7m4Klm2sMzFqSlYbeCFg03bia6GnXSbhX2p8QxtjaCTmSeDUPalRGOAcuJJT+NR6wXy9LjpZuTES4RS4lDshBDigSO2ttakFTe47SaKFap9uoEE94wBlwzUwpiRih+I61j/DKvY7H8fwrIKgSGngY4kxoshI+1WlruMvBRqG3EKNAoVqK1oOpTIZWvIi1BhGYChOorbSHNGsjVTQv4j75cMc8sWseC/tJGf8AEXIliYjvt1YnyrCiBl0RpuqhVaGLc+4gamlRT26y+icdrdrDu7Ix3qUgns71Cd0bHobIDk4jDiXDI+xfVWzBw4+3Avl4gvlDMe4yJBDKlKWEzm3C+FoBCikPtv6kip6BKp08eFV7rwoi8sytWB8Y8rZLHkKS3hXFOTXqIlCEt/a3q5wlwLWmo1Cl3G7tBAVTeqhHp15V/wA1d5O1f45bxZxO03W8XlltzTzZPcNdN6hFE5elWjygwyb22U4thhe//mTS31q7Cu3HsttmKWDxv8ZGmC7OZ4pg8j56ylt91ty0W42pMKxSHIyQYsrOc3usaEhxak0aalK1CFdfDnbdxZ/Z4g0MEH1DnuB/XNcukmjjAGeiIB7/AOkFinvCup3JS4bbcEBdx7rUAavAvcgXgFqxuRcjj474ueReaod7yJOM5S2mTQNIuDcG1TIb0tkghAROvNyfeKxQOhaPoOpm3tbd7Xd+ASTeTxQMPNrSGkjoXOe4n9SitlACU7y+/n6zj66tXguQ7jfGvFcdbpTMg4RhzQa/KsLfskS4rKxTanaXfT8adXH7f3Jt9gs5CSHODgAMCA97358wq9pp64Tx3cwfwFL88w8Rh4TfMgh21pMezXYHI7E2gBLTUG99+W/CQr02w7kXm/8A4U0HX3V+x3nb/wCf/bfbd/kdq3COL6a4xU+PbowuP/5Rmh/VTXMt2gbaXxhYEZ8zf+F2KeoqOiV6vCsok8V5Q04BVEipJVUDvx0kI3ElShuRX6ddVuD3w/m78KhwnGRM9K+40T/g3wM25dr35EZXFBegy8usnC8KQha/tHIj8mwZHyqpJ2ocdXcHXbPY1EkICZklB1bI8l/5OfdD6Jp+1uzSllw+2+p3J7c2xH/7Pacx4jyyWYYEgNYUAdVl8q2KWjd2kH7hVsXRMHP7T8rfWQVpid5W5HwucbeIzRuip05Eju0jNrdDUJrYpwhLEZmLESuidPYaevhTzDPcReXZY4AwGVriX5NBJDQAvygNGonM5BBVoAAbhgtCncbLabX9lkWS35abHi2PB5DLK24cO7O3KVOmyUXl16MZghB+Q3saDqDKICkjanX3j/hfssmz/Y2CaNi3O7btd3BeWkF0cZZBE8Lm3TG7S8gYKmFUDzU9jt01yOAhiha1OClXHHhmMONBHy7zLCzlbiLyp1nC7bLaRBsDTxhi6uM7hBaQ02Ct+K058ylQG4qBINOvYUUDLaNBi84k8SfT21SJbsznW8dwfKOAHQVXeLZH++ZfjptuOsW6FGioTdclk95kMwRkATBx6zGWWAGZyytbjiO4pRGjYCdeI/5GzCP/AB989EFCPK1/ieH7S+8Aijvlh2rerUplMwj2kY+mNO2wqzsYjY7WzISpvIL2xHfklVFSI7chlDiWAkqUUFDJBJ9SaD8Ovkt5G2aDyj5fsxdN0+Y76KNzuLoo3tBDExQ6ULjmpAXOuuPdqkcAe6D7SKQx/P3z4njzxj5AsEGS4cgy+Ba+J8bahhDs6LeuUZRtl0vio623DKZsGBWm8L7bdFKW8FV+IHVl+1nl1v3O/wApvLexys8TZ9hfJu90F7pZt7Q+ON5xQy3L7drP0uIcHUJ3KYxxuOOIRRwXL25dp4VroePdk8ZeL+MOMrjk3j/kvk1yVmOP2K+cn8X2WyIRwrnMe53q9ZTj0q68+Xi72LCsgmYtjos8eRjabm1YrRcIlx3x5U1lHY+vsT5ZjLcG5bE1z8nFXqXAHS0AuLiOi6Vx5wY2OaxrPDagahdzQKpBwLV/UcQUwxWhd8yOaOF814hjYzxzxRxrxNyDeeWl3zkb/wAl87ZzHjy4YlDtt0vOIYvFsVhxDE8IwbPONr7HRbBKtv7lMvVmeJlzFqCwqXFbvjuJXufK4Bga10jSxwKkuGkkuKhCCUA5Kaivl0ua0ODlaXICECoOWIxJQfKcFPFc+G2lUjM40N9C1Nx2mFttLcUtuqWkrcVu0LikqSd3pr6dFtqtw7cmxyfK0KnqWoN/dCOzc9h72GPrSvHnt9m5DkBgwQt5iHNCUlG1XcUhzawnbQF5QKRqfpTpG9X0l/deFFixr8Op4U7ZRMhtmyPwcWr6qkcPbaFXktWpIRasb7xZWt8h5D0kz3We1FAUt55dtcUkLWhAWU1BqB0T2+3hF8yGRrWxDQq5IXhVTsJPCh8znui1NJLnvIwA5IM+0da/Q78eMHmcZeMfjFxNPjOwl8ReO/FcW8tSkIjRFZ3kWHW3IHbMYzRKmpllfvjiX0biQ8SAKg9fnZ+5O9f/ACT7hb/vrHF1vJvV9OXuKtfJLcyCIDiSIgw+sJlV6kb3+8QT8uGXdaG4dMKu2Pi0hvGYzc61JmX29KckvvP0C4keSVPOOfdISFMISwAQNaCgpUnqjPsJ/o2+JGXXcxLldwBxJJ4BMl4UuOP9sBw73Goo3ia8TtN3u7Tjc+SiO6hhhS0NzAqhoxCWvYy+RQH5BB3fieoP0b7SB86hz+WAPI6eeHNKR4KnimVUdwrxvO5L5Gh3nIo5at33T8gQJEbdKlMRX0p+5kByrUcpUO2Nor+ArUteWNjf5i36CyA7kjlcDwa0q4pkvD3U+3THHpK6WhT1/mfXTcL/AHq24za2LdAQ00tllKABQBNEgHWtKA+vXrzdrux2OxZZ2ga0hqL6qZ1alGJOaenwoJvKvmRvi/g3Ps4kzEsKh2O4GK5v2/qmOsNFKjT1WR/fqr7Ja3PmXe7TZbVXXN3cxxNxwGtwaSeQAVagXkmmJDgp9Pf8a/P0y/Jp+YZLkWW3N51+45Pep90lOuqKnFCRIcWhJKvkAlFAkHQdfeXy5sVr5W8v2XlyyDRbWNtHEECAlrQp9blNc8e90875n5kr68vcK7bNakPKIoSFEk7tNmm4K10Vr7DU9WeKBrhiFBoZPcSA4YEVVvITVrdyKDbjHaW2opXICUU7hb1JVtKd43epVWvp0C3tzDcx2gJ8MNxA6lfQ0d2sSttPGeupxX8jTzP4XvJvFeLMwyHh3KZEO1QMjX+62Au9thElMle2a0ndtC3WJAqU/wDKoHr5if5yfbK+bve2/cnbYTJt08YtrlFOiWMHw9QyDXx5cFBGdW/brx8kAe4gm3wcOPhuKhw5o7ArlhzraCuTWD3yGHTa4UlEhtK0SUNoUpaddriFpFQrX69fPuXbdsk77Ymh3EtwPqT8KNtkicxScD6daHXJMUv+M3FF7467j4KwXICCGipK1fqIJHwWNKCoqfr0Pa/dNol+q257nnIg8W/0uGTuhzHOtlocQXghnBwzHb0q2bPy8+/GYxzKY5s15ls9ptuTuCO6pBFASTVYGv0066RsvnCG7jbZ3zTBeHAA/KV4Lz7c+dMvAxcCC05+nCoFcOJrurNLBkSJiDFakTX3XfZKFW2btBNa7NxCf79WjxUzCOOIKhD/ACpIaFIBx7KWVwfkXYucZCXA2S4jao1UgKUQUgmgFCB/+LXrx9v1q6G6ZOMNJ5cP58anOLfEKFQW+oEfnTeLepOQYOUK3LIhkAEa1SgVVoKlFTQH8OrPA8Xm1ELiz09lR2vUKRjjj2UunOLeizXuWFpqtLrignVNCSdxqPiR6k09PfqCXM0B/L3JWOLlLOBK1jsddBfS+hI+SwoBtdANxG4q3FQO1Pt6GnQe9ILSWg5HEen86zSXDmCU9PTCjOhz0McYXeZ3ChtmApW6ikpG1JUo6a1Hqfr01ZYwtdzPotJKoWBdQKduNVx4556zluN5DA+4S8pi5Sm0pP5yhNUp3f1GpPRSJskQMMvzouXA4j1/lTc4c2Yg5IPdgarfOLa3Bu17t6wA3OiSW0AIGoUlRSjUEOGq6a+g6umyXTGuhe3AMe048MadJ/ZR2Liv4VpkfyS4JKxzmy5zDGWiPdYe5DhSU0XBfWy4quiSUhQP1p19jP8AHvdYtz+27bdji6a0nQjDBrwC0g8QqquI7KTJKHRQOb8uktPa1Svvpcjbh+22gVG4/wBT6DT6V9/evXcmAgKKhyf7uocqldqcW3DSUq2bgQVCiakEH4mhptOp9+pcROlOFMSM1OBdj6emFMz/AI68L/3ByGbm6nekTWGGXVJorckgEV2kE09KdeP/APLbzBJY7JDtzX6WiJz8xi53TMFMuYpcODDpAVzgPUMz0x9xp+PMt4MO2RLS0qiAylkJQUgBCAApIAIANU6kUKuvmHtzBc3rScSwaj2nJaMwR6Wl3FcOysp4nWxNy5Dguu7aRGwtNVbqKWqlAUg/Ep9T6An+vUHzg5ImQgkBz1P/AC4/H3UudxZESE5Uxjli4k3KLFCu22whKCQQtKUpSB+XWtaaEdCNoI/cJQYgVCtkA1ZoCT6c6jFtmgKa1ontJI3Gld1NBpv+QpT26scQ1FBggqfkFNQfkyP97bXFoCFlCVFRSdxSdp3JI+NAa9TIyYyQ3I/zpqRoILz8wFVXwzaVycndlKRRMdSQCAUpKdPZR0JAH9/QdCtxJ8AAJqcSCPgnSmbp3ytGX50VFxmrVORuqlppRBAAPxp6imhTT0HQyAlpGoYaqjNwZhkaIHjK5tocilK0qUNtCog6K9KioI/EdXWwkALez3UQBBaHUXjcoyICHK0VtFDoVVp6j6JI9OrUXaos8q2AahtyfVvCgakHaaD5fQmmtR706DzuOpRWHOvVb5h/KpQKdAfkKJqBQAGvqdOnY5Q7A1sHnU2tMlCXE0UQKigOpqDQk0/xr0Xs3hjwRgFrMjV949LS9HQgLOg0r6j+v1/A9dY2i6ElsI2nEVHkCO1DI1P4LhfjvxV/JLja00P4pII1r1e/L16+KUAkI1wI9uI9YpmQamJwNIJ8j+ORjfNPIDLLRYaua2r3GpG7bATNQoPq7jKgSGnWyr00Bqfbr6Gfbfdv7p5St3vKyROdH/ytxZ7jVavYnNcqq4tXLlh/Cr4/jnsi27bnlxkhJdcfbabWrvEuNILlEoL4CqA/If1p1dLxhfAw8NR9oqPZytbdvJz0BMsv51i+OMjvY8hOcrXjaHnpeR3uJbnPmW2Is1tjalRWDRCEw19xSyaUQR+PSt1fDbbdHc3J0wRNLiUUoBkOrsgOZFMbX4xu5mwg+M9ye0qF6cTRNePvj7xFheR5bnke3X7LMyyO63R3JMuusqRZsOeu7SmxeI+NW5z/AO0bvGhupCFPtDsJ/KHVE06qMnmTdryElrWWtmRqDD35NP6S8jutcn6c+lFINn2+CbV355xqGr5Y1zc1jfmcAeIw61ZPNHEnBvPvDnJnEvMvH9jz3iHLFMWy5Y1c2JDLkbJG1ffxczx+7RHGLvYMwx9bfegXKM4iRE27QSlSkKAP3aUyHcGyOErMGvAyTpxaeIRDRxtnGYfpSxI3YlCmJ4gjEHkeHYorWZ5e/gWxhvM+R7B45+UGcY/Y7nYsanMQeTMatmaTrDdWlWvJY0N7J7BJx+5y4rdsaLLH3THcCXN5UVDoyPNd7NABNHC/gHBQCoQ6mFRiCiDCoh21jXERSPCcCmGILe8EKqFVOtKF8x+M/IPw8xHDWuR8usPkzw5fXrhiUy43awvYxlfHWQhmRFsa/wB3jy5bqETYkoqhzFbllTamHTtWkqY2g2ks73OhbBMoI0PJa4L/AEuAA0pkOGXSfK64YwO8UyhCDqAByTMKvHE58U4jT4HZzerRzNeeNMdRHuCuUuP77jD9hmFLUXLY1qjuXC4Y6hg0+6uFxshkLiNH88hhO1O6nRHzQ6OWwBJOiN6nDBHYKeQBRT1xrflu5daXxjJ7szQ3sc1S0JxVCB/qIHGtgzwX8ubLxmD4z57kbsRVlmzm+O5eQ0iS1W9C197FlvyCpmU/bDTaAULHoWxp1y7ctpmLPGtlLxhpPEHlyPurrW0b9C9wtLhzWn9C5dAD7eoypimS3a15OBEW8hUWe1vWlLidjjaiVFYcBKSQtX9Qn26o1zayOLhI1wGRCYg1ZXTtewaDgffUwxrj3GEWKNAU208uAlT0GWxRqXDcrv7kZbOzapKvqSD9NelWMRtgGwnSWnDDIcuyo8rtWBxXOoFkXGOGX+Uq4Z5ldxDduR84jF1bgxX1FS2u28p5pc1h07dQkAblevRO8tYp4fFnJEcYJCZY8+ZPCtBxiIMY7xz7Kr7lDxs8Y/IPBcawflDEzyTiPHOXqzTFcLumW5C1Z4mQS7W5ZZE26x7PMt718bRbXFoQzKWptBcWQNT1ZvtJa7VJv93H4bJHG0CE46P3AXJy1d1ewCqB9zpryHZrd8Dy0fUo5OPcOkerH29aYX43Y1Ysd4uxPGcPsNkxPEscguwcaxjGrfFs9hscFuQ+ftrba4TbceOl1QKnFAFx5R3LUo69egkaLhrRgNI9g4fwrirnvdYuc5SQ8j31zzbv9useBW5y5KKXSiP2Shkuq/XdiNbSSoBCVKUUk6ih6IbYUl1D5QSv8qhbi1QyPHUQ32Z+2l+4RNXe5EGCGFkvzO1HCElAKFIJSgUqQ576aUofXTqZdu7xcmQqJE3u9VQE+ymx+LEWdaIz9ruKj3lCWtsqqUhBLiggqVSqyhQI/DoJfEPYJG9KJWGqOV0B44jpQO8+w0XPyns9pkaNTktx1AVrtXL3qFQT/wBQIofwP49GbYF1iwn5UdQ2+e76uVozL2j207Pjy2s2bFbXFjp2VispVQUHxQkUoBQUPt1U5nGSRzl/lVqjYI42NYSG8z6J2CgG/kAyN84eizRAvuTHOylxJI2oTq64SAQEoCCTXolsTSJHu4oE7aG745ro44xiS5V7OXVazfj++8346bFmq02R9AKzSikNvbVqrqK0rr7HpufHdwf/AMYPwrdm1NpeRmAaqzwjlrYvXJc1zVLuRXNxbgqArsp+QUKJIUKa+xr1N8wfuPZG35nPI9ZSonl5BK482A/GmIYwW7cpOMtpSj9ptUm+3lCUCrmRZa6q5zZDxSTuWiKtptP0CevkL/kD53/+X/fLeoI3atu2mJlmwDEDwmaSep1ak7TV62uHwLJsf63EvPa8r8ErIrloTcAe2S5I7TTiyAgKT2ylKVkk7t501p1xCeVn1heR33gA8FCJj21PVKBS/ZC3YOVeNMEkqXEh3a08j4ZZXHn23GP3rH5y8hZtbiAEBl2XFZZdYqo7u3UJNadcT2u4g2zeY9og1mO1hdEA4hGhk8hGAxDe8Gk8NTMMay9DXsaXKVLmg9SA4A+weyrk5fwq3zOO7RcIyXJsizznLjazObRLS199kLy0uCH2HG1rTHuigdqEjadAn169y/4Vutti+81hZBzvptx2bcoAHFBqa/6mIAYD9Lk5kqlCvNb5JdnfK352ysdgFzKHDjnQZc4ZtYMZxTJeLmZjszkzN8RudzYtGPIiobwDGELYafzXMih1xVphSJqzDhNlBcflL2oQShRH0O8++ZrSO0ftVofEe5GuIxDVOS5KgxAx4lKkeSvL12Z2bndAMY06gDgqDlnmeOHKgAvucwYPPeAxDLtj3HvGlhhcW5S2pxwzcR5Lbn27kaHfrBKiFRj31mDAYKEuOKTcIiX4zhChQcn8u2btxnlMBS/Z+7GCiOYhY5jhh3XLi7Nh0uyq6eabnwGxa2l1oRocnzNeoe17erUwb+oagab9Y8tx7DOKck5PyKTaotqs2E5/ynensc+ce6YxitsvGXSF2NyR2UOyJlpirjpjr2q+5c2KA216+UPnrZN42b7i7n5aljkO4O3rwooyQCH3E8bIWLk3vzNDgMh3sUxCT3EUUD70vD4vDc8FvEAE4cuScCcaRHx5/Pvht3ykZTdfADyrj4ld4tsuVpu3FF4h8gtKiNONx5z14t0/DbHEVNiqkNt7oUlxlS1FG8qQR1673r/t6/cWDchd7d5r2W4vGu/cZLa3sQL2kB4ZMwzhwBXSXNCoqBap538guM0LTIMNLZCCva+MBOCnTjmKIzO//UUYVZb7hmNWzwE8l7NFy/JrDiLF752yGz8VRPvLvdrXaXnYVrVi11lXb9tRdkPPtIeSvteoSFBXVlvP8G/O7PL24X2/eYdiY20sLiYwwwXk7pBBC+UsLn+AxniNYWgo4hVQgJUY+a2OXwbfS5jVIfKpcDlo0RkLwKkoqlKMvxesT/C/lb5geMcRTcex2jNLJ5A8bOlBQ2qyZ2wI2UWEsLUFOw35wGqTVtaQr19fnKz/AKm32q8Di28+nfavBxV1lpfAHH9XiWdw1p6sDhxFWQN0yuY04BCOoB5ciDSn/wCWLx84Ktlk8hfNe7QL47zZxlyhlV6xuQ/f7DKxXBhK4Ywq48RzXeEZ9skyOXxkPO0W2xp9zkuKtljffbS62pxLaXPpF/idv1/un2wsdisC8WT92vLKeEDvSwC5fLINYcHxOZDK9sZZ84Vo0lyiDDO+yvJnEDV4pe0lwBY50TDG4EggguHeUEBR0Fa2F4YZiRrvjsbMod75DyGW7d83uN0ye3T81vORToiVXS8Xo3SUuRe8icuDrrr5lPh1b5VvoCAn6beQ9q/+NeXbbbZXW58wSP8AGuGMewAOLiWQRjACK3j0RRsADQQ8gAuJNVupTdXDpyJDbuBaCQ4E8yT/AFOKkk4k5latrl7yGl5nhXIuPWHgfEuHLdyOvEch5Bfici3LOXZN743ZW/jqsCVlUiY5x1bky3ZSHIluajNOQJ7kF0yGmIxbonk37Sbr5M8x3fmW5vrq9t3i48FkkbGPjFwHa2TSxhZypEmt+o+Ixrm6Vcpzcd6O6W0do6MRFqLpJ0vIyOkqGoMO6gQ40Nsm72aPjliUuHBKTFsdylRri0ZVolvuR4Fwft9xEQmaiDd0tqaeU3+slp1akAkDrq13eWosvBeSx740UISxzm4EDgQe81eIoIGu1ggEgEHoQDiF5HI0TPJ3MPB2fYLh9r4842z3DbqxlEm+z8r5KveIXvM49nuOIRbTK4IxlWGQLKMx4vtGaRjfbNPultiT7SxvYDixIcQ3zv7c7P5q2B96/wA07jBd7dM5IGRCUEv1k+I6KUvLXuYQyTS8scQHBExL7xd7fuD2yWEJjmHzLpI06QjQWgKjlIJaqYYrXq4q5X8eeO7T91mPEsvk/P7JOyaUxYb3dceufDnJUPJItntllxjli03VlOVYna8IgIupYkYw+3cZE+4Rri281JtzKDG+4Hl7z55g32yd5U3xm3+X49P1DGumZNGWuLjJAYu5LLI7QCLjVEI2Oi0FsjzTe33dlbWk8N3bmS4eP23gMKHD59aksAXBgBUl2pQElHhJlysf8rfF1/CrbkGYz7RzTjv/ANmWKFeMomnH8kfk43f4Ei4RmJUmJFhWK6POvy560FbMYuPlJKuuv3d7t7ttktZZGtkdEUVAdSLg0fLqcFAyCoMEqsXME72OegJBBIyB0nM8AUVOuS1tp2eJ/sjlHJLKVn7FclqbaXCkqRLid5UBZQ4o1X2/iap/xIPp1UGvLmiQ+voSKr7mgHQOIwWpp5L38r8c81dYCGxnHInEPGqUoQ4lEqHdM1gz7jvSraHR9tZaBXptJHXzm/7inmUWvlnyz5QjeQ98247q8Di2ztHxQrySZ7iBzAIq++QbYvnublwGcUXtdrd7gKxvDlygXnyc8gbZlFz+zyrIr5jmH43PclAPW7jfBMZcj2eLZm0lSYFzmuuXKUVV2JemBX50pp8hoJGG32bbg4ss3Wx1PIRLuYjxiow1CJkMEJPAHnXQZA36mVzh33OIX/S35ew4uPaatfzcvLFr8Trtx/ZO1GRnmTYDxLaY7Cfg85ned2OzFtlobluBuMHVGlSoJJ+p6um1yCK6trW17sNr49ygy020Mk5HZqjaPXWMAe7vju4DsxHwoq47jVtlJt7TmyHZvt7RDoaqLVijs2hkpp8Rvah+h9B0Y2GQxWMDJChaxow5gAH21khDpCRktD151WB29cO2bO4SN0nDb21YrwE03OY/lwUmDIUlIUoIt9+ZSCToBI1+nX0x/wAHvPJZvW5+Q7t48G+t/qoAT/79uP3UHDXA44cTGtVPzJaBwgu/6H6D1D/l9jh76Hvw1RKudkk4ZbnHG7pk0mx2qH29/eS7eJibeZLKUpqFxW3FO09QEV9uvoVuV/b7Xa3G6XYBtLOB871yLYmOeR/zJp7TVXihc+QQsOMh0BOap2YDGnd24WW3YhksCy/bwsZxh9WGWdLaE/a2/GuP40SIp1ltsfNJ7MqW5QVXIcUogknr4qP853nnX/5J53v5TJd7hvty1zjjpbaljA0Lm1hLwBzQEYV090LbWGO2jCMjiAHJP5Y1gcWvzuWYuuLfHUtx7LLkWO4tKYaQ43Ms0l4TlOtsOOsd6VEZjv8A5ykNSEHTdTofBucm/wC2ywbo9jdvhla0oASQ0a3uwzcQGgrg0k8qZYSgB4YUv7yAyLN8+5IzHCLFjmTXuDGuf2VtteL2e+3Ri0MwSw5ab5Odjw4Fno3bZSXi0/M2nt/A0Qqv03+2n3k+y3kL7MeWXb/5h2fbZ37VHqtjN41yJXOeXxPggbNMx695wfG0AEEkA1zbd9r3jct3uWxQPfCJe6URqAYOUoMRyOdUyngnlv8Aa4OW3iz2XjS0XJSoWKx8pyK1R8myi8QWzFjN2jj/ABmDmeQ36bMefU67sfjspKt7igk6VXzj/nP9kfLmys3yyi3zdbWR7mQsbbC0ddSAgBtmLl7ZLgOcQ3WyAsauLuFO2/krcpR+7JBCUGA7xPqaCRhxJq/uOfFm+8Vy8Z5R5jm2CXGxRiRfMW4jgm8XWZkOfT34zdpvmUvT5S2FRbRclMLcjpZKd7CGGylBc3eefuh/l/5l33yNf21/5Ui2Tbb6zcyG3ub1l5ezmVzGfuW0MLImRgkNcXueSe6G6lSw7b5XttuuW3L5nS3DckUNBC4qSVTPSgU0clxv6caS/c8mvtvgXr9uipbN1nMGYu4XNbKrtdvsgFSzFhyJAYbKWynfoB15ngl3G3mMsz/E350LY2NcdUhnkAfNKWAEtEa6GqAARgKsuAOeWKcUy9DShv5BfDzgLzXsjmCcp8l5fYMgsWQjKeOk4BkVuxq5MTsgjnDbpdMhtGX2V20ZdaBA7qWUOrZEF5xxTboU4pPTPkTz756+x/mrcvOnk+Cxud3v42W0kV1A6bxYfHUxtdHJHLbrMA6SRhU6WtTDCNNbNnA1NJcMuinNPVyWlzYH/wCnV8crTi12/wDODzC5MyXAYl2ud0i4Jhlp40xq1xCwVR3Z1zeXcs3T/uWSy2yx9/brcw+FF51RXuSEerpf82fu7c7NENs8tbDte5Fr9chde3YLmsRYonmEaC7FrXukKEq5MTGO1Wbu/MJnuCYakaPYF5Ulj+YHxY8b/DHnXhvijxun57cbNmnDkDmDOjn2ew+QXm8ovWRXTFcfetF6j2q0OwY8/G7FJckRnUqQHSjthACwfS3+LX3Q+4f3e8pbt5s+4h290ke6x29m61tvpQ9jbZr7rxGB72u0yvY1jwV+cOJwQNusFrDK1lq1zUixU6l7xKqQqfLmuRxQgBWsVT+Oxc0zmcw2kyIYtNhYU5UuP3JRSuWlobdEsCjZpoE7qD39Tx6rGKfdXgKY9LF5uwLk7MqAPb48kVjGqfM7kjcvfwqvsASLxd5l2uHcch2tJU27XtGRc3mxsU+DVbnboToNtPx6FbQwT3briVSyPFebjz+NFL0+DE2Di5fUBRM+NWNYpn/PvHuLZfleKYRhmWc28WYtmmZZtdEW/CMbxhu72q8X655pMXJgiBY5MRyTGccLzO0Ogb0mvVf+4e7bnsX2+8zeYNhgmu97t9nuBbQQNMk0tw+F0UTYmAOLpBJMHtAacGFAayzjZJe2cNx3Ymya3E4BAV9ndAPbW43zH/Lt4LcX5VcLBGy7lbyAfiOy8hdm+OOFWSPxiLhdJc4P2eycq53fYMWWvH2mwtUtlqRFZjpaDLz24BPyZ8g/4V/ffzFsdtfP22HbNvI1D+63ItLtxIBM7rVkcswbKSQxzgx6BRG2ik++bXHcEai9zf6MRq4tGHDLtUcFoOss/wDUW+Ozs+XFtXifz3dmoja48uVduasAZfbiahUsftyJDb0p5zakNlSDtBUCNB10Sf8A7f33FuGSG680eWWTtYBp8HcpSCqkOejAnBQ09iVpu/a00QOAd/UcV9Qw+FduMfzk+GmZzLFZrjxD5r41frqmHZ4eOYvkGP5YxcLrfpKI8dqLb7PfFy3ZzryktsBCW1J0qabj1z3eP8GvvNsNnPesl8mXm3QRukfI+7uLYBjQpeWzQt0NIzbqzAxyqba7g25njto4pDcSOLWgEAKMTif0gKSTgAFWtjvhw2DF+ObPnF3OR2+532zRZiYGey40jKbWh5hElcG6vpbbJkRXnFJcopaCtNQSKHrmnlvarTyltr9z3Qxf3d/dLYysbNOCRFyu8MnHPFchlUieZjzoiIMYJ7wxDuoPEcqrK98s27KskFotT709/u6tQ2nHVJAUNyl0ACU09NdeqPue9T7xfFsRJaXDAYn1CkNk0ogJPD159fypS/8ANpy2vFOA7Jxza3HG7rl0tiPJjA/qiJ8VSN6En8pb9R9OvXP+Ivka48x/d223OeFx2naYHXDyRhrA0sanE6iEXAJQXd5WshcARrA0gKVOrl1GfqrUqjtmVdkQUBSUtJQQPkVFINKFKxrRIpWmn16+wcazzgFRVLLtDC44kD21aTbSYqEpA2ltO+qTuSoBJNRQmqtPX0PVgjiaAB0oO8a0JJJNCdllyL2eLUde0tCiDpuCvzJP0CT7enXPN0kJ3R0nUYdKt1ov0owU4D2VYVybvtsgW7K8XuTloyLHn2rxablGVsdYksAOKbqiinI7qBtcR6KQaevUfzX5c2/zF5dn2zc4W3G2zxlssbv1MOaHg9p7zHDFrgCOK72i8babiWlNDlHexHYeBBGBWtkz+Mf+Syzc34xB435Fmos+fWJliLJYkvp3PbKNIlRlOmr8SRt3A+rYNDr18Zvvj9jN0+126/VWWu48sTuJgnTMHHQ/gJGDB3M4jA1cAWMZ48AS2RXNVSzqvEcunrp7dvv9taabkNLbcUpKVo2gKSUGvySRVJKq+nXAo3huCd4UQZNGYw4EoQKqjkCHjuXSVP35ZjPQgpyBIZV23mlfmR8kFKiEEA6++nTV7Zw3Xek1EtxBHPqnLhSWve150jF3w/jQ/wBt5syURMi49lrnOR1SYMG138AlTEb91hfckyKbk74CFp3V13U6jM8xXel+0uDkwaJFxAwwXmgIXPGs0BdX6VyXEY/Clw8V3gxbpFU44UJD7aq1olAJBBP4LP8AXqjeZ7QOhJAxT1+gqQYw5iEkNX09VOz4SvzdxsYiqUFANJSQakD1A2pNaA19T6dCfLd14gdC8fMPT30hw8IBVQChh8hrGYdyfejgISXFKWE1TUKApt03KCvb6Hp2ZuiSRrVxx9fGmnEEauA/H+OdUhjbD6Qy4FJQO63ofUqBqCvdQHUU19/XoTeKE5IT6dfwqQxHNauJB9O2r35UzlGK8I3FthQL8q3SWW0tkVPcBP5CfkQpVK+lOndljFzJDb90NcCD0xzTM8qjNaTc4EgaifVQweGci748FG5uuJauUp6UUuLVtAeWSBuNDtqrT26svmq5t5NwBtQjGBow46QmPT8aVcgGQyL3CMPx99FzyrbC5IjXSP8A0UU/kUgihHxPwUN1a+/UTbLjS8w5scF7P4U0xSjD6LWrh/KzYYLuSWuR2UCQbq60FJ1P/dRyXGvSiUEp1/Hr6p/4U7i+6F7tkym2dZsJ5ksOZ644VGui9ti8tJVsjSO1UReykHXKH9jNfihKktlxSmwoAAJUSVBP1CT/AMevadxELed0IUtGXZ+daiPjxeMAhK4enLhWYt60COlCviU6+pIJBqKgAgE0/N09G/u028FAentp3H8XUWMqQ2+NrizKcdCtyElS0BShQq0CkV06+eP+Y1xJJuT2P+SONidMB+ZrIgW+C3IEr68aZTzPcz+8JYqShK0g0FCXBVW35UNdp1rT1/v14l8v27XySyNz/D+dHInHw0POiG8KmUKy6Y8SCG229oSndQfHX8E19vYjXqu+cVM8TSvyn4io94UjCJifwov+S5KnMgeV6BtSttARTtqPooaURUk/QkV6E7WB4TiEXUfVSbNuJVflFRy0S3VuIbPcIAHbWAFV3VCqlI9vw/DqyQEhqHKpWpqgg51mL3Cclt/boSHNydm0gpJrX5BNKEfQHUnp+R+kZpTRY4RkBV5HlWSwTE0Y/wB191gJceUtaVuIAWoL0IqBQajX8dehFzIXvDM2t/HP+FRpTrOPzVlb46ywVE1qkghFSoqCtQlSvQlCh7f36TAzW9KSgVeNSbjq+uCQy20tdEOgEBNP0925Sk/glX1NTXqxWuDAnAJ/CnYtRcg+RV9lHZiV1+9t6UlZJCCk09U/E+gr7/2p1araTuaTyqS12sdQax90kdnuAjeTuAB0KfrqCN1R7evQ6YgPK1s51i4M8BdKmlNqQfVJGhBOlSmvt7dMseAa18asC1SKlCk/Ku313ev1GvtTWtOidtKdS0rEheFXXis1aTtCiRQAiug0BTX1Oter9sl28DSMlrHDgeNWjbrmI7+5atDQGppQk+v9ae3V62/cG21wHPKNOBqM6NwBIxpa/n1jLsC52fP4sdtcUxl2y4uFpalNtvr3RXUrbWk7w9p8gQK9e2v8ffMcdw252KV3fLRIwLm5gRwHNWEH1UE3FiwueP0kex2adhSsT4DyVM4lmbzK09tVXKguq2FSHVKVRyqtxOp+hHXqcQRy2TC7PxHfyqo+M+K/c0YftD41LeEcQjSsi5NyKNBdcuF8zS42x0x0f9zIix2wn7hpRCdg+2WptsmgW4ojXb1WPNsp8C2tv/bVrj2jIH1oaM+XmOcbiX9eotAPLNfiPXRMZDIt/GGP3yRebnWPhUBErLZaHipMe6x4f31kwq3qJCf23Gob3cebQSp+4OJCtx65nvG4ESm3hIMMTtLk/VK7IHsBV3qGCVcLG0DWhzx+68LjwjHAfh1U1HLndLhYeLMXbyBn7S9X1Ey9XmA0FVtsi+QpV+kwXd1VlVjxuPDiOg/JMp5YGpHQ+8m8GFkC8MTzOZ91TII3PcZDzPvVKGDx1zFjPOZueYDiw41a+VRxgzHoVIK8U4Uxn9wZdVtUUCJd7xtTUlaa7VajpdtcCSyLoz3u+R6nID7RW3Qhk7Q4f0L6xjSUPNPBrNyHhOeYHfGEXONjl6wBVxbuiGjCdjyLtmmKT5lxbWCUJjm1Nd1SabVJaWDUDqx+VbuK8nax/wD7jHAdUQ4HgcClCN1hkt2agSHMcD2gkjH3LWt74x8S2R7mrAspj5VJlC2cpYvE4+xyDcgxmN4cs91hz5+UZzJtyVnBOObPbQpqU4VLut2XViM2lJddTfH2EDdvub66kAa2N7WxtRz3nQVLxkxjcEDsXuIACKaEQzNN5FbsDtZkjLiQUaNTSoPFeYUhOeIIi9ZbiPOEa+2TkTIGDd7TmmSY1xXzUxHub7rtqtX7lc8dxzkGRaVM3e4NYZbYKlxL+0VXlmzq/U+7THoKq7b/AAneK0HSWNLmk5Eopb2nAty1Y4LRpt6+TuyEBrZC1rs+6CdIcVU4Yh3zBpTEAJU8/wApfK7x/mwrXiPLN1vVitziLRdMbzZ+NmEaDcmTuDUDI2glN3tU2I4mRbbnH2mTEWgrSFA1afsdhclHRskVSuLXZ9Ex5g4A0Rt99v7Zvckc05EHvtHYuYPAiiHwH+azyFxoMxMo41s19UwUp+/xTJXLc8+ltRSlT8O6xpkNtKttT8hr6dA7ryhad6SCRzJCeKPCe7Gj1v5xvYQ0SRxvamJxb+B+FFtxL/I7fPKG/wBuRlHGcfDrQ3n/ABvhKLnLy393ky5ud5K3apcldustuomLjFuC50tSnFICAkL2pO7oHuPlW4DWxC41jwJ5EDAAxsTNRcVObj3B17DUweeiQ9zrZoOuNg757xe4Nw7o+UHUelbMlh8R7ZieHXqdxtkE/K8kuUgXefccgVFZnX63MrU2qJZ4sMft9sZtpqn7dO5xRSCpRBHUn7cTbDsR8UMLZbhmkzk/pza1Mmt1LqcMSUJwyrfnG53TdovAcghhdqEIH6hgTqOLimQOHAVf/jxZ5UbDoMObFRGkRP3JqQ0l5DwDzby//mNKW2uu72NfYgEddtLlnBB/T7q5zGz/AKVwGI8Q/GqE/kTQ2nDbGh5VGw/Y2lBQKkHfOSoJISQaq2fXoptiHXy/jUbdGkNicM1T3UKnEbkWRk2Koj9k1vEUrqkISqmlKj8Pr6U06k3JKknlUCJ2pjSKcvAEDG7jbZxCY7UlS0EUCEqIZ3LroBUA+g6CRh8sTmNxNH5QIriOV+Rw9o5UsLku/W27+V+MXNp9Coy1ocC6p7W1EtbakJOoK0OgafXqwwq3b2tH9J/GgF23/rXuT5nMPqp3FiuCG8XhyG1BVYaG2z61WtI9xXXbU9VAhXpxNW4ENhVF9MKAjzWs65HHdzupTV8MMxIagBVJedZVIXVR0o2kAU9ya9GNncBORwoRugAtmuOJDh8a+eD1vQ+ApkV1e9bMSYyFbqLUQ1IUhKtdFa0PTcjQdzYRkXj4imbZ7mbVM05oU99Vv4R/d3G/5lEDf6a8llNukAhO16RRXcrrv7SSNNNOt+aruLbLObdZikFrDNM4nh4TC/8ACm9gBMpaM3MaPbhhR2cc3dN1yPlueh8vOKycsAalDUdpBTHYSCkKOxlA0FaenX56vKm/yb9vfmHfJZDJc3G5SPcf+NxensK5V0vQGI39KZ9PQV6Z0p3/AHVKjhRSsFh1KN/qlBQokoGiaUFeis8r3brJH2ED+FMk6ZByK4fj+FL087TdMZfyDKLBFU9keEt2LyEwYNA92TcuNQynkbHY600V3b7hBW8oe/bV9OuO+aWs277mQ21w7w7DcjHFrVAx10BC1zioKNuWQSH/AIf9VTP922kYcgNXXu4lD1b7qO275UjK+IcRu2Gxp9+u3IGMR7ngthsjkcTbtBvWOQchgO/cyFNx7dEbhPJU7KdWER2wpZqrak+o/thvs2wbrtXme6WOWxmkEoH6O6Y5QE7yg6hgC5Aaes7Zl2f3CPpwGku4JgQOpOQGS0t6BwPm+U4hzHFtVrteHX3J8dmW++8jtvtXHK7zlYQ+FCyMByXcf2vAXUJjwy+720uFZbbC6q69K7r/AJJfa9+3/R+XBf7jc27munn8IwQI5wYXMMrvEeGuOQYO63USpSi1hNejcXyXpbFYFobG1pBLVdiSAEyxJJVcEQChE4F4igpvWYcb5yu0vZDdMcgWLO7A033WM1dhNiRaclj3ZYZmRsutEvfJZuEdaZKmyspKkqdb6c8w/c/cPLu1xeZPKpt5I11MkeC5FwcwtVCHDulr+7wzQ1ad22yzvLEm6BktCO8hQFMA5Ri0g4gjEHtNFD/IFe4/F/8AFD5VY/BkJg3jH+BLhilouN2nMvbp+dXyx4yFCUthkNy3bfdnwQkJ3E6akHry79v95u/ux/k95c3LfzD/AHHc/N1tcT6WNjjSFjpQGxqQE8CMEascXZmuYbta29jtMltBq+iDQ0Ke93pGqp5kEpWr3Z/MjgLMce4SwZuwcaZG1xZhfFmAt2fmXMLpwzzI9hnHMeVEyLHJ/MiLuri7PV5TerqqTYn4EjFLpa4kOLGdQ7R99z74wtZLo+ot3va/uq12BcgxBKsaQeBd3u8cFCcsuLfcDb9x7S9pLjge41S4tVqEtOeIBZhgcavXyc548a864n4v4p4pxSVxzlc/y68dshyLEoHlJO8pmMkxTFcluVokTsvkO37Lcc4ivke4ZNGfiqt9zcm3t8racY+0ipeIX7huki8hb4LZ5+oj2a/cGFjQhFnMS5WklwwKAnAgczQu3a9krZXNd9N+4C7W96tLXBoGoAABQC4JqBJIRorY0/kJvsjxv8yeFvI21t3BNhmiZxHzHIYjOPwY2H5HISjF7tMcYRVhy13pklK1qoopIGuh/Nc2xfPDdbPZ/wD8WbY2u42gJTVPBEI5ogePjWztOnPVGDwNdiumhsrlKPGB9qJ8e3KlO/yUeXXF1y8UOTuE3eLmsm5Y58yjDL1A5+i3XjyWzx3ZcAzuy5FeeN7pAVPkcrWlGT2nEIl9glqKjHbot1hQfU/GebH06/7d2wvvvIUt1cAsubTfbuVxLHai2eBgaGvLdCtkedbA/WxzO8xC1wqe8PkkDWN0lj5Yi5SVBiVW6U/UA1HEgd5QChrTIzfGxiGUy7It5E2XZp7Ut25KQEPyVvOsT2ZEkqJdbluR173gSVFaqn169q7ltjrO5utrkdrewPbqyJLmlCuYdiCeINH7O58a1bK0aWEInDu8unKth3wt8GMr8i8YvN6suP2h7HrTHj3LIcjyFxEOyw13YF632OBJeYkyLne1xP1VRY6SGGTucUnckH5Q/dn7/wDmPyjugtId03P62JpayOKeXXpYdLpHASNDIy5Wtc7F7gQ0HSTW2MjdnG1xU8k55Jientq3r5/FBa7jLH7RguHOKO5j7yPkl7tDbyWlbEuRmkSEttKSSabUAJHpQdUfav8AOz7i2UYE++bwQ0d0Oiim6aXOe0lwGXeJ91Kks7eRCGR6hmCEHbmMa+7F/EXkkm5sREcYYgppZdju3C/5q/LLVEFKXkSUz35AWVAbQkEqBp0auv8AOb7g3jC9m/7wLgEACC3ii7WuIY0ImBJNabaWbMTFCCc1xX1KaJm0fw12u2YxMblR+GIt/uKbbEiXBGNX+/O2ArucVyTcA+/MjokFhlCwtKEDckkbhuPVQm/zH+7jt3tdwO579Lt0M4kfbvvWNjnAUNZIxrSPDJILm6iEwQmnHWtsniNZGAR/QCnYVw9lN14l8AuGOKE2ZyLmGW3S72x+yyGLlZGsfwezd5goS7JZxvHoLUWZEkVUEJluOuds0UpRqT0Db/8AOr79WW6MvJXeXpbHW1bc2AAc1x/+sJBKCBgHAAk4kcht35f268xmMoeciHIB2NyPRaM+/wDinLvj8K42C74xff218rgu3S7O4/doEd+iH2Z0S4tT7Y63tAqpl9CQUhQSCKdewfJ3+bW1X9t/+d2xPhlw1yWFzHIwHmbe7MUw6hsrxjgUFA73yVO52qynjc0ZCQFruqkAtPuoB/M9+/WPi3BbDZYCTj1o5Ws+R5RdGVM3Oxt5DiUyYu2WWFeWnnWZEJxppSw8diXlPbRqk18K/wCW/wB5/Lv3n+6FteeUTeP8o23lx9k188XgvN1K6T6lrWanktZrUOVHpqarWrVu8p7S/bLLw7ggXBmLihVuQDceOAwoTLHl01n+RaO04hy3Y7yXx/L5EwV5lRFuvdoumGzIsQRHyd0iRYshTKt8tFf0ZcchX5k9eVbrb4X/AGZZvMIaL6y3RsEzQVdA8TKAeQfHoewn5mkpkaPSA/VPRdJbqHVR+BVaMvlLIWc48h/C/jJRE2JYMozbyPylkGsM2nhjEpLeNtyEEBG1WeZFHG2hCltaGo6d2K4a7y/u29lHO+ntrBh//GXsrZJU4YW1tKCRkH9TTUZ0kKDpVfYE+JHbRm2G5OrG5xa3HEhsuurUBV153e48pJ11Usk1BIHVh2+6IZhkPdxWmhhn6dam+X2BrkLjXkDAZTaft8swa82tpaFfqIuzEVU+xvx9tVB5F2iM096Ej369BfZnzrN5H+4Wy+amI2K1vYTIpwMTniKVehikeoNR9wtReWctqqvcwp/xDFqdVAoQP45bVMd5WxT9wihCrXjV2yt7aE7Ytwxq3vx9jtKqQtNwmJTQ61FPbr68/wCQe6N2H7Xb0+F2FyYbRpXNk8oKjtYwnDgaovl9onvIHp8oe89CBh7CUpmPG13ffxbJYBDJktZhkqUmcVLjNpny23lGQim5xKWnVfEAE+np18MftTulzd+R9z28kC8Zv24gF5OlniyteruKhriQEClBXSr5obMz+kxN/EUJmfeXvit4wRl4fzt5R8W+PWaZtJmt4/j2bhV/vmR45istrFrPyC7YY8G+v2xqLGi/t7sWQiP+6SrcXXnnUEKHXvt15L8/ee/Kt3L5F2Ddd5ZFe+DOLW3MjIHM0amvLQAugaxG1xe4Oa53dcARb57K0JF3PFDl8y9dJwBTAJiikcagMj+TfwUvzsGBI/k48cZ+OlSIlxtl2w22Ysl62MtKud1Uico2lbD0uPDQl5pokPh5xsaAINh377Q/eKO6ba3XkfzHBazuiZITtziTE4l0ge6Jql0mmNrwoJDntJDTUdm77RIhjvIXBOBXPJQigLx54DGoNb/5SPA+2XG68lTP5AcB5MyGQ2caxX/yg4pZybKLdi1nhNTLrZ8YZtdjuEPEoCpj7pWiOYz0sNJcdd2tpR095S+xP+QfmPeLnfYfJvmdu4OfHbQTGC3to7SCNiuDJ5tEdvF4jnBot26xoPiOAchRc75tNi0C5uNLnHFiI4DgSAFAPD4JQwXD+cP+PprIbhdbDevN/mPMG5kSbbMPxXjsYi7HtsR19u0SX8gyaTZbZEt7N0lypDDS3kLUXULO8NpUL55e/wAKf8hN88wufu+zWVu8OY4PuN6jmMUcRJhUQeNI9zpJJZCAxoXQ7AtCw7jzRsdnB9RI6R0erkn6cUJIOAzGkjquFBbyx/6hXnG2uTZ3AXj3w7wRYk3CQ5abvmkiRzly/fWmWVfuz2TXTv2fG7AmZflKdSqM5PB7Z1JNevZXk/8AwR2DbttDvPe/XIuUcXw7RDHBDrLl1Nubts929wxa5z2M1O7wQACq5deeLuV4i2a3iaf6pFJxyaRg0lMVAGaZigk//wCgDz6cgzcty6D485tB+7tr9nteR8GNQ4Vwk2OS7Mxm3XF6z5REW/brPdnlS17W1B93aSKpJEDcf8DPsVOm82lz5otpGvhQuvIphIICXRseJLUBC4lziChcdSE1Jtt/3QXDYXeE6VAXO0gIQM0yQZoe01Yc/wD9Qd5h2PC4LmPcJ+LPEkxjGpjsq42vDb/lMvLb5KD782fHcu2R2p21zLvcZq1OLSl9aE0QFlKUjpO2f4E/bTb7F/8AefMPma7tXRuEcZNrbuja4udpErGSOmcS7Trc1hIaBpGVal813ksnhWrYiNTWl3eJbzcipjmi+uk3+Znkbyp5d+Str5Z5kdxqRncrj7i3EHLVgVicxvD7XbcHx6W/Ftdtsj1yvTkZqK/fXS6RIUl59xxyia7R6C+3/wBqfLn2f2S18h+UvqH7VFKZi6dzXyvkla0v1ujZGwhgaxjAGA6Wq4ucSSkbpPudo+8ugxrxrbgEVrToaRjm4NU8zwoLeVLw7NusPGbe4lTFvdS26WiCh+5S9qXO0U0S4WAQ2R+GnVr367dJI2xixjYcSOLjhh2ZdtL22INabl4R5GA6AcfwqybDjzeG4umbOjtPyu64AkhZS5MWAkJISR3W2FEDaNSf69HLKw/tlh4koDpSVQ8zw7ByoTczSXt0fDcWwpw5AY+vrWFxq1fucewImpYCMmzt+6PijbiHrfFlz5b/AHYhHdCBb7EgpB3kBIoBWhZs4fEbE52DpLovUf0gucvsYE91PXMroHyOapDIQ3sJaBnzJcVyx7KyeXZLPMKeqLDdkuy1xIENkEvxXFTH1yGm4xhbUx2k2WHHSUkJ7a/yge7V/dS6XFoLpHFBiSpcScEy7oHYa1bxgAB6ABScERMMeZBJ7RXS3i0G3xWbS826t17s3HI5YcWEJfUkKbhFLgU8UMBVASaqJqemnWEdvH4L11lHPPUj5ewe+nRdGd5mCaT3WDmBx5Kf4U+r+DPwvtHOXLNw8kMlbasnF3CNyft2JRFoU29mGbNs7brepU15OsDH2XOw0WyVLkrVtI2k9eOv8qvuXa7dtkX242kNiknY24vJXOQiFpWKAlcXSEeK8HBsYY1C51WbbYJLW3NzdOc+9uo3MYFQMhye8J/9Q/ttAzAe5Urag5XzvCIcBxKUzbqsoDMaIyl1DCUJohDaEhP5EhNRrr18rPNu/bYC7Q8vciYnjz5dc6muahDGYBo4DAcAAtVrwbmEGHk15ukXGUR46GEKU4tpbjqEj1cW48tbgUVK+KEDqt+Ut8hi3GS6LQ5rI1wxI6nh2AdaQ6NzGhzjxTkh5UiP+UXFPJbmrnB/MYGCXS6ccY3BWzYf29AcSXkpUJjpQ4hAcQpAqNdNR19Ov8Ofu99ofKOz3sHmPcPovN9/cgEyNd4QjGLGh+QJJV+CeoGqtvNjcXwb9OWFHEkE6TyUE5p20lyNbnYlwnNXy0PWq7Rn3WXWpcRyO8l1JqpDjLyA4CQCBT4Gmh6+me3XlpuFuzcrKSKe0lCskjcHMcDxDgSPx6VWr9sttpheHNIzBz/iOvGsNKS8hMt51DiaBYRuBQCCVDdqoCgFCn/3dTnPAaTUFjHCRpI7uqg+lkSs1mivc+agKGtaV0rpWgB/9vXPrj929eMyTVuhAbasJq6rct12z9txSVhtJBqRsLZI3JUBooUpp7Ho7AS+10uxA9PXQmZrWzOcMFy6CqFYveScWZ7DyvD7i9Z7vClCbb5bK1s7yHAvsPpSQFxZFClSTX8NeuWebvLOz+YNvuNg3uJs20XQKtICtPB7Cfle04tI7Mqt23XsnhCRBrTS5vBw6+rjw4VtZfx0fyHWbnTFIeJZhPat+cWltmDLjS3P1u8gJSgDeoFxl4gltw6EGhoevkj97Pspu/2z39zogZ9hmJdDMGnvM/pccR4keTsl5UUIaxrZ7ZTavKFUVjv6XN/++GBGNM/ubz13nCOhW5t8UDhNUVUmoVUHRBGlQfbrh4eGw6c25rTzQQFd8wqaxOPYLWG3WM7CZ/c5IjfbSdre+jcth9w9z8w/SbVrX06GGBhlFwWd4Zdnpiua1Jx8PVhqVfTgv8qRZik8xZrVSKb2z6k+qgUpGmulT9K9Ct4txLATxQ1Ie3QNBxBpvnjhlrakQmFPBYcbbTUqBNSSkhSq7ioEe465PtkxstwdC4I/xOX6V/PKmngvamfdReq1a/P+OifBbmtpqktjcpOorUfE6GmxWpp1bdwHhTiYBWkZdv5VG+eHQMHA+2g4t0RxLy4qBtWHW2xtBCdxP5lINfh7/H29egt41j2lEUe2ttKIBnUY5pupnRrXibDwccU7DiLZoF/JaxvKkJoVIUB6DT3PS9ktZIVu3ghoBQ9AuXrx7KcaQx5IPyhV6p+dSfFbOu1SIqIyO0iKhloBCdoSptvcsn0AqdQaa9QDcvuTqGJVfbjUdwciHEk1e96u7MyxBMpaHFpQg0WoUqnSp1IQB/x6lW5e1zf6iopURd4o1ZA51q6fyj3ZmRlVuZSrcoZAFmqhWiGlhVCKA6EanXTr6tf4MMdJdXc6d36J3/rb+KgVH3AOZZyjg57fZqNJE5As/ZU3NaSDUlRUNaBZVUU0oB9P/f1763m2DJBOzAEBe2oNjcqPA/U1fZ+VQuE6e0oJNAKAV1Ogr8qfh0MjPdqSApx504v+L29uM3d2Nv2oExTfqBotRTuSDQaJUQPSvXz7/wAxIm+O54XUYwp64EU8WlrWErgSnThTOuX5qFZIUqU2UCtFp0qKBIJr6+lAfU/368YeV4T9M9wxcTRS3kBYpx4L6cqK/wAHlj9/uFFpKgdhUaVDe3cKafGp/wCHVY86tPjsKIfDPtqHcoZAzlRgchRXXLu4sJG3u/mNSNigQsqrrVVflpQ9VjbXaGuaTy+HGt2/dkQlGkfyFZrGbdDaYZMj1UAQE+1PdNSSnQadWqF7BCMkpBPGrIjWaPLcaW0nRFFFSwCoJIoNv9Pav16ZlfqKDlWCSQDM17prDERpVdnxBb3E1AAH5f669Qy0CtfCqXyKTFQpwqUFA/HWtKK9VAD5FNdR1KtQuPWtj311YddFMXBpLVNqlitCKHdQagiorX303dF4tLY04rT0ZLXJwNHXx7Nq0D3FbV7NAfbbrrX5EjTT2/HovayFRTkeoFwdzqU35QBBKqJVUkqAoATXcfSh1p/XXrdyNLyTThzSoqFJZWkgk/I7tqtUAaJO4H1SD616iOcGuHOs7asDHLgtRCfaoA3DWpJ1J13V9fwr1Ps3kPSnGEZO+WrmsEvtuJBO1JIGnqT/AJHX36uG1ShrkypGRzq0oriJKU0IUoAUroa0qFEfgOrtCkrBxdTPiI8ghAnp7arHyNwFvPeIMltLrSXJAtMsx1FBcKHUNF5padqguqHGwdP6ddv+1O/zbD5jtboORrXN+KOHracagXMYcwk8kPYcD+fqoRf494rMXjDLFyEFuQ3cZcR0rU4Cox+4w4VtuJCUDuBVB19Gp7gmKNrCkTjqA7cQnqqriAC/nUZMAXsog8QvCOIsXv2SviJLnTr9KYwmA839qJ+RTHXExpUxLm5b8S1KcDq1GqaIoKCted+d/MsG2wo0B+4fKxpOGs5E8g35neocasvlfZ5LtxBwtw4ucQP0DM9pyHXsrosGCXHLG8YnZi1LnYtYLyjJ2LNNS6mby3yQ9McmxL3fo79FM4fbLqBLQytKRLcaa3Dst/Kh7VaTmCOe61eFGS4KuqaVyl0jhwauXMJwq13c0TZHMtwDM/AoiMYPlYCM3czwqtvJLl3FMHxrNeQc5vLMPEuMbDdbrcLkt1KRdEx5DUm6y21g0W7leVtRrZESBV1ltxSQR1Fvrh0ry5cGd0cFJ4ntPuFLtoNDASmOJ5Dh7qWZ/HlybcLFxTivLmfyo8HJvJHyfz7M7db1lbcuWvKMps1lZVDZWA5Iiu9hplCkhR2tEmg6kba9PDtHkCQxluK4qp9+JFauo0D5iCW6umCaR6loPPNHImrByZ5qW66r2t4xxvll4jtMOIDPfseYybw+pSXatSlsm7BBSqqtjgCBWnU3yheSR3dvlrExCHiFLcOeSUM3uDxIJJGp8hHYc/ZxrW941ynI+C8MynmyTjkbGeR87t8nCuKYTl2ejv47dMotjr+X8pTo9wQ5DiPY1hwSzEZcZc7Dr4IAUUjrpFzcOuLhtuw/9Pr1S8nAfKxeWrEnkEyoMyJAJH91xBAQlQS0gkcsMOgNUZY+S2Ri6MdYvq3Hb5nSclYur/8A2Ea7ZBBCYjDL6WkMvQcdvNoTJtaXghBStzubdadTnPbJ3wVkJGJyK/nUd0b42FhTw805EYA9gBRPbgtZbPchtGYY8+cRtEbEsk46mG1S8FVcn7pPn4hHL8gRY7skGTdGLOuYp+E6hCJLUZbrABShNGg8QTOepIecVTB2XsciE88TT7Gl4DHA6Rken4pw6YUPch633V9Fqtz0m4fuEuIiNb7chx2Q/NcCUKi/CiFBDjtCpZCQn5H0PTE5L3aYFLycOa8aeBLGLIgAGJ9PhRhcDQIb2WYtheT5pcuDrRhHKOPWvILzDjq/eol2ySfEtF/vbE0OMwJLdmtrIjSG2He4yh5twBQUohp9oI4bi/7z7vwSxrDxAYTo6tc4kvzLjhTEhDpIoZDphMgJcMhiBqIXMDAflW894Y80u3F6+8KXm+TEZji613TD789IRNs2XWeGQ3IUXt5kQr+/EWw9KiLq1IS73mSlQUk8X2e7tYpTY3TS5r1On5QUwOhflI4DLBDV23ezlkjbdQEBFx+CjiDzHOmY8bSbPcXX1wYzVpemx5kuRb2QlTf7h3Nsot7Qj9Zwo3E0BUk1I3V67L5b3OX6o7PdPLpI41icf1xhFAJxVgzBVBgMq5/fwRiH6iFoa1z+8BwdjjyxPH20D/8AIzIblYtZ4QWlJTeLA2unqf1Sv8xHxoSfpUHro21OV7+2q9f95sQ/1H4UN3D8GMxk2IuR1hSlXZjb29UFIG1SdhGuwihB1rr1MuR3nqqgGhsQIaGjImnH5jYxd8OYdS99u7GQiS05olRUGlILYNR+alCa1HQWzl8GZTiDgasd1C2eNoJQtAIPbgaSPitlem85/tMySt2TEu9zjwXd3cLdHw+17kHuLI09QT1ZZHBlsCzktVsY3COPe1ovWnzcduyLlEsuOqUsLFvbceUSf/qUoFWyTU7+zofx6rEzGtLphktWON7lbAc+ND7592Z628bIjNLUlAaRvA2g7u81vJUaEk7tP6dStkGqVzudQt8RkcbcdKr2+hqG8YFUPh6SwpPySgBW00r3Iy6a6guDdr606kCMG+aeT/xpiM/9C8cC0/A1BPBO4LRneUQimjczIJaUpIIO9hUspUD/AMoH4Up1zT7/AN8/b/tH5guI3FspsXxtKohlexmfYThxpzy2NN7EeBDPcponuHZ7jGYcoWWUpK5YlsXVKk1TvQ5KkMq2Aq9UGgOtK9fnv+2t4+Pdt622b/dbcB+HHvEEAeyumztTQ4YdyvRldxcsXKWNzpTi0Wy5FqA8kkpQHZCghoqOqFIbUBU+wOvVq3K8/t3ma1mmKW0wa09pKdmedQHBH6gSU4UN/nM6pmwNZAWgpVriTHwCglLlvlqVZb5b1gH5Nz7JdHkOJ13IH4dc7+7kf1e+7WzEeO9zARgjx+7GV4ObJGwgnlUy3doEryMGxk+4g+rSStGfjnHrMvjqJjuKWe+xZGP46nCcdk2G1uPLs+MwbLaYHYtS1OsIbXMh29DSV1J2IAqAKddetrSbdvKJkLp47gul/cRAjke94cSAXSFcceJpVtIYv+nia4xhMGjkAAnYmFeni7h57GEsWmLxzmMODZGIr0Z66txgxIedQ6446+8JrhLrzrilLCqlThNfr0L8tWNhZPewFbVjG6nOliDDqCo46+JxDccRUmSS7eoZHI1gHEAALQ+Z545sjO5+ZAY3jzrBU+y3ecxwu0MtPOrW/wBphm4S2X4ii4e6hxCwWFbtPketw+ZvMW1MuLDbpoLjaHyatDpGyNaSMWt0OcoIzafwFSrfzHLa2hs3yQ+GcUdIwEr2nEEZg17cKj9lUiBld04cyF4POIisq5Z4xyCTdmmiUxV3C1vTJEWQ+40dzO5tS0AAH5a9VW3tbt00k242+hhcSABIxrU/pJaEPI6gQEC0DuNyhmdhLbBpyAniPuXjwBxFdGf+OHFXMUZMXlHxN445Gs6GZBMqbw7x3ltvS2qO5HVtyLH4CZraERXVJ3IWko3VTQioNbJ5l3/aL9r/AC3uu6WVwApNpfzxkohCsinDXAEDEsOWKhRUZ0LbnvSQNk6hrHj/AMTcfhUAxr+NL+NuyzLVkEHwS4Dt+RWa5Q7pa3o+A5Wt61Xa0/bXO2zokWRd3YjEuA9EadQVIUlK0g+5r3Yfe3707ntUu2bt5t8y3NlcRvilhkuZCySNzTqY4BjTpc0kOGrEHNKabt21seZBaReMQQqSLiEOGpMuYIxr7/kias+ReMHKt2yK15OqA5x5e8kEv/bc5yc5NsCot3t8tohpSUvoubTbgL2xvYHDpQnrkd9A5++bTcWTPCe+aJrNY8Nha4iNC7+jS4gc1RoU1InlJjMjg/HFS3PFc+B61+fZ5Kc72ewZVcEWyPbsizx202yz2pHbZVAxvHLc5JuNiVl0hsF26Pw3rrIXCt1Qe24C6Uo+J+3v2E8vRfaj7R2G1yxOHmbcJH39xE9QGSzhrGueMC1II4iY8zIXnAE1WnW79zunyAubZh5APNE+Ue7VyHSl03964XN1y9Xae7PuV4kypV0myQne9Mdq7IkPFACEoJVRKE0ShICQAAOraDNcXbppnF88ryXE5lxz/hyFGG6Y4jExuljGlOxD8a/RU/jR44uWP+E+DwMkgXwx53Zl2WyY5Y5Mm/SrFfI0Wezcbg0wwFsMXZ9Kiw+6e8tgCnwCT1+ezz/Db775433e2SaoX3ghIYVJfEXscNR7rWgowAfqDkFPW6qVB1YIAOYXFPjR42LjS0uBxmFw7kqm46S2lyTh9zfL25XzWZDz7W5W4fIj46dU6LadvhYjrdgjGCuxxPFxJCY86l+EXFfDccP6D76mcTi1uA81Ld4sl2VHc3tyLxaoNoYWqoBdCrnd2kFKlLqkkEkHQdSIYNnZIp+lav8AVJEMfXJzyWkGJrXd9ga7hqRvxNS1jje2FJm3ux49AhMLSiRNn5Nj9jsrbYdKld+6G6IiIBbTUoURp7HXo1bWOzTztY91o96jutmjGC5o12rLgBWJA0apTGI+KvaB6yqeqvm7eQ/iZh7Att98gvEPHfsW9z0O4818evvsBlISf0oF3W64WlkJA1IpXrsNl5S3K4t2w2Gx3U0IRDHt97K04YI5tujl4EOI4rTUu6bVC4xyXNqCMxraQFyxao99RGRzj428qOIsnGHkl445Pk0l5qNabDhfNmIi63Fx50OCKxb5F9eeuLtwKShLLbC1FWidT0G8x+U94sYnXF7t242Ecf6n2V9bxNGZMkk0QiDTkdRAbzFKj3DbrkiOGeF0iogcAewKiml+8lZzlXCvKdxfwm+WObGlrhWzI+McniW6/W23XuCp0Sbfe8Pu4cRIiqS6XY8ttvsqB+KyR1wS/e7ad0dJCAYAdZVuqNw0/I4OVjmg4gjMOVpGNTo3FoLGEh4wTAkHkQfjQic85TaneZPDDJMW49sXHNxiX/yHskmFihvL1iuTV3x7G8tfm2UXl+T+ywv3mCpCrdHc+2ZdfKm0p3EdGdqv7XfPInm2LwWwuEW1zvIc5HyNuJIW91znIWRuQISjWhc6eBeZ42PRNLxyzQk/nRBcK3VrMfKfyE5ANEweL8Y4r8ascbcUHUx7tdHHeSeSpLZoUtB6XIjQ3Ep//R0PoOgs8h2Hyf5b2ZT9RuVzcbjIecWptlbNcP8AgZO8cBrKZ0nSCZDh3XBo96n15eqjyxB1x/JpjQlPoQy8Wno6m0BvYsFKEqUtSglISmiSNfrp1YtumLLoMDj8xByGHVeHI03xohIZ/apUJSKBTb7S6hQUPzoX+YfE/IUGnp10i1DY9EKoHHSv/Fh2Z5UtUfqHOoN4i8dScX5Z8mMpUFR7HjV9/wBg4whTam0Pqyd2Pn1zmsqWCh+JFtkiPHqlVEuOEEadfSL70fcdvmD7I+S7cPDr6/sY7u5Kju/Rxus2hw/qdK178Rk1eNVbaLL6e/vHfojlcxvD5jrKdMQKnGf5PkPGeO8uScDxoZXlaccGe4xjzi9ib45GlpgXSMwsqQh2ciH+slsHe4UgetB18xLa6d5Uu9+2vb2tbLdOhvonPBc1sbniCeQgfOWN0yEDEgKatV46SS2jljxc0Fqe8fjWlh/LXyzjfKvmY/yxGfalWi8+O/j4m2iL/wBi/Yr1bbTk7OTWO/MtKS6u9wry8tEhpVHQgoqAk9faf/t7xSWf+Msd1uUUkFxcea96lJODJEktomyx5a2PEekParXlpIJANcl81Svud6MbU1CGNrkx4Ep2jnSfWMjbl5RMvMq3ScwyNcgs2OBfe/JxyytbNqJ7dmW4IsuclJ2NtKR22hqST164hnY++dOWPnvVIjDlLGBE1aVRx4AHADNagS2wZattYT4MOrvOaA2Rwz0ufmGriU9VTvIp+Rvx42I2qXb/APd13taXMnu4dDFpxWyNlxxNitTMRAi25htQ7knsN7n11SSQK9HboX5aywt3tF85vfcCjYm8WhMABx0jHFKi2f0zmuv5WP8ApGPSNuJdI5E1nUVcv6VOWOGVWpZY8HhHE4GJWRcCRf8AJXE3HkC/3QOx5sxp5lP21rbW2ouRGUWx5K0tpUoq30JBBHVjs7O38vWbbOIh93MdUzzgXYYAcQAMWhSSqnE0FDZt7vH3l0HstYQWwxhCA4HF5/qJIRcBhlxo7OKvEiL5GcC5bmMawYNbsks3Ed/zrhW13TlDN8PufkFfcZvNyybN+PcLxfEliHYrX4/8EWdy5ZJe50d9p/I7vCiLO57aikb55ilfubreBxisI3+E4NZGWxjQPDcdQ1OfLISQ1U08Fq87Ts1nHYh8+qS+d3ySXZuchUgoA0ZDjpKkiq7xrgTinmNEh6z3njLj79lteR51ha85zvkS8SbzYPsMiuWNs4ti+PTGZ+cYa1FgWa2w705F77UyVcbhdHWYUB0phX9/vBu2xEuMkDtLv24vDY9rWgtOoJ4h75a3noDWd5alw7Vt7QYgCXyqR3nKWqUOeDe05NKnIVgcU4ixzlpea3rje2TrraZOLc15zxtZbhkGR5Q7n54fyCDguIcO8aTLRY03TP8ANOQrnEfyO8zpaYRx6zXWElSHCypKpN1ve4Wu4Msprq3Y4GNkpfFGcfDa98vfBa1ocSxjQ4AvahBDlCYNn21zC+OKRzhq06HuAxcdIKFVAGZBUYgil0Z5Oht8o8h5A/arba1W+53QJsNnyBeQWmzvwjGx+VaImTIekpvMGJPgOobkoddbkAFTS1NltXTNy931st1c69fzHWA12IaO+1oDWk/0gYZcKbaDHCy1Y1rWAogJcOJwcVLkUKTnnVA4Myq/54m4Ott/bw5Tt1eTtSGEutOFUNTnd3pQht5wJGp1Trqeq9tMX1e7tkIBY15efVl70qbeufBZeHxI0r21Y/IVzW47BhKkojRbVBnXqSjfsSVNNvOxmgogpLj76RuoaAaVHRze5j4jYwUYxrnu6n9PwofZRjQXEK9zg0Jj2lKyuPJYi3ewIkSW4ELFOP7zdDJXHQ0WrlNtFhxVLTjTynFKd+8yCarc5TZ2yskUBC4GhssUbnBsMNm5yoneLWRoepMjzjyWm53Obbvee8+a4a1CeAL5FUcgxqJzSuhy3vNXW2uNSp86Iu6uzhHZet7DUjttBNvS6O4wJCo8SKAtaCoLoD+HUOSF7bhhYXOjLyUVoXlyVAMU6U8x7ZLdwKNcGIqOKLnzRSePwr+uxr9kWQxsbtUG9P37L7tCtNmjGDLq/PvE2PboS1ENhC0olyUkf4UTWulOhm77xb7Ta3G6bjrbZ20L5pCQU0RtLiOqoGjtwqbttoy6nhs4i1XuDVBGAPzHojQSeyv0MfE7x8xbxn8XuM+N4NqjxbjAxa1/vzre1Am3L7Rtc55ZoPg7MUtygGpUSak9fDb7l+a7vzLvt/5g3SR8t5eXL3YnAanKGgco2owAD9KVbXyxzTOnYEt1IYOUbcGD1gA9tV/ybkUdU8Q47LRQCpK9Ao/H/kTu0PqfY1HXlPzfvcTZW2rQCS4g806Uu3ZqPiLVr8eY85Y8FNx7fbueSrR2CWwHURXFEMgDTXtnefcV6tHlbbXWWxOv3f8A2y7KNXgwHBDnjmeVZI3XLpIwbj6fCruj4zFZsaY81qNNYbjK7jchpDoXuT80nek1qTqPWvXRLPb/AA7diogGaY9ce2sfbQmMl7QXY0rXzD/jpwjnHBL/AJth9tjY7mltRLnRpEVlCA84ylThaVsALrTqk1oahJ9evTH2L/yB84/ae7a6SSS88nOkDZrd5JDWk/NGV7rh0CHKgV7tsMkYLxqiAwy1MC8OytTXlCPfeO5t7w7LYKot5guvsqUpHaS+2hakJfjbxQtko9daHr7B7H512XzR5ct/MexSCba7qNWkEKxyYxu5OBPrGNU5+3abgwlQ8ewj+r2cOdBDZ5ffzCSoEqStZGgp6lRUSpIA2qpQD0r0Mt5fEu8KNzN02ifpHxAzq8LWshqa0AEkJJPp8aVCgQKhJCf6a9WSH5HtGaUDe0qHEqvw/I1W+V20XaC8oJCnoalLCto3KSmqiT9UJUAfXTqvX0AuIOrStGbKQMmR2DCE9fD8qimC8g5FxXk1lz3EJi4V2tLzYktIdWhm4R0uBT0OYioJSsDchRrsX1z7zb5T2fzjsM2xb1GtrKDpciuieQgkZ1HEfqGGaGjsM/hSEAgtIRw4kdOozBrbi8I/ODD+eMHsSpM5tnJ46GY8hqQ8lLzT6G0pcZlbyKOoUCEn/P26+R/3f+0+/wD2632W2uoy+yKlkjV0vYMnjDiqnlkaINaI9Ia/xLZ3yuOfLFeRwSmeO58ezFUHQI/ZdWQKblAMKTsI9dNwNfTriuslqrkOXupwF+Ixz5UhCI6th1CqU2qG0bijQmvxoKkJIr/TpuZjZGEcx20QR2nggOfpw60fXjzlv2cqElS1Ahxqp3VSQSKL0prQGteuOb7CLLcxcOB0kp2dv4UkjU0xj5jn6dKafeWG8ow/uhPc2Mg7k1rQD1HoKUrXo+8/VWLZUVzD7sqhApI5mQOHZxoELgn9lyZUcghKXHFFSQdraEGpO71ANKaD406AmZweSeB9lOxt1N8TBF9uNUXCiPX3llu5SnO5DgNOy1IUQpluqyGzWpCl6Vp+PVike2LbPpxg4tHv5/mK05/7RTN0nuzoi0htxtbsfZRVTVKQAn2oU1qCUiv4e3VbELgMAF9VNtUAAn+NVZlGUyLWxPDzikNModcWHN+0lpHxorUpQug6MWdi2e4jZGCpI7ceXMmttx7a1X/PzkFOS8osRGnwpMV2TKeRUq+S1lGoCiN1fT00HX2K/wAPvLsm1+XbreZBpMjGRt64q53LFECZJTW4hwsWQlNbpCV7Bx9ZwoFLp2rvanWtwKktr2UIKhtBNCPqRpr69exbpJ4C12JA/lQOJvhSE54e6qVKTEkOsqG2gISa6EK+RT61SRtrTWnVcJ0EtRKMNZrjD4yhIpof8bl6+xypaC4QP3CqhStQdUioFRr7/Xrw3/lraNmiMpCkRD2oKcwLI2g94Eg9gypsPLMju3dl1JHypTcfklP56+mta/m9fb8evE/lZgED2/Dj6cqnW7tMaDjRV+Ed0LGUSmCs0cbaO5VEkVKRVCT+UUPr60rXqr+ebdR4gCENPXiPQ1Duj3xzJFMrzWGlRU8EpG4dwKpuIpSu4k6gjQf8OudQEseQMGuNbaWnLOoDbLoESNjlUgKbPyO0pKQEgqJBodh09q9GoXORVySsKVcEPI4sKM3sAK+2aK03HSpJNdfj6e1PXqezVyI601q7B8KiN1yREhKlLUASFKCkqrUEHakgetB7j36UYg4KtaUqmBNUld7qtx1e1O4kmvyrQ7zVCCTuCSNCfp1LiYgAGNOxsQ6jnX3jc55MpB3pFFAEgV2gnaQrXUH2HrT/AE6mRxk8cadJK4Z0aHGuSBIZYU5VQSNw/wDiqBWiwKGh6m27i0hoVRTupzSrkQ44dSlXZdnluR0uFO5IFSNxNARpr/8AD+Hr1LunEhUp3M1Fy53EEoSappWooSkCpBArQCvrTqCBqbh8wreNSSyXBSHU67QkAK09KehPtuUOpUEgDwRWcRV42WQFoad3Eeh+RBNTp+HqOrRZuVHVs4uUYCrUtNwQ1QD1FANagACp1I0/8OrnZ3ekACmJWL3xmKnoLd0tcyG5tdS/GdbSlQBQd6FJIPrUa+/XQPLG4kXUbyUcx49QJ/DA01KwhpT5eBoUeLOP/wDy1fzS0tsSpabvf5UzcsLj99EhXcW20hJKHQa7ApdFbRXr6HbV5qlm8vWk7mtc+OFgRUxDUJ64j30Oj25r7hxU/uNAOHu/jV52nAI96utrvd6tUeVNtCXRaotPuW7YHkdstxi+lFrhqDZoXShxxNTtqTXqti3be3v9zvmtfc6i7mi8smjDihNWYSOtrb6O3OmEoCnFOB4+rKsZzbyHinFuJ5BeslyC1w51utUiZdJb10btNsxyztMFUh+63iatKcfsamk/rzHz95KH6cVokjrNzv2wxESFJHYABV9fIJzxNIt4VILQreJ4D88a1BfIvyEzr+TXmux8AcGJvDPjljt7RfsrzM216xN8mTrFWNLyyXElJSbJxnh0V1cPHYUgh+dIfVKcSHFNpFTddxzu0xFrpBiTwJ4AHIji5MkTPAWWC2bFETMCiEDDjz/CmVs23F8Q8teIIC4y4Hjx/H9xdxfhzkqrP2+W+RXI18hQMYw5kObTMvTuV5S0p1qP3VpVHIWpO2nU6F831xuEL5DGGR9oBLndAGg48koZLIxlo5jykZeHSH1gNb1VxCAUsjzdv0XKMj8tL1EZRMyqdPyrjODKjUejysgvPK0LH7cyiOoORH3IZhvOSFqC0txWw4s6JT1P8qQ+Lu9u12TVe7sAc8onUjLGhe5yOZZygYvdJpGHEuDfwXsrXB8iMijzMsumP4+0/cMexRubiuO3h5Tvbch266vR8jnRG5Tq1l3LbyO+84r5pYQ0hNAT12BsTmx98APJ1HkuCD1CgbdId8wQKGhTiAoBTIKVONUjkzWLLMOzxlo77NqetbiGlqQm33AfFiS+oJTXY8lSkooVVdqo0HTrmxYNGBI9h50nU8cVaPehr2Iu9wgXsyFXy2ouTdhhNR7pcmXG5RdXbWAlCrhGWn7O+xEILIWsUKgDoSateCxxIeAQnHLsSndelo04FeHDrWQjW9gYlf1QLq2rITEZmffx1MOR0LUsKetzU6M0mU9fZzDqkNDdTRatKDp0wtaxWkF6Y/lhxph0w1gSA+GcP4laklqyvJLvg2P4hksx6Hj9mduLqGZrqlESJzTqf3C4IVuU7JVJdSQ9uKjtFakCmRyORrXrpGQOPp21p8MelzhjqwOaFeXJOlbJv8cvLdz5J5C4lmsvSGp11suFMy5VufL1Z2NwJNlnXhl1JJbZuqrP3nt6gSkCtNB15g8/W5s/MggiP7bZXuaQcQqPaOxqmuqbJcum2Zj34q1rSD0BYT6w38a20sAyKHe4cz7ZYauduvjsOWltLe6PcmEoKChaEpUluc0sFO4U3Gnv10jynvbd02v6+FG3tnMPEHFpH6h/oe1cMsxVI3Ow+mndbyd6GVmHI9E5tPr40v7z1yKNelW6ysyltS15JaVfbPoCHQGF/qoPoAlOvpUH169B7FNHctMsXyPGr1cKoO5W01vBH4mYcR+HpyqveJYSrPkWLuyHypn90S6vuJFWUI27VhSNo7On9CR69FL2RrnOd/pT3UHiYkgAxJkHq6U3C95Ta5eIxFNXFpMcQH3FuJUNSG3EoLXyptHr1W43NjBe7AAeyrY+1uJXRxxNLiSOw8qVdYrdaIvkbZZcKah6Gx37ncJiCkpXILi3HGiqpIcOifcdWUP8SwEhOBafZwqu3tm+23R9uh1Ne0nDEnM03jB85xWBlFuV+8wUyHbf+5Lb+4bISFuBumqyfk9VI+oHQB6PhMY+YY+rnVjbt96ZPqWxkwqgIx4L8Kpbz4y2zXzCEwIFxiyJa0tOsNMuoLxJdR+mkJVUrIJ0Oh6IbEGjWSceVDPMFtOyNrpGkDUOGQ9P41BcPusGPw1KU5KY7xbUpxBO2rjEYJXsANfjtofoR0/GA28BOWpffUZsE4sCS1Eb7iM/fUM8CWX5nId1llAXHZg3+7l9NFhe58RIxJHoVOSND79efv8AK/cvoftBdW4/3b3cLSEDmNZkePYwU/5bY43zGjJkbz7gAvtq04F//wBqeS0aG/JaREylWQ4uopUAym4yP+8tbTi9EKJfjFIrQgmg6/PttFw7ZvuxeWr3jRO+RhTIFx7qnt0jotdIkIdDHJ2j1VbvLsVp/HZNyfbSsQYctwvop3YqUsqDjzSwQULbV8gfXTTrpXm2ET7U6dwBdEwkHi0cSOzn7KjEjxObfT30s/yw5kuOWfx9ZzzBYWZ98yDhaZAYz+3WdBdvknGrXebaMkm2pslDi7o5i7bz8ZJKQt8BNQTXoX5Z2xnn++8vbdukjIrj+5Ngc6TBgkuLeVlm95x/afcmJjzimo5pUKSaRltKWJ4gaWpzBRezBceYpGf8g/8AJfzJ5Y8ly3fE7mTyJ468XjheG27CMDzPPf8AyTcjT41ndazHMMsgYnPfyi+O5PcH0OwkvXBZSwnRppKwnr7of47f4qbB5R+3VuPub5e2bcfuebmVxluJvrYra1RjbeKPW1sIc3S90gZAXd5rXPcW1Q94vf7hevZ40w2thaI2anBxIa0PcdDzGS97S4FXFChKIAuK33bk+zYhKstx8ieaModuUqHJurP/AJw8rSLDvbStEVm3w5eUhIajocUA4UlSqn269I7X9mPtnssv9wg2DYDvHGYbdZlAf0xgwoG9UU9BQu4+nupA2SBrYgMBiFOZLgChd1cvIVcvij4T3fzI5CvuCwM8m45Hw3G7bmWZ5TfFu5E1b7Nc8ptuLxbpfbhlOUWmx4nguIxZU295Df5kpTcC3W4soakS5kVlVrm2rbtvtwbK1s4yqaYrSFhccUaxsUXee4o1jAFc5wxABIRIbSOQGaFjo0zLWI3LF2pA1gBJc4lGtaShJAJF5T/EThVl5tyLhSPyvlWP5XxnZTLzJ68YrxkyXZeQcoZPhvGeVWKfCzOz2W08U8m4Rhs/J7TKuk1m7LEm2wyylUzejYsBPbRy9wwvaoBjDhpABc1zCwlWOcGuAUYOKnQa0bm2Y5znQweE3Bxc1jBqxKNe/S0gtaSCU/8AbCfusNeuH4Fc+8Lc82TiXirzOyHB83W7xTjTV2xK98kWdcjO+ceQcxw7jDFV3HBuT7rgMvD7/ZuPLvksnLFTU2dizxUIQ29KfZbVTPMf218g+b9uZ/8AJvL2ybhY98kT2Ft4hDGh7idMLJ2nvIGYPVeC0uCWE3TmRNHjICC1WDvOLdIc06DiAdYfoRzeYqGcneen8iPE9uwzGse/k58g8/sea8ey+RbFPdtMTCcgttmcyzNcNYj3sZPacjvMmJPf4+ny4M9m4vx37cWXahThSOTz/wCJ/wDjq50skvlHa2nvHQyW7bFl3iY2XLWtwwRACOBFELfcb9w0tursWxa0gCWTQQ4fpBJJTAO7xzACUJOW/wArX8hsnjKyZhO8x+Z8yZzPCLhjt7sOV3Kw37F572RRjYkkWSVjyIVvft8R55aXIqGn+4lNCdyj0C3v/Fr/ABvdsNhuEHk7a2utnxzQujfdNcZWPa+LW76gmSNjmguierCBpISiMQupLx1vJc3LSXBryZXEhnFjdRcACEaMFAxDlxpV+HcaXPIH13S+PS4ltLzj8iTKU5++XiS4ush1Pd3uBx5xZK3XKqI9B6ddX27ZL7eJ3X9+XNhe4uc4/M8k4hoGXTgBgKMTX9vCwQ2mkpgEwa0DgK7OQLJYot6xjH7ewY8aXElIkhLi3Fku95pp5TayFKVRJ3Emh/p0/f2ljYbpbsgYdACuClSVKHH386atnzOtJ36u+QjSeBK087yB/l38sebHsEwDhnMsk8OvHuw2bGsXsPGvC19ZiZXeZdtxFhuPk3KPJLdvi3nIr5cH7QNkOD9nbILAShCXV73D5k+1n+D/ANn/ACbYp55toPNXmC6uZJpJbiN7LKEzF8mm1svFKuJcXS3Fw+SV7yQxsUbWsodNdXToTrdpRoGhhcGjSgL1wc57syTg35WNAxIqzvKHyLuKHoOReWPkvlrDsEyXkXPmnO4lpbR3SkPOt2y8wnpbqD8UjclIUa69d12z/Hn/AB72WcS7f5N8tCcMJDzYQuDQqFBJrU9U50OcyeRqO1hpciF7yTxxBcicapi/5DPyKSq5ZFyLml8eJqpy9Zpmt+luspCStJeu1/nLoae1CToPbq7Wfk7yTtEPg7Vs2w2tr/TFttk0H2QY+s1oWrEQRgk4444jIqV92Ve60Y9jdymFMjN3JMYx0uKtdyn5HOhNSN3dS4bTLuD9selpQKDuN0oT8tT0d2zy35ZjuxeQWu0x3TW4ObY2zXsJOYc2EOB4ZpUa4j0sDXW7XY4BBj7Qidc66peDYVJmOShf7HCdZaUiG2xi4iJK9wCHFhltLDaQkkkIqD6jXq1SyTyFXbhI0AIAr0+KJ2YU7G98TNEcAQ54t9PXUdmYjYI0WS9fciwi/WtxIjpL0CZa7rZ3XRsZmWqexETIZeafKVFxLiFoI3JUFAdV3cDesgcLi9jubRwQxv1OaQeDo3gse3+prgQQoINPahK4BsT2uHYWkcivOmOJ/lr8qcMwXAsC5z4o4D8nMQxe3WKwYZe+TrDkmLcjwbPZIKLVaYErkTGpzknIJLlqZDAnzG+87RKl7la9fN77j/4Afbze96uN/wDKm8755XnvZHyGC38G5sg+Rxc4RRzBskEReVELJSxowYGgACx2G7SvY22kLJY4gg8RmpycO8C0kNCNBKnDPGi08c/5BeMvKrknEcZ//JYe4Dyngm1ZrzFdLxZ+R3ss45exprHGos+3qsstiJNhXS5yYzSWntiqoCt/yKa+Hv8AIP8Axd81/Yryk/cJfMVrvO377d2+3MYLSSC7MzpRJG5zi+SMtjapdpeCVGYGB+xnZcSoyNsckYc7uuJCJiEIGZ7ffTD/AAhvt4unA0y/vubb/n3LmY8rXeQ/q+7/ALqltSIiHVCjqizFipba3ejYAFB15F+8sjLHz43aLAfs7bYWlqwj5QLZhDk7XkuKcSeJok3UI9TsnKSua02LGLTLg3h6cEiWLyYc5httSVDtGM1vQ4ysHY6VKKamvp+PRKFszLlswAeJEdhiqgKMePAcjTRQ41d77oPdc3ECMW9woQP0UVKFgU2loe+lKddQY8FviA4MQ+wZer8K0CcOSVPrzdF4Lw27dgg2uRlGQC+SJC2iHp7VzRCi26WoEhYEm3W9tLZUEktAH0Neuj+fPMm52f2121k7nNLWBrA7A+C+R0jEGYDtTnBUUFcjUVjQx7yABqcpPVEx9gqCco5Eiz2bEs+TGlTYVoddt18gwAt6a7jd+ajxn3I7KQpciRCkqD+hBokhNVUHXGPN+4fRxbb5qjxt7Zz4p2qcbaZoD+BxY7vKUaDxGYmwuEgML17zcO0fnlWl5/MbhuFnz45dxjC7ljyWTiXEt1yN/GH4UyPDzJ7EHUZnDu7cJSlW/KmnkR3bhD/Tksuup7qErJHX3W/wQ2+4m/xS2Szmc8W/903aS0e4FJLCW68W2lhXF1tIHvdC9pLSFQlEHKPMLvpt/mklAc/TGoBCglgwKKhGAIzHELStrPh1rshuN/Utb0e3oU3DkyVvRHFy170iadykfcJQ0CraFAVqD6devLLaYLN7rskuawd0lQh4n1j8aDXF2640wgI4nHiP59alXHGLtsCZlGQFpuLKWi4uNTHFoYeaaWf2SEXwod1U19vuuipAjtELoF6l9osWguurtAHnUhyIB7jV6nE9BjnUHdryRBa2amUd0EZtX53JwIGA6kJlWUysfuTDSX5rjcp2Wq4O35yxzFwojDz6UUiRu2wt5FwkSEhISkhDiwAAKHqZflsgUuIJK69BIAJyGAVScBw4Vqxf4S6WdxoDQzU1Sf8AUVOIAOeYzqV4xyfznhmA5fxJjfK2WQeHZs7IXbphNntzZcau+Twre/mNjtFyXBVkeOW3LRDivZC3EmR4s0tNqdFSoKCHZbN+5nc5WNkkhCA6HEh4ALSmWtmYcQdINGhusotGWrDodK5VJaAGkoSvXEBrcTjVUf7yyyNiknAf32dGw1x2VIawiRdrd+0OPS3HbvcoYhWGDdMxl43NusdUx/HTJbscm4VcdhrfUpZZMNqL07h4DRfHEOJxUAjVoaXK5FAJAcndXhUk3knhi3a9/hf6QclGGp2kJyK5Y5Vh38yyjHsOlYhZctyOLaswmNzsnTLt78KRJfusu3sT2Mdauki1XjEod3jIbRc029cVu5oaQmY29sSnqJdxWzCJi0OvH4OkfGdQBIVrGvc0N/4tKj9Kcct7q7fMe8W2wUBjHtIIAOL3tDiceC4daHnK5qm4k+NDjtwfu5EKKhtASlKGFGTLaYQ0lIS2yyl1CUooEpbSKDqsbg4ubI1uBcfiSfx9lE7UAOYJCrWg49Qg96V7+OYbMBu8y2ik/axVrWHECr75KNyyUkJOxwjaKCvTuyxCDxZR+hntpm+ldIWBwzcPVnwrG35S5qZkdtsreukm02R2S8skRWrnOjRl9nahQWt0OqFB7p9NOo12HTalXVIWtUnLUQPxpy3cGSAkftsDnIP9IJ/CptAUpy85vJZJcZjWmwWtFNoCRdn73f3UKWFAFXZeYChUqIIr6jotbu0zXMgILGRRtw/1l8iH1aagTEOjt2Hi97v/AAhjB6gQap2TfMlt7d0udpuD0Jlc27Ro0RUOLLtL8e0wof3gdtr7QipkGfLSFOkF3boD1Vp7u9iD7iBxbGXODQgc0hjQqtyXURjnyo3HbW8zmwTgOdpaSVLXAucUxGKIMvbTMv4qcfyLmDzv8fsXlWXEmrXb5D+e3mTabM9GnhrG7WkwUAuuLhMREzJo7aW2kgEkpO5XXDP8jvN+47J9or4QRwNuL98NtqaNJDZFdIhXLSwgADiTRHbrC0iNzeMfcOnihLGte4FmqV4ZqRFXE4k5Vvr8oXH9vgOMoJDcVhLKAKJIShARX8PT8OvjJ5yvHR94n5WqepOfvNFGsHdhXIJQQ2qyLzTObbawkuNSJba31gkqTHaUVu190pUgUr9f69eeoLB3mHzHFZsxD5B7OPZh76IMDYWEuOCY+r+NGXc1ti9W+zxwlLFsYQ0ltFKBzaEpIA9kpG3Trv1yB9dFYx/7cLQPX6YVCaf2i8nvOIH4lKnV0UpizBoD5OBIqmqtPUEkfWvr69WmVpt7If1EUtzy5galRjMfuIeDs26Ge1KuJRHAqQf11BJBHr8gTXqVcE2+ysgGDpBl203pLkacsTWu9/MZ4fWK4cf27PsPgNxMtgNOPTEsNgOSu6j9ZtQQB+mVg7Qffr0f/jZ93bzyB5ob5a3edx8rXzWte0klrH/peFKBzTyAUUMltWPOg45lpJXSeA7HceVasuL44m2yHxKQ63dEPFEpt7R1t1JUlYU0dQtNNaf06+rG1iB4E9s8SQvaC14Kte04hwPpyoDfeKAYzg4cPw9M86mlrUUz7ghRBQlkVHuNpNage1TX0r7dWG0xlc08qGShI2g5gJUfS8DKkMqSS2ruIVUDYdxIIKRQ0KfQevQ4/MQ7IkipQaQwPGIQdPXVK36H+3z5VvV82JRLrS6DaBU7EBajQBJ16A3cPhyOj/ScR2fwolG7vNc1dR9vYeGNT3x85myDhHOYF+s0x5EduW0i5QUqX2Z8VCwVFLW7Z32tSk0/DrnHn3yLtHn/AGGTZdza0T6T4Mh/Q88Cf6HZO5Z50UE0cbdM3+w7A8dJ5jl16Vs0xfNC0zPHu58ot3tkotVmYcfcEirgckSIsFKVa1D4kS0op67yBSnXzFn+y+8wfciHyS63P1U9y5oYhQaQ5xC/0aW6g9U0qVqW0vOqEoHgAjHulp/UP9I+FVgErBIXXQkAGgVXcaED2UT61PXnMlpxbRuPSCQ/jzq9uJsjVbbjHZKjtLiBqo0oD+QJJ2/L69UDzdt3jwmZvzNx/jWlDArlQH+Ap1HCmQIvmMfZuuBwhkIIOiqKRT0Ffiaiv9Oh2xT+Lbm2eVcQnrAqDK5Xax0ofOX8aFrmXa5BIADS2mgPj8iVKJ0qKmtf79RGwNF4GkFMV9VOy4Rq35eXAUM9ogvxbNkGQpb2F8tw2VgGoQ3Va6ECu46gEetNenbi4EkjWcD09SenbTJUvDDk0VIcIyFcxvtLc3AkrWXKhW0alKa67gBp+P1r1HmbLA5uQac+XOtn5iOFVd5BSjbsQv05lexRiuAlNRRKkqSVAGhptUAfx19qdWzye03G5wN4iQBfx/KlNRrXP5Vp6c6TJl/5TymU67v2ziw3uUVH4qUSUmpoCfT69fdf7I7Yzbvttt7GBHShzz1UoF6oKi7mQ2cMAyjafaFXtqsYgdjBxBBUk6bU+pBNRuJ9Bu0P166wWuA/ChQAJVAiZ/l059ar/JY60yFvtICe3QoTodo0qNoG1SSff2PQGdRK7lhRWzcPD0uz+FGn4I5ALfmm3fQKkoP5qAmgTuXqCACdPrTryZ/kztxuds8UBVi9APZ6qflYNGsqi/Ahacbn90+7kxHfUKQ2o19QNg1ND8ASPw68H+XrTwY3s5E1JjLWtQZqfVRA+Jl8MHLYrqV7CVJaFTuT+clIWaqCqEaChr6dAPPEOm0cgV6gj8fbUKcNLxy/KnF3qa1KtzL1al1lJJqfUoGp+o10/r1xpsbRIOKHnW2qcxhVJS1iJI7qT6bin8xIQrRRVX8o3EaamvRSEkuxypK6mpxrFyMilKKw0pW5AVoKqSkjQgAU3bzp9B0XikBxPp0600gyxrExbjcnlKDoUACSK79uwn5CtQSrX+gHp0tQOlKKBCFWvm4lxpsKUaFewblCu0ncd2nrU+g+mvT0Jxzw507E79JryWyWUyg8lSv8idoUQQKHcSKGuntqPTopACSH+nQ06VSiV44vIblRy4uql9tOhJBFfy66JKgaEkgDqWGsjKnpSXvKAkKBRgSZXetaFIB1bGqSCKhPqQK009vTpUr1Z66nDPGopbn191ba1UTUfIE7QCdqRUk1p/8Af6jCQKRwWtECs7GeajyUqToQKEVJ266aV13E1rTrQLWvUVvFKurH5aXGEUPySEkfIenvQfX1qerLYSh7E41qrNgSUlsAqAKaaV9j9CfX/wBvVmtpm6EJ7wrY61P8fuKUuttpP5viQVGlK/IE+xp79WXZL4W900jEEoew503JGXgofVX3yJyXaOPrQJDmP3+9z5CVohs2TGbtkLin0tlWxTdqiSnW0KoNzhASn3PXtfyV5oiutjjtQS64iYiuwBTD0NS9utXSsLiDpbyUnHJAPwpeOdeY3kFco0mzca8IZjEeeYlJi33O5tv4wxt2YkFthpQuEqbmd0i/cKAUiDFQpYFKgkdWqTfbaOMtkuWF6fLEr3dcAE99E2bZcSOBZC8M5uRgCc1x/KlvcueGvkJ5KRLm95m8+2HDOLWftsiNitU6TiWCxZiFpVOlsYz92MtzWe1CLaGpV4cQlCkkJQAdQdxuH1rTDbxOaHZmYo9w4I0Y+riMKIstGW6Ome0sAyYCg4/NgPXXq8X8M4ws+b3vHfG9uazwXxXHtV9zHkLJo8SO7yBlbRkP4va7lcGkph27F7Sq3yLvKQkiNAgxFPPVWU9ObbCGF7y9Y4RmcGtCKeiAYlKh3l+JtLYjmuAKqMlKIi4+wnIUujDPJKV5CebVvhJnTHfF3w7uHJPmxyBkE1LtuTzxytx3ap8rDM8lxnUIWxxfZMtu8CFjkQjuTJbinlpU64O1atuntL3Z37pYOEk0/wD08Zb+jWdDmEcJHI50gKFrUPdAxCPcz6hkcoBga4ynUMzGNQfjwa7S1nArxLsBD8s+S8v478aHeSnVttch8o3ax27EoiorcdNryfM7bds3yTIWI61oc7+KWC69xmgcJuE1txe4thPRjy3aubvszbUDTA0g/wDCoYnUEg4L8oTjUG4lDraOOdVfmeWBJPvAXmVpKVgutthwmIM63NIdVIF7RInIVPZtkhppK5zwW4TIeRNSymqnwopcSVbSdT1VGkI8d53PH07aChrgEbkDhw9Xuqv51sstwflSXmnJIkSHZK5UZ9TLq3HXFOFxxSt7S/mTX3A09x02+3gLQCCvMUsTStdnmTnXyjGhdZLjrl1de7YaU4qTSC8tpO1vtSZLQfYQllqiUqLe7YPc9IZaukPzZer3/wAKdEoBUjMdtZQYDl/bSIc3GoMHvKWxDbvTy1FwAp+6lOuMB2S443olagmidAAOmnWV0EDXMDe33mlC4t3fMx5I/wBPuFZuy4flUa8W1KMpsLUt99tkma4p2yNNuD5pu33UZ5h6IAfkCkpBAPTb7eRvce9riRwX48PVSvGjA1tYWp7cOhw9tPP/AIs75eIV8gSGWIESDZbldMdirsTUdi2zdsztGY0qKGUzVNplLUlaQGkldACevNX3dt3Wt0biIrKWsRxVQoILeeQCcetXry7cGS2bC5A3W7BEUZheoJrbA41zduBfrzlMWYj7C2Jgtcl25pai9AhqfZg2rNmkoClSbSmWgMzlJFY5otVEhR6pPkzfptr3F+5xvLrUReHcsX5o3fqT/ScQeBXIGiu42P1tt4IA8XUrDycPzyrB+XmLSbAuJksxy4s229TFP2mQ5EZXa5sqTHQtuJHnOsvx31btpShtYWrdVOnXtLyHucN7ZtgiLHTxMILQe8GfpfpHAtTHEc65Hvgez9tMSezEZj20OeHP3OY7FauNwXKkKbKO84dimWGUBJhsgfIBpJUEUA2qqadXacsd8uDV9DVaswBcjUBh8R6eyjCuHFmQZPxKbNZchukOaqzFUKa28fuGGXaJcbB2qUVK1FSK61FOoty2PQQ7INq6bPvMcN9HJIwFuoKpwVTQLYPxffsKyOZhc29SJV8cRO7d1kOqXNIlvHtF5xyikrQDQVHt6dSmjRt7GKXAcTn09lCt43GG88xvuBGGM7rS1vy4ZkccRnxzr6k/xu+T2WZPIzWxeRGb2W3OR0Kh21iaS1DcQTsCVJaBUwUL2ls1Hv1z652++feGdt5I1hGAIB/DI16F2z7j+XLPY4tuFhDIQhJAHLrxwzzqu0cK828V549beUOUb9yFLhuREtquzyER5DTwd7aosbYkIQ0Wtigkq1APv1Z9gs7q3WSScysI44fCqB9w/OGwb3YstrC1ZbztUkgYgcl7cTRS5Fi+a41xGzcf3qU2wxarzLlMh1KkJM379SQhVKENh5ISqpOnp0bhkaLkMJUgLVLt3xXO2ODWAABE7ePrzPbRmfx02xmLiOUZDIqtT1txzHGZRATtfW0q8SiFj8zo/Tqn3HXiz/NTfI4tr2HYHOTxp57ohUI0NETCna5yVB2GANvbp6YNDWdMSXH2ACq/8rp68QzFrL4p7DuOXq05Q08EBNTBlIedSquq0uIaUFn1G7r4e/cC1fZ+fxd2jR4j3tLeALlVp7dTQvsOFXGF627mu4BfzoyLncrZnGFS12+YzKjZVj6J8BbFOyWrpEbktdt41RRIc2k6fLrsP1MG57X4jSHMnh1Zf1BSD1BUdoqBIC5rg3MjA/xrWk5a8p3PGBXljgGdYbNv+N8o8f5jx0xhMx8xol2zLKoDtvwe+plgns262uyXJkxSKOmOyQn5EU6H/jb9l95+6Pn3Yti2WVsTYbyK5vZTiLezsZ2XEr3jN0jXNZHAFR0kwGRoTvFwba1lmajg6MsAJ/U8ICOw948wK1x75en7LAlWllx+XJiiKxJnNtKrdJcaCzBa2klRYjshsBtmtPfU9fowfeJFJM1pDnuc4Nz+YkgE8wvTHGqJbRapGlcAB2fzNZOOm9rskGCZzybnLMZtUCMgqXtSjenuU/VSlAOp9K/XXokxs30rIySJiigU8rNaloJU4rn0q+OMcz5h4QyCy5rwnn2acc8jRLfcLcjKMNcgNXJNvujCEXizTYt+al2a8WK5IaQHo8uHJjrU2haUdxCFAkIiyAwEB4eEcC0OB4jA8jkRiOBofLHDcTapMmFWo4gtORQjmMEy5jKsXbs68isUza+8iWHkrIp/I2cpurOd5DmJsOSzc+gX5yLcLvb+RoHIFvySw5va5c6DHfRGucKS1GejMrZQyW0bY00O4SReECJGlO65oaAmSIhGkYDSnLImnRDYGMMLA1jQQEKouaKpOr9RcqkA5gET3i7l/wAk+MMzzHlSHl2L3jL+R4EaNyFI5dvUPL8czZqzzId4x3/dNpDtulynsIu9ujybEi2PwP2VbCGYvbjFUdTjdvvpYtVyyNOHfA089JAHAlpGKglVONIndZNYI4i9gbyXHIgFV1YhrhxDmtTJKG/yl5OyHI7HyJyzyVyFY8s5P5JeYtlwutqTBZZdl/syMfsuNWCzWyJbrbj2PWy1NKEODb4kO12+GylttG4lSq15n8DbdjluGvha95EbQwkhSEDQpLlPecSeuNTtqjdLcsja2QgSaiXDE4KSSgCZZYZADAUNfC7ltvGBWDG7uy1LjQcrutuhtSBVmNNZt6L3ZPQ1PyZeKKCgNQeq95c8G52aKznAfGy4e0A8CAHN/FKK3vcvJJclaCfZn6qu2SqFa7Y67FTH+/mJDZeSjatG1Sm1JacO5spWakbdunVlcYoIVaG6jngienSobXOe/H5Uw/OgYye5OXbkNqcXVOOMvNQ0dwjY20yiVsSgpACUBNSo+6jXrk97cuvN5EhKlQD0AVB7ONWeFnh7eQcWp+NEa5cW7fYuOb/uUlpjKcbckPKKS442iA1CnOObqoShliYoitQEgk9XvXHFY2lwcvFjXr3UJ9QNBCzXNLEMzE7LtUevCrFnwbbcpVyOMXjGLxFiCbFqq8tBS2xIolAZUhCVRUv/AJFpCtwNepksLJZHC0dE9gBGLs8eXELkeNMQ91gEmoOwPuqHfs2SodRvsTKG0LC1FN4gobT2/wAvcdlOxt6VkVFD6evQt8F40geEE6OHvVKkh7eZWp5YmFssOOLx5QlTKjutzrfMbf8AkQt8Fh93eFKBSADqRUVGvRqxY5sSuiLXuOJVpXrgaH3IUh2rEZfl/GvVIlRY7DqpUKc22hSkoEyC8T20FKXNjsQOtHY4raNaajp10kbAS9rgOoP8aacHvIaoLuhA9x5VX86+51a1uTcescGW3DIcZLUaNdgtldFbXWlpcUy6EiikrQNpH16rV1d7nGXG2iY6NuSAFRy7edEoYoHnTISAeJwqxLNc5fJ2OzGsmtEhpmaz9uHrjEMcNXBKC40uCpSBv+xmBNCn0SaDqO+eTcLY+PG5oIRHDM9F5HI0wjrWY6JA/TkiZcl+FTXw0uBxOR5aS2nhHvt54xwvjKEFqKVtry7kGHEurrNKbdsGCpJ1BINOvAf+ZliNwj8kWUjC61t/MF7eycv+ksP2wR1e9fVVv2N5eZpCgHhjtxfl7vjWzp4wuyLbY4WK21SGHRb4NpgRtG0SEQWWxDdC1aB4kqKfUkL+Q0HXxJ+4Ec+4b2+8arpJpHPJXEPc4kheAwHRRhnR8kEEcOXpxpw/FzE224m5lOVyXYE6NEcjOx3KCWz9kkhDhT8tokJ2lJSPl69GvLhnO3Nvr5+mdo0pxVvFOChDhmajlGjHIfCr/wCDsJXyDOduN5RL/wBsw5bFzuIf3tLuy3AHbbZVFVFdqcgFcoCn/binqvr0L9svKw8z3Bu9wa87FbuY964eM896OHnpdi6VMfD7v663qUYZ1mvNJ1xvjzK5LLiEfaIsLrYCSGGi3HVGbbS22EBptHa2pCaJQkfQdEf8gC/+2PlGQ8EgcF0uaAAMgEQAYABKaa0PkLDkuPsxpJX8iXO/l7i3iBx5lvjdAkNcZXWPktl8nuR8UaTM5U43iqiQouFv2me843/5d8a5L91MbuuTxW1SokxDMR+TbIr/AN8nrn+CXlb7DfcvzY7ZPvmYbrco2Qnatvu5Ww7buF2HkyRXZdpbNK0eG+2sppGW90dbX+K5oicE8wf3eHbJX7MFDMJHBpfKxijvRtQlMUc9oLmhSBwOo5fsXudufxmRaL1bri9JbeFxjNTmIktUx19dwQ023MkIbu86SHnnVzoz70NxYX+u4slavvJc7ffWVzFG4CORkbY/CDWwiJrGpHEyEBjI2MZgxkbWxMaA1gAAFcitZ4ZIpS4OEZcoepfqU4uLwpxKKHd/mBVZQ4mc57mdqx2Y3dIFjhxFXZNtDDMmZcY4uCIqELt6Z8hp6Cm4OlC1GqVupVoUhXUGEblum5MtpQ6OzYzUiBXIUxCkEaii5LRGf6KwtXyyFrplRSSgwXNMMB7OprM82c4YvxsyzaYUO0ZDmDTaIluxaHLEu14oppAbeuuSzY6ki9ZAt2M2tiOlTUeO0VBQQaBTvmXzRZbFGGIya+I7sQPyJ+p6ZnIjIDEVrYtkudyLpHF0cGKyOahkBxDWj9LMSuZcUUngJlv5i5+zF56ZDyliywm3ErAj2iAxbI4YB7TUNRirlzEsE0CarI0KlEgdc+j8y+aN1JnifHEwcQ3uhOAJUuxxw9tW52w+XrBoikic93/GVJOJUAoF9XSplbuQfIUstQW+R7aB3HNvaxGyPpT3HUvLcJctwQne8lC1lVCsoTuqBTojbbr5qA8P6uMKTlCCpPHgO3sqFLt/l4P8T6eTV1kcOCJnyXsUpWHyZ/PHLf8AcZJyZk1zmSHVr/brJIi47HcdUG+67WzR2SFuhFCtSjUivv1l9NuZiDry9mdK7hHpjHaNAX1k07AbASllvaRtaG5vV+HLvH8KxFi4/gN3q23m6R5EmXCtk6/uyr1Pl3SZHkoTvt7qnJbzlX48poLTXStSRWlIMG0QCdl1O1z5WMc9Xuc9wP6SpJyIUUuXcpXQvt40bG6QMAaAAQnewGIBXGvdlCdpbcWt1x9DrDUmQ6mnfebjRmjIWElSW2CQVBOpJ/r07eF2rUpLggJPHAKelbhQnS3jknKp3b1MWSwSEtrZU7Jbj7lbSUv96S3tHyHz7aTUqUBtBHU6BLe1c1pGp4Hx/CoZaXzAuHdBrD3ORLkZFim1X20P/cKpEaIztDkl632+dM+5C/UkPRkpooU0qPSvUeXVJcQhuAMmQ4o0u/Cn2gNjkPExofWQPxNZu0rLNiy2e62rvXLJLo0ydidqoVgh2yxwC2EHalSHITo3U9Ca19ep0AAsLmTi+Zw9UYYwJ7Dj21GnAE0LQQQ2Jp9by55GPaKpy5TI8fGbRawtxc67vz2e0hsrSmFd8kW68+hYBUlbzUXadwBG0UrXqp3krWWEcIJ8V+sInB8ir7Bj7qMweIbt05b+y1rSq8WMyPrOFbIX/p1+N2so8mM55IdjJLWB8aRLOh1xB3sTL1dn5baN6hopu3wm06H8SB147/zG3hkXlvZdiYQJZbmW4IOehjBE0p0c449KL2OO1vJH+9ctHaI2l7gf+YhBW0PzZeHVCQ2hQNVrCvata6fgT18kPPV2+SWQN49amMafFBCotR/x7x1MV2+ZjMRURWFRYy1CnyV83VIJ0TrtSTr0I+2+1thuZ97uB/tNLWk83Yn3IFqVM5RoavX8Paan9hWu55LLmqWFbn1KTT1TU19ffTq+ba03N+ZieK+uo5JADCMQTVo3pZ/7OMkVCylNCQRUEAV1FBr1bL9xRkLeKVnZnX8yK3rkzbFF2hSY5Q4oeoSQBT8Qa/16n3sDnywQ8GgL6qw9M0paPndcYi7/AIrZ57CJVsnSkQpsZyvbdQr4rJ0IG2un0PQPd5XtuXuiOl4Qg8iMRTIiEjSM0aV9VId88v497xjUMcycR21cu3y4yZ13gQ29xWwU7wtLbaaNvRx+A3ga/Xr2j/in/k46zkZ5A8+TFu3uwtp3EERuJ+VxVdJOBXjlQy5so7hvcOm5BXijgMweR5UnLHoCyqat/eh9HcQ+hQKXA8hSg4lSCNyVJNQoGnp19RdvcFL1Ba5gIIIIIOIcDxBGOFVi7aAQ3LvIQmRyx9MagM5So9xkBKiAFFa1g/kBUQNRoa9D5F8QhpxLqkNKR6HYIPbUTzSJ9zAbmNfJ6KarUkAkop/mr/4k+n4dRryMyR6v1NH86es5f3PDd8rio5L6ZVSr8j5ty0EbwQTroKEVXQapKh7fXqvyAErwo4GNcCx+R9P51fNi5ZvFr4pzbDe85IsmTRrQsxFLOyBcLffrTdUvtj8vbkIglKtKBRB9+q9uXlnb9x8wbd5vY0M3Xb3SMc79UkUkEsIauSsdICCf0rypjVKYRA93fB7uGACoW89OlcPVWxHKAbcoRQioWSKJSVEn409Tpp18H4Tqavsq1qQcKz2MzzGuMZQOncSNo13FJptP4ken06HbrbiS2cDmlbaTmMQvtptfjNlY/SZW5/1Gm0JQVbtNwSFGqt1UgCnXLbOb6PcXsVACCO01GcxpeeBKj1VaXkU0iJjUi4qISy+tBX6bdqVUrroASf7norcNcLzW1S0tJCccKVG3XGI+XOqUtePxLlxI07GbQnuuPOlddyVCiglX1USDrT+3TPheIW6cCoPrFMElty4ALinqoZbLDk2W4P0WoIDykpqSa00GmlaGmo9+pUzBKRhkfQeqnC4FoUIUxqjvKvLv2njS7F5+pcadU4RtKnEpQpYKVVBSge5Hp10T7X7Z9Xv8bA3KQe9Ew5gmsboLw1xKHgApPJK1Hsluj0/Kr7OW5uE66S3ASQslsuroNNdyQPr7dfejynYf2ryxt23AYxWkYKcyFPtWhV5J4l1I/hqQdgwA9VeTetxK1bf8QAoqG4gk7d1AVhNdfeg6sDnE1FBTAgALh6cKiVza+4YkBQBUFa+qtoKSNK03DT0r+PQaduJ5rUyB3hgEDMVZvjDf02HPW2HF7C463Sp90r2ig/L+P9euD/e7azuHl8SsxDWuB+OfrqfMSYC0BX5j4H0406y73oTrZEkhQWlcZtRKVUHzbIVU+pVUf29+vnvZWBt7t8RCEOPuNKieXAcQQTRCeMNwX+7xHUKASiSCvYkAfmT6j5FSkpp6aGnVS+4MBjt3IFKDPrTL2hpTtp0QujTlhiKCwNrSKoFDX0CQo+oR6E/8OuFCHw3Fx4OpUZIQ9Eqtbm8p1QSioQa/L1qSaABZ1Cf/AG69TIWYr+lK2MsMuVddttzagkJTRSSQk7VKqVEkhSl+v9RQD+/TkkhjZpFNJ+puJ9PhUuTZW1R3FBI3oqUkbUpNB8iVD1Na/gTp0w24cne+VaSQRiarLJGHG0hsVSlA2gCqBtJrVVanQDU+o9K9FbWVUy9ONPRhoKH5kWo5b3QyQUJ3lJOm8AAEEmn/AOEr1/16PxPaQrQtKcUPWrtwi6q+5ZSa/nRUhQTUJIqpWoII9x79SHOXsNaJGXE0dlllfcWAag/on8tP0ztqkAHUnTTrFHhkdKnNAagVUqNtPhuWQTopRqAQD7etT8SR1DGDulbrJB79fduomiaGmqST/wDFqBr7+3ThUuwyrKtHGJ2w0KgtQp/+DQ02gAexJ9TXonZP8PPmErFXPlVtW6an4qcVtIroSFJ/t6AU6sttKAFca10qW2i4gS21JolvQaHUioNDX1JP+nRGzuRHctcvdrajhUizjC53IFjlxoGVTcacENa25ESOJaUvN/JCH4y5MRpTSqjcCsAoBHXWLbzXuWz2hubEtL2sJRylp5tKEAL/AFVJtbx1q8vjQ6xxyHVOdJA5Zx7yowrL79jl08jcTwC+W9LRkXJeEKtN2i2uSFPWt6yXmTDugOO3FCSCUSAkL/yqk9eqvtfNs3nnyszfLN11HLHIYbiPTjDO0BzmOLce80iRjkAcxwI40xfb9dCbwnOh1HEZtKcEVexFONVHxpwWzyJla08l+QszmTI7uzOiWy14/kRzObeZsxtCJEu8RIltt9ix21WsGrxdkqQ00krdUfyddUi2ewtYi+2Y5zmlS54AHtJLieAAoXLf3t04GdxAyaG97t5NHUnIY13eaOXWXj3xtyPhPgj7iyYDlDUzFLe7b20HJ+XcjnS4Q5czF2VEDUleORLVH/Y7Q0hCY7qnHHAlYUOuT/eK93Dy9sDLy1YlvdStgfpj7rXv+USJwcGkHniKlbXcW/ilj3F0fAkqTzPQAIGj10vLLuFchxziJ/GcYx9uBlvLCuPrZ5B3OE4PvbLxDitxcyGx8ZRHGk12Q5a/3G7MNhKnXiGySUVHO/szv0Hlvdbfyxvdw90l5LJLGwpobcuaGgOGYkezN5VHaWnqV3c/9MZFDp3AApgfDB1Bp6LieqcqB7+ae8xLblvFnEVuSyj/AGLh2O5veWm0FK4V5yiBFVGi/pHsoeRZ4kdlSB8kbClVKdeuvJsOuK7vwFikudLSCqiPA+1xoNcuLHMhfgRH/wCtD24AUnrjFpuSm7sXKCmay8khP3PbQpbkgdt4KmOKBaQEfMqqfTrqexwRztkZO0OavEfjwoNuD0kHhlG6Mxlnl7K8uV8azmjMuuFrdnGOO5ccdUvvyXGUiq3bYo7Ez0galIo6UioqNOkbpsEsTDc7YS9ozjPzDnpOTuzA9tatLqJw8O6wGKO9Mj1qoI+SP7VNhC2FFRaWhXqFNmhQ4hYSpK21VBSqlDpTqqx3L8lT0yojJbMOWfaammO3a7qRJlSn3PsiEsbHqKUsq+oqKrSKEU9gOpYdJJGS7FpqJIkLwAqjPs6VLP3J6RdbVj9pbWudI+3k3CcWlLatsZ5aqJAH6a5MtkfEroGxQn6dRQ1zzoaCcKlM0OAcTl+Hv5U0j+PvldzG1T23FtxkY5f49utNvS4ygxg7eAhtyc4kbpEl0uKkOrWNyjTSgA64J924C2VrS3VHLDI4niCxuCevBBwq3+Xoy5j360LXD1KVw5qOGdbFWE+USeG+RLHmM6O1dcXuExDF4TI7DkdzH86gMuPiVvOx63M3uM/DfZWlSdklOlT1518uXU1lc+MxofJ4TlbnqT5gnEEYpxC8avM1uJGmPgvDqAQQcMjx9tO8xLlDB7NhNnsF/sUHknxl5NhJbskG9x2r3/sRUxfbRj87vFclVjhvlTMWW2pMm3OJQnft2nq5XXmm82WC2fYXM1vYNlD7W4YT4tm8n/ZeRi+3Jy1KGqARpNV3cfLke7iUtaw7iwd9mTJgB87f6ZBzCKcsRQtc+eN//kvEuuY4RcHbvxbd40mdiV6kuiQjHpMhttMbHb7d6qDkltSglh51I7zYA3FyoPrPyL9xp/M8MVhvkUcPmHQCTGQY7lv/ANaADgc3taTpJKBMuRXeymwmc5pcGAnB2Y/0k8+pzGVCzyp55Yj4x8KXXN+QrnItllx27YZiFzmxbdNucxEvJlvoZVHt0FLst4VjuCoTpTX2663c+CISZzpbgF/LnUe3aYHRzSNJYccMVRTiOGRXsqGYVlGTZncp2f3hl+DMcYXIjsyg43Mi26X9vPtLkxpRqzKkQ5CFltfzbCqKoepKMELWt+REC0xdNa+5fIcJHFcOGaJ2fzq/538mlh4WsrkDIo811UVLMEuRozklvuLbqha1oBSgEa6nqq7vE2BhuNeiIZhFReZ5V0byvske6MZDK8CbSodgNSYEIUK+6hFsnO73klyuvOokt2dbWAFQozySwGyFlSf0DUpoKg1/N0X2K5E+3hoc12BUgIF4Z45VWfOuxjZ7wKupxA+bU3Iqe04cyOeNF3mz19uPD/2tydU20iwzFn2q8+XeyO3uoBR0Db6A+p6m6GCcu/UiL6qg7dIWWj2foLQUyxX20aHhvHGL+M1iuMlK0yshyu/T2CPzqj2xES0x1uq/xSlqMoj2FadfLz/N/wAwMf8Aca320El1jtluxo5OfqmkXl8zVojs7Ejlm/rnf/5UaPxqJeVFvj36wRboy07IcdalQ3WEBK0Ot9orJeSqqQxuGvuSaDXr5l/cy2F3FDucIf8AVMeE09uZ5AfGjkDi16FNJBWqz8POY2rrx5Iwm5SSLrxxeDY22VgIW9jkuQqTanw25td7LG5TIqNAkV6NbBuRht2wTklrg2RhVe6899pIwOl69gIqK5/hk6yEGQ6Vr0fzGWvPF+ZFyevnFuUYBxKxarJC475Huag5hnMNwmWz90vuT2i9NqFmiz4st39vatbrjU1hmMsuoq4CPsX/ANvXbftztf2/3O927etvuvuVul6+S9si9sd3t1nA7w7eARvLXyxTlLqSeIOjc50bVHh1SfMAvPrEdG5tmP8AbIBIcTi55KJ2Nza3A94kBL+R53gOBKlSstyCK6WZLj8ezwSxc7hcZLe9aPtbZbnnZEpDalbi7IeYabI9/Tr6HO3nZdri8XcJ4+7kxhD3E8BpYSSmfeLRxqJDazzkfTsKEIpwA9Z59FqIJ5x5Dvq20cb4FZ8Ttj8KNcoeRZ/cmbhLetsglv7xNjsoZZWtxYUpLbrju3SoPvEd5o3W+AbstnHBC5gcJLh6nSTmI481zALvVTrbG2geTcyuc4FNMYT/AMzuPYKxT1t5XyNbqck5cy6bHdcHet2GtRMQtW0nclhtyIhqWpCa+6grqLJH5jvQRc7jPpObYGNiZ2ApqPrNLDrJjljtmkDIvJcfXinurCv8TWx6SXm38iZUhtQkyJmYX2RJW4omrz0hU4qUs19APeh6iP2NT884QYl00hPaTqxpf1TzmGY8mNA6cKrq94Zjb842KLEfuNwc3JcuU66Xie5HQkVdW0mTNWBupoaA6dBrqwt5ZPpWa3SEpqc97kHEgF1SopnNaXuDUGQ0gKeWX8KiHI+G2Oyz8Fttstotbd2uizNcYU67IeP7dD7a1B9x3c7VSiKivyPt0N33brS1ktIrZmgSSnUVJJOkY4nPr6qmbfLJK2Z0p1I3DoFJSrvZxyPx/i1tk2xyYt9vkDBb885JWhSmC7ONkltqSgbEx1R7gRUetTUdWyOzj2iwYYtRIuYnlU4nQewI6hZd9XM7XgHRkYdAo+FZPJMjW5BuagtKW4r89x1Yc2Uaa3obAqCSmrZIpWpPUXcNylfG5pQMa53rHD2Yn10uC3GsNTMInp6ChNsjzsq7QpDobW+4u4ylqQDuU0WHQ2lf0KKig+h6o9sdVw2Rya8T1RDn2cKMuURkBdOA/lRF5ky7/wCSGOOpcS2UWdc94JqFOuFIY7bfotC20N6gE69XbcWu/wDi9u5f/bBPwwoTbKdxcTzQfx7awtzssO8LejraKXm7DjP2L7RKHW0/aNLcCW0AN7S0Qqp+o9+h08TZyWf/AItiH1dKdCMdqOKONYC1Qcng/cN2jOMntSowcG0XB55pJ1O1EWaqQynft1oj5KGnUC3ivWEtt7qaJw5FR7HLUqR8IAMkTHdUQ+7pUnk5TyBYIbEhHIF4kSFxW6NTbXjMtG5aSFIWldoO5tR0TX8oPr1Ol3Hd7GIOF5I55H6mRn/73Kovh2s8imJunji78868LnIPJERUdTy8XvG2KiTskY+i3qQ0omjL0mySYKQpBNRUVqamvUd2+b0wfumCVyLjHoIHJWEerCtfSbdI5QJWYpg4FT2OBrPWbm+buLOQYpLjJ7neVLs14N0aae2bC+li6NomKOwfkRKAJ6ft/MxX/qoHNTMsfqA7A4KvYa0+zaF8JwI5EIfyqx7VzLiE2bDVdMpiWv5h2JJu4uUBpt8EFv76A5DkwohKk/JzuqSr13DqbJv+2Tga5mMcUA1amn1gggduoioQ2+5CmJhcBi5EPrBBX1JV58UW4T+ZMdk2NcGZYOTXLG9kTtqkNP29m74RcXr4+AY7jjDDdxEgPoSo0JSo9eQv8wLe2Z9v4fMkZaXW8lw1pahHiXMTYiiZKGqgzxPCjOwyvMs8JBaQxvRcV48l9tbJvFlqyS+vwl4HJjs5LZov7jDQ880yqQuF29io33FGXXVLbHwNCoemnXwh3GIuvHQ3DHPie4nulCOOGOYVRVrkBTA4kU1jj3JeTc5VhtwkYzLhuXJyBb5lvktgvz8jddFuMJiOSUSGZc8FfwBCWSpXok9AtrPmC48xW9hZRGVjrhscZTGZ7jpYAzPEnvADABzshTB191xz9P504TALNBxWzNY1HWhx62uE3GQ2rcmZdXQHLjIbJqSyZFUNDQJYbRSnX0Y8sbZZ7BtEOw27gTbhZHL/ALkzu9K8dC7Bo4Ma0BKUwklxPP4UP3lRZF5DxnnNt/V7szFZzza0+petshMs9slSBpFcXU6UpUGvXJfvBbvvdknYfmMJIXmx4d7NLiv51hdodqJwFAF4A5g3duMclgyZ/wB1KsuW3nH9zrYZblRnWe+0ksvkolRpMB51lxtW5C0BaFhQJT1wnytbWsDpbG5jaLeeJkjWuIcC5ASQvFpBIyIKEVmtHF4KSg8FBb2Hr0yxpQ/8snizw61w15M8n4VxLhmM53hOE/8AmfiOQYnj0XH41xVCymxRM2iXfFLauNiNyjqx6bJWltmEytqndRRRVX1z/i1/kN95Nk++nlr7c3vmrdLv7WbvuP0T7G/kF5bsEkMwiMDrlsk1u9s7YgDFMGuBDSxDVa3m0trhks00bBdqHCRv7bhiCXamaVOa6gV9lae+Z5fzDbY7lhsucmBYrgtpLkDG4lsxx0obcUzHH3VsjRriuLHMpW1KXqUUrcDU9faS63HzG2Fsdtc6IX5hjWsK5ZgKgXgRQe1sNpdIZZ7fxJQ04vcX9T3XKFKZ9mVQ2y8XxPu3ZN4lPX2S1Kd3MNFTVvdUgJKnHn10ky2d6yaAobVpT6dR7TYWmUzXTjNIqkYoU4knE9mRp643GRrBFCAyMtGPELy5HrnVyQ7W1tUXGm3O2wEMNMp7EMJO2iG0p2o2t6Ap09Pr1aYrZhHeGAGAGDfdyoS2fViFxKFc16rjiKyrcb7Nnc0yhSFFSXm0gMhDe2qFH8wWNx26e1Pr1IEXhMVowXHhhTT/ANyVD8wGfpxSq9npl5Jksa0REB1thpLslDRSG46G1iqlKISSFFNSPSnp6dCpWS3t2LeNqoMeQHP8alRlttEXlSVw5mrCnQI6E3VpKt6IOP0WptQU6T31y3CGXSotoeiOJSpKNVDbv006KzQhgdGFIZEi+sk+7gM+NQIXlxY9wQulOB7AMxyPP1VXWXvD7Ce4Uht2ZeJ21KFF09oP9tIBFE1S20Eg/UfToRfhYXLmXntzotZkeI1Tg1oU5cK7onflIEeZvQ8+Yqx3AkKbSAhSENlKghIUFAnQmoH06THqOD8yRSHjSdTcqkc6NGRkeIR21IcbjC/S5CQpwhIjWosOULaSoLS5NClBRKU0qTTTqTLG0Xdu0EEDWTnwan49lMtc76WVxwJ0ge1ePZn7q9ylfteHwA4tKXvsrjKkLCgr/wCsmz56n0IRtSlt1t4KqDqmn9OpGvwNsDf1Frif+Yucvrpsnxr0n9JIA590Ae5MapZa3PvcMYru+2ttilPtdwJHdYt8u5SC62RvLh+9SdxogEjTqmzvJfbsPBrF7Q1zsfbVgEbDHO4Zq4epQ0DoMK3Mv/Tk4ELP4/8ANHKbjBSrMM4ctcKStIS4qDjkBiAhG4eqA+45qDQkdfO//MTfGTeebbamEkWO2NByQOlJkI97VotDGYbK0tyB/tvlJ4rI9G4dGs9a03Pksi4TlsBRWFLAGpBKydAKVVVR009OvmN5plE05aqqezj+NToApzyHrx4/hVmux0YPxnAtKAESpbPekAGitzx7rqqaVqo0p6dXS0tDtPl2K2cniSd93RcU/CtvcHS6QMcv4mvNxcypTL0x4kqLiju9apJ01pT0poOiWwMQmU4Y0l7GtaU4FKs6Qlci8w07qoS4jT2rUGlP76n36sDmma9YwH9QpDW4axwNSW6uD79tYIqzHISNPZNaA/gB1Zb0pcr/AEtHwpIIcFpN/m5LduOX25yqiiLKZcKQfRTbnc3lOgO0DT2PVB3O4DpHv5uT3JW7Z2iRwOZBFFPwmxZc2wH9hyCKxPgz7YI60yEJWg9xAFRvT+YE6nTqu7NI3xHRZSBx0kZhDghqPJGC0vGYI9XWtaf+TTwLvXBmWXjk7ja3vP4feX5Mq5QoTai3FqS4p5pKQUgKSo706VppXr6k/wCLf+RP9ytIvt351mDL+EBlpcOIAcOEbycU4DgCeRoZeWn1LhI0LcgFR/UBxP8AqHDmMKRm6p+aXZh3hofJdVHb+mo0CQRuPvoQOvdZk0uOrB4Pp6cqD90t0n2V8peRJt76HNoBQtJBqU7DUUHrQD+/r0ov1Nx+WkaAH6gcCtD9eGFWy5vx16svlXaUBRFK1oBUAmh9uqvdNdbzmJ2IOVWCJxlha8JqFeJiWtEKdbyad4slHyGpQ+yooofVQSk+mn49NNmcI3Q/pP5g0t0ava8Jhn7K2q7qCiS8kn4oWUq0pVwEqptP1H16+A1n3omniR7qP8SnA18wnNqxqACQdgCto3EFKgfzbwqnv/Xrc7VHp6JSg5KOfx/zEw3Ie53ctp1sEKqkpTuSkqUrSqRUAfj1yLf7V9pubZ2D9snHr/GkTDAN/VgRR180LVmfFi4kVau/IQnadKgVoBVII+RP9uilrMx7WPcuDHY8aRG8NuCHHEOHZhWMxjGXbNxLbre9/wBT7QqoQdNNqdKncQv+1enCGsVzctQzpgo64dICC1SfetB3k8aTGubzIG35qHqEmqiEgFVPkEnWg1r1Nga1wIPAqKdAaGg5uxpZvntlarZgk6G692z9q6dgISUuKbUkgCgBqkfWuvXo7/Hny+3dPOVowj5p249AQfTrWMa4SgjMYnomPwrWvQ3HcfecKwvcpxShUaVWVilfU/KhPv19sWsa1gYMmtA9goA4q4k8zXpWAgVA3J0KVaGqNaAEaaKHoescDmAprAai7pq44gkkk6nQEJNdQDpUVp9D0GnHfKU8yUNbhgRWBsdxcxjL4FxTuQ2X0JcJFAAVep2mgICq9UnzPtLdz2e4syFehc3tGY9YWicEniMAcTpJQnt9MqcThGaM33EYag6FutxUgo+NAhKR+J3EpGnpr9evnzv+wybfvTwWowvz61otfBLoTugLn6eiUZnixOWu4JWPktC1FOoqaEBFACApeugPp1yT7kQtjiITBKS9XJnThLLdXJFoYQte9SUfEhNaJCQACSaEgVBHqD151epersQffzrA3SVrndDq6bSQtVAaBJrX/NKjUJSn0/8AD06fgcUJA7vx/lUjQ7w9fCphaglranbU0KTRBJIHyCgo6J2j2Pr03I8POJplRq61Mo6UrQtKjomvyAqgBwUCT9FBVCfbpDQtbKVWmWRKrcAQSdhSNlPgUq9ATWpJPyA9a9TLMgPTiDnTbgQ4OFVKw4GJRbdCTVSmx3QRtBO4Daip3UBNerNC8ABop4gHOrIxyUGZjIb3FBUgoUmtd9aVcQohQB9da0/DqcQrCmXotJBaB/po9cCkLlWQpKtOyakEEggfmJO7VXqPWg6abio4IamgkgHmaxsr9GasV0BINfQClSa+lDU/h9emvDCg8CKUvLnWUbcU6G3EnYQRVJoSpIFBUegSaaEV6dOSg4j30nIpwSp1ZH9hb21BT9Aa0pWhIGqgDqPp07E45it5VZkCYs7UqJoKJAJ2+2gP0FPQ+/RWC4ciGsUmpTbrid4TUpNddaVoQQCT9CPbTqdFcguwwNYnKrps93WxbFzG6u9loiVH3ACTCIUZtE0JU/FZq6gAVWhK0+tOr9ayuuNp0x6S8BEJRRkemWPXGmpA4PEgGAqqeXcQsvJFisl4uzFkcuWJznrK9dJXYdEnG3dk22uF5I7pZcbcS422okb0mg167h/i15uvPL3nt20X+k7Zu8JtXtDgQbiEF9lMi/MWF8DsyWkDIYC94sxd2vi4CSFyg/6TmnuPatDhkUHijBLPLx7GW4druOURnbbeLzGZgpzLIoE1e6djtsgtxkPY9jT6Vn7iSpTTjoFANSrr6Fus3XDvGEbdDcQE7req8T2VW/HZbgwl51nDPvHoBwHNc6pjNOFcItbkXNYsNJyGXHcx/E+02bo9AlPsJlMs49bSVwbNb4ENpLzhQApTtCogfFXNfNu2S+Z7ObZbcYljntaQCPGAIidimIdg0ZAlcUqw2OixLLx3zKg7EU9BhxoY/GjBpt5ybkKyXsszGccnsOP3WaoOLn3K9TJH7wtCnEBD7SLbG2qFKo3HX5Dr56bPFeXXmw3cgLLm2DoiS7FsjXkSgnIuZpcpHMEVZmRi4kBBCEKV5Z/Ctaz+UTEcrtvlXnl6ziO5NRnV1fveN3RDZDCMejOiFb8VbZH6LU+ytpSooA+ba0rpQ9fRj/HHzjsfnzyVI+w0i/2u6dbXMJIL2uUmOZBmydneaTk4OacRVc3qV7bokYF5JBXhkB+J7aXx/taGlC3orDscMuhanFNIadUyUAIU+y2FNgoWaEJ9j16PjsmMV8bUPXAp1AoE+4c7CQ/zrEy7pNt6mA1BWl5jYWHm1KSobVVL69pSQoD0A1HTzpA0I0Kaba4OJU4dteDIcGt3ICU3UsQ7HkbzSlNzpKG40a8hABSLw2xtKHVFPxkpG/8A/SAjXqt7ns8V67x4w2O7QlUwf/xJkeTx6wan215LCAwr4a8cU6jp0qlrgm5WIi13a2OWqYylxSY60qbCm0nYl1J/UQtmQ5QBxKlJVXSnVWk8W3SCdmiQcOn8efGiTI4ZnGRrtTOfXtq3+MLE03Cfvc9+QZF+S8wrch4sOqUna24wpQGwsupAHuKdFrayYLJsxXxJB2BOGH40xI/VLpZh4eAT0zrLYbylP4wvgZvljuSAiYw5cfsHGYc5yVGdIi3NDpCWZAbaNVJVuDqNK165t5q8rHeowARHucGrQHhWODh3muzzzDhkaPbduBtR4iaoXIqfMCOI68E49KdthV9f5f8AF6ByBY1ycnQzaciw/JmLcorFukWOQ9MtU5KErL/3VxtslpSW6CjkUqCq0HXl642GXZ94utvLNF9A4ShozLXNU6RxAPHiDklXuPcGTOiuA7/p39w8A0nIHkoyXiKd7/Gny+5n/EcHAspkPSbNeLLcb1Ypch1zdbMisLTUDMMdUlxRW03dIwTOjmlEPINaj0rsu3xCQ7XKv087dTf+dqjqHfp5AtFHvFeYRdRhJGO0n1H8PeCacZw7l93x1q9cU51At15s0xppTUbIYjNzs+SWIqbXCvURl5tcOSptKkB9v4vMuAKpqD1I8nbxvvk+5fssuj6ZqvjLlRoX/chdmA4nvNaQQeFAt/2+1vWm+iarigcOHUEcuRpPP8wfE3H/ACtmXgJ4qWHGbFZHuf8AzKh3/MYuKPJgXC5cecOYlcctzKRLjloKcYVG7CGZC1KS0kqDY3Vr7G8n3u4bnauu7yWWW3McaasW6l1qDjh3EIRcQprme4/StZHakMbJ4rsBnoQRu5ZeKXLimk4GrIax275Plub2q3Q/sIV5EqKy8zEXDaTOdS0mLChFQT3zFjoRuUkq2tpFSk6ddZu5oY9vjdqBlTJRg3mUy6L6qqtgXP3XvYs1rkoJ5AcVoPPJzwWvv/k3lshWVyrtk9zZYj/aNqQl8XIkM29LC0oBSUyFhINDuGleh9u2HdRLbEnS+MgJzTD4Y1eJNzdtYbcsY3uvBAOAQcOgSqt8GPEXnLx8xZGQcnTbhNWHHG5bUpKW0pbdccMcI01PZWkitSqvt01sVs2whNk6QSStKEj1+7rzqD5t3Vm6xxXbYhHC/FoVemfXEhKZlzVdpFq47UytIaAiW5hWgKld8287EFe3RSSr19T0Yib4koYMyUHaSlBIGu8BxBzA4cMStH/isWRx349cE42Kl9vD7XPvBoAXJWQKfvS9x91kTkp11I06+KH+WvmT+6feDdbiMrAL57AOAbEGxMHTBhw6mjG3622EbmDvPGr2kkn3io9n6I94xCezIaSsS2XCyoKU06xqVtUdTuCdjoFaCp9OvK27xRXm36HBda8wRioHtxqc15BOvBw+FJcuWa3jhfnJu7sLfjwr8iOxcdrTrbE2Kp/sKeLShVSoT5BIV+Q69AtgtJJtn4+PbSPT9JLTmMcg4AkdQKcuR4oOldSD3DI1ffnzYsY8mf4++b7fIejz53HViVyFa0Fxt8xb5ijAvbLqRuU0pUiEy63X/kURX267b9h/MUnl370+Ud9tHaZGb5BbP7qa7e8d4EkZ5hXtPIlowUUDuz/0cgJOoNLv/Dj8FrSpttmiOIiOwrFBjCWgLkKEdlxzsXIJCFEqbUoNAuakUI9uv0GbZt8VpePgZCxp1lp7oXE6VP51X3Tue1XvJACjHlViX7Bbrh2ROwlJiFTKLPa5duYehuXG0OLiSpwYmwobrgjuvs0WoKorapIUkK+PV2m22SyuCxiEANbpCK1ASiDnUaKdkzQQpJCjNCF5n4V7IjLv3CFSnXI0dt0FwutqQlKR8EtNtHahxRUajb+UeoPT8cbw7W9QwJnh6gMqcxHbXjvbttt9wlpduCwwmO4KJIDal9tRC0g6hQ3e/r0xeGKKdwc5GJ+FYwl4BAQ1VWFWtN2yLvsSZklRTIBMSEp9xxLyFpQ2ntgqTWo1PpT16r2327Zr3U0uJxyBOeVSZi1kYJwCisdyljb9vyTiJ6cw6WpuUJitPPsusOOPN21lvsnunetveE0UPio12k9Mb/ZPjvNvMoOl06AkIpQLn09+VP2krmwTmNwKMxTFFP5GpLzC+1aIbFsS84tKbljCHwohW1z96t63ttEjapABNNSB9OifmIttofCBVHsX/wAYpiyIc4nhpKew/EVBOZGX8ci5JFLzKnnHpDCFNJWlSXXZb7W1alBKQ42kEEp+NPTqq7610EcrCQq/E/GiNiA94diASPYeFUXiAW9MQtZO9izXEpGm4pSyhtAoNe5QkV+h6rtk1xeHHgx35URn0MBa3NR7lJxomsxktxuD8bS4jbIk279ujh1A2tMtx+9LWgapJUt0Dd6/6dX3eXCLyrAD85YGjoEU0Btit/h8oJNQKxtpkymdz5S2bZYw4UqV3HGWIqUFLe1SSW9w3VPsOgNoNbgpw8NnuFPSlSnJzvefjXvkuwIS324y3n3FO/LeKpJTUbCrd8kAmo/E9OyGOEHQCXHnS2F8rg0nL8Kh9ykyrlcIkJhKe6t5llDLW8r7zqwlttG4moJVXWv/AA6DzyS3EzY2jvEgADmcKdAbGC52fE9KmmTWhqzFq1sOLenNMIFwccc3KfkKTudSmlNzbeoSaUJH16J7lattQLVhLpGgajzKYp0HCosEge8vOAJPqqEIKA28CCQB8h6VQkgU1+oP/s6rrwQCBU0jBONeR+E1PhFaYznaIebSspJZ1qkI3JTRK6moHqSOhMreJB0rS43lhGkpxXKjU8KIkWDzO4853WIdvxREl0iqI7EtwtRky5LCKJWtG3YpVN20068uf5cSyD7X29nCmubcmjT/AFBkTig640QsS0zHsz7SufbWyjxrMyGFbWJVmVJcmSTBktOQULUvahBLJU4g7GwB8tpI3A+nXxd8wttXXxjkOgMLhmhVcU4nlRfvFMCXN9lPv/jax7OMnwy4c2cmtKYtVsvV8x7iRiY2Gv3ByOPscyzZttWjkC3Swu2W5wUK5RlLbJCAT3f7O+RIdvk//SFuUgePCe2za4hGOcNM1wifM1n7TDmHvkAR7DTbAU1Hnhz9OR4imJwXExbpNld0tGaS+d6t3bSv4pSyFfHur20Nff8Ap12Rkn09y6XWWl/exxQHDurgpT29lZ3WgnrWE5Kg/uVlQpQ3MSO9bZgWQ4pEW6RXoylrGoWQVVJ9lU9Oq357hfdbWJxixyscpUgPaRjwOIx5HlWymA4UgPxsnHhzyU5Q4sut1LUWeu+yMSj3OSCwpqLJk5PaZEdLSEIVdpNskTYywCdimNta6deY9wZHaSW+6RMaC0IXpgMPDLTimBATAYk86jxklheeacyoNfHmEp3kXjvkfBcdlR5dyyTiTlxxlpDrIZ+1Rx/k65apI3b2Q7GjoRtUQ2XFA6kU6LeS93t9p+4fljd3u1W9r5k2yV2PBt9AD7AVwzoXdEyskOSxu4Lwz7f58K0STj8/M8oxW043a51wefszeRPWy3Myp8xq0We0M3S5SIsKIxJnSDFitKcd2NrKUpU4fglXX6Xby0fPuzbKFpc4SyFACSjXuJIAUnALguC8BVVgu4rWyku7hzWR4NDnEAK7AKSQApwz6Z1mbdMYftUNUZ9xTM9+7XGOs02SUM3J6O4phYQ2FgMtpUBQIJO5I2nojbPYbcaSdBLnDl8ydOH8KamAM5DgFaGtKZoi/H8qzlsEd1aVuqIiurQp2vwV221fNxQTuBoVUoPYn6dTrbQ4kn5CcfVTEwRrdKlzfx51gs/y5mGmFaLO2i43i6yFx4TLCf0kNhaGQSsJCXG1LCR8vSn16h71uAhEdvbo66kKADtT3n4VJ2+2bMHSPIbCz5l4Jjh1r1WO0R8UtzbdylR3r/cwt687Fh0x3kgrREDre5JUlNRVGiTX8en7CFlhAlw4G8kxfiqHgMPw41HnnfeTExMS1Zgzgo544/nX01JQ4q4BKVKMyPOKSve2hYZNliFalOIRIW0EFSUeqTSqvbrC5pL0C6gf/vRxx5pWPh7oQhAR2/rPZ+NQTIoc6e9YGIrLi2FmbMkP6JDqROfU48sUBUpKQElNaqp9dOg14yeR0LYwfDxc4/8AMf5dan2hZGJSU8RAAOmkfzWvTZ20zrrEf1KFLc27qgJUyaVdABJCwmm32BFB0qNofMBwJpuVxawsHzeiVMXnYP8AuR52W4uPBhYPfpTz7Da3XWGpslpl59DSVtqfkMpj1QgKSFbaEkdTf2jeEynTE23eSeQcQCU4kJgMMqiOErbMNjR0xuGAA4AkDJeAxxNRnNnjGxq7w9Eu2/HrUhJoCFkW1qGXAnQb3lICij2qTqeoW5nw7OVn6mwtHajQF9edS7RgkuGOaMHSk/8AmJqBPp7WTXlLfcbasdllOJShIKgWrPZ7WhK1KSTs3JWVCvp9D1XjGZdy8JgQNCf+VjB71oqxzmWIcfnef/vnO/IV+gd/EvxseH/46uE7Y7DEO5ZDj4ym5t9vYtUu/uOXZ1a6/IgJlAn19Ovjj/kR5lG+/cffdwidriN46Jh/0RHw2p0AZ+NWO4a1ty+JoRkLY4h/yMGrr8xdn1orrPaV5Jm0aIsKUwy993JKk1QluOrekH8VqI/r15IsbB28+YGWhxjD9TujW41IJDY9TcMPfwr28s3ZUu7s2yIAWYxTHG3UegGtdEpFPWnr1ct8mbNd+HF/tt7oHZUYOc1B+oYr28KnOFxER7UyANoCKlJNCpVNSf6V/wBejO1Rj6YJmBWKrVxxNSm2q7t0bpuVRVSfcACgCtNKAa9GLFpdeM7aWXpFpTr21lLwsdyQvQgNq1qANEmlBXQ9F7xySPdTGQUZkei0mby1lLVkiln5f9yEVVqNoKqa7aKSmooB6dc6vHF7ywZ6lX20tnelXimNEj4vTFLxS3pUa/pN0qNSEpHoCfb6dBrEaL/u8HkVvVmDz4cxlVscyYVY+QsTu2L5HDZlQbhFejpLqW1lhTiKBxO4FIKP9erQ2a4tZ23lo8x3kbla4YEEdajTRCUDEh4KgjmMa0sPPLxDvvBGbXifjbDz2IS5Lsp9MdsrREbceUDIbCAAGUJV8/p19Tf8avv5a+edqi8qeZZgzzJCwNic8geK1o+VeLuS9lC5oGSuMrGhswHebwKfqb8TxpehXFRBU3HISkICtyTVVAUlCqqrv3GtOvXznhrC39QzFDJGlFA41WWW28zIv3KUpW8x8gAf1E7abKCnxJOv9ehd7EJ2B4+dvtohYzOa8Nce45UB586rEurOxQR+qjcCKHRSk7SdtPVS6H+o6EEd4Ooj+nTW2dkLCkXeU0sFIDpA3D4kBZoorGhX9PcdfAbbZA6zY5uOHphyo8/5imS1jWxtU3qKg09TtrQ0KtCQAPT26lOKg8qTh6emVW3xzkC4Fzit7gAV7fdO9IIorcVDaCQaVHVQ8x2Hi27pBmB2p6vyrbhqacFIHrpt+C3Jm8YramFKU6FBBKVgr0VQfIGn9tBXqm7PJqhbE9dQcQV7fT8KgvUnxD+oVZmSxRGxmGEICW0RdoSmo2rBWCoVoNwpT+vRG6CNGn5V/Gtwp3jkQPjQK5rH33V2SlAIUSdE/IFKvao1/A+o6lWryGuDcwa3qc4KaQx/JvkAXbn4bLq295baIKylG1NKJI9F0Kvf69e9v8QdiF/5qgmlHcj72Ax7oBz4KfaFp6VwFvLK1dYaE9aA9tIjTGWw7vSa0/xAG2hqAsmtQoEmg6+qIaQ9eBNV8lRp4isp3CYxG4VI2JBFTtFSND9Kf1r0pxRqHM1qo64KkmhIqVDT8K0SoklLaq+nsehcrVXmppZjKKKwt1ipkxwTTuN/NtQO1dd1SNNVU/1p0IvIyWamfMPh1qTA7wn6Se5+NEpwRyW5CjizzHjuQQyrfuNQAQFCp/IBQHrzT9zfJ4dc/WwN/beNQT3jtBqdI0OZ4jCfFwDuzgQfcQelOX8RJokzUutlO1ZcBUnVJSoghYGuiaf168T/AHUtjGxzXLgAtNFVaBippv2Py1NxUDTaBUahQAUNVVJAJUKkVoQTT8evMhLQXNcun0/nThPfKnCpzaWkTHUqQrerWqVAnSoqSgAFa1Eafh+HStTWR6hm7AfH1Vj3aG4VYAtrzfaqjbtUkCldunuumiv6fX8Oob3Nai/zpliAl3GphDiUZ2/JJA/L6FW6oUaUBTqBXpgT6HuLcjToeoHKq+y5lLaVlA9vmQEgJUVGm0aAKSAaH/h1OsnGSUOGCemVKk0hgLFVKoyandILiQaBRUVbBUncEpVUetFelano9C8tcKS1y4E51nLHILEllVa71JKlVKgRu0JSSNgJ0/Ajo7bvBQ4FfT3U2Q5zSDzo8eMLlW1IO4gFrakCpJFPkT7HT16Q1yuw5mp2oRtCr8orqv8ALUiYtaFpQCSKmtCCdRQVTWh6YkcdaNVAKeGVey1T603uIFSkepXr60CTopJSNRpQ+vS3OcoIypLSF69vs91W/YktraUpJAUANKjStNwPuARr6DqXCNWWfStnDPKphbaFZQSpCwmlFHXQn8tNR66dS4h3k41oZ9a8sm8OQp4bINFKSABUA6n0qKDX/j1p0pjkVvOs4rRT8NPxrw4qM/qk9taFChUlwH1+m7TUU66z5DdBfOdbzjukBOiUmQnQo5ipLnHj7arnY8qt1qmyoDN+gltgMvOpat0lpUhUV1DKVircf7paUj07dE/4jqduXkaba77/AOR+WZpGbjbTRXMUeohokt5BK1oRMHd6Nf6XYqBWg4PYYZPkcCD2OCH8x1pF1xayewO3+yZpKmuZbaZ8uwTXktJS5LWJLzAH3LoUtEOW2jeNnyNfbr7DeXN2svNfl2x8z7ZjY39tHcNBzaXtBcwjg6N+phHNq8a5HeiS0vH27y5WlFOKjmvWrvtHLLrkVOAZTboNnu0W0NItV8gyVF2BGuERmIZzrUVp4GU8whtC3EgKdP5qEdDv/jQt7915aOcS7FzDjxJwdyBKgcOFGf762WBsFwA1ER49SKMcUzPGqu4/za3cX8uOWu5xbpe8azOTcLIclKY6REvkmxiMmbLhI7rzqZZACy4UuBaELTQAg/P37+Q2f2x+6jpruB7Nj3yB9yyRre5FKW+HcDSMXBsgDnIiax67x5X3GKS3D5CscatK/MQQjXJ68ePGhj/kv8SeOOTrWxNRllitefW+EL3i9nySZZbe9dsmRESmHDddW1IuLUfI2WfsytgBIUtG6gFehH2C86eVPtV5nHmPbd2ZJs1ykF/E57QZInuBbPpaVL7d/wC43BNOoEhahbpF4gMQcCV7pJxDsk7CMD7K1RL6LXid0k22fdLXLuQclh2JbpyJRjS21lL0JElTUZNwXBkJU04llpSQtBHtU/XOGT9g3jwlvpDtZIazS4AscXuOkNc0hzVOIIOVVhyEhvqxwKjDAVn8XwjKM+mR7dZMUTDcdaS8Z+T/AP6uWt1CgSXo8q6NImvEH/BthwU/CnXF/Ov+Qv2k8k2z5dyvxeXMbtJhsWfVv1cQXMLYmgczJ2CpcdjcOPeaW4ccPYM/dUPu+AZnj2Q2aRyViv8AsbFv/MXEMGvt++5YuVyet2QzHos+54fGecas7yYjSWVInuNqaSl47kbkFPVFi/yJ8secJht/kUR3G8TWE9xFqDy1hiarY52aWlkr3YeG3UVaUJDgaNQbZpiEjpNTFaulBgSh7x5Dsx7Ks7lbg/C+RIEb/wDJUtNqzHDYZ4P445S5X5ezScvMce8hXYuYXDJ8E4yl3OfAiwcHzRi1IkybmLM7YmXiwwxNjpdQh1my8z7ztoguvuXcOg3i5knfb2tvE6QOs/2dJndpKTRl/dha/W0FxLHua7QTtLfxo5ILJjA1qAuc5oIcS9o0o5NDk+dzcf1FuGqoU2lDEWfYci+8sV1t09y3RoU1CIz1mvlvkOw5EOemqe0x9ywpEhVQlpYKwrbp16J021zaeK550ujD43DEIQoOGbXDp2Y4VVXeJC8xhqEEtc04YqhB5EGoXzFbHYy3LTllv/ab5Y2W1SVlbS1GP2UKEsS0OOQ5UF1CjtebUpDgO5J6p4ubDe7Vl1ZPbKzU5rXsxKtOlzCDiHNOBaQCDwqexl5YXJt52Oa7BWuVMQocEzUZEYEcaOX+M/mS3cXXO98dZbdozHHfMBVEtkp6QHHMZyqGwsQro9DUpKFRJ6gE9k0UtYND8h1xX7x+Qt0k22D7h7EC7cNtwuIQuqW1BQSBMdcLiQ4DOFxP6KuHljdbaS8fsV6QLe6Tw38GTD9Lv9MgTTyeBwdWzv8AxrYB+y8d5pnEuEVwcQ5Ryu3WyC0wkC8MzMN+6uKWWlqLLsWWmWlwISolxbmz0164Vvxa+W03NEL2hAOvFeKKQvGugWTHtM1kPmUfDiOudGNwn5a4DkvGvFNqTfbKcsS/IxmzXK8SZCcfnY1KkSo2EpyW6Pt9vGMhLsZy1lqQoFqY0GHViqCRO777BFpsS1hvWPLSXlGFpCtQ8COeRXGpv9t8ZplY4/SOAOHzLxHUflVUZrkb/J38u9lu13wC63Kw+BH8etyu+UQIU61tTbBy35U5u3ZrfPeXLgzX57bGA2tQ3x0F1tCt6VhFQfQH2z3d0/lZjbrxLa6utxdEyJxJBbAxut4cEQF4QcDxVRXM952wDeiP2nwQW2rVk5rnlyNRD+iYElcEHKsrfMzlXHIMjy1LD8WLY20NRnU3KTdy2zJUh5LMR5/sGKpbSavNoZRVND66degwxlvYhpQq3UQAAqDjz7VNUVkDrjc/DYUeZNIKqnUdKUqr+QFV68z2ON77kIu2PouNtkxrLHYdR2ZFuTVCXk7AZDqnFbqCoFPSvUfYPMlnPJLtUjY452tJBae8cMV91dA8yfb28soLfcLV8skL0a8uPdBOShUxGJ4AoKbzyN5G2PP/ANjw3HYW+LcY7covtNKaSy40EAtLKkp2kFpQoda6dE9utTDO6ST5n5dnWqvv+1Ph2/xXIGQ5458Ag+PbUH8hkzLvEtOPMMPLN3yLC7QlLLJcJXc5cGAgJHoXCtwCh9TTqVFcttZHXUhAihJeScg1gLyT0RtasYY3bWZUOt0TvgQABz5czTLebLpjluZx/CH8vxy23GzXGPj8qC7drY5MjsY9BjxSmW2iUlUdxlthO9Hqlw7TqKdfBX7z7J5xuL+TzRuu17pBs99dzTsuX2lx4D4nyOe14mEegsIILSSAhzKU9BNaCJlnHNEZGANIDmlwLQAQUOBBz5GqsS9ImWae3HaYMEuqYRdbpcIcfvJbRVcmBbu8txxPoQSQaeg64fDPFcWjn27o3whUdrb/AOUAlakkO8QZaSmPZSavK3FMsl4/fcojszbrdMLN5vr7ykoS4cbnPIg3kRVIKUum3gNy2Gkp37ELJ6K+WBAN2bZ3Tkt7hzG6jkJAVYp5OcrCTlqpIfocWj5SvxTChj4y55csPGPKmAXx9Nxs+VcW57aDIW8p37pi8Yjc4kdxKV1Cih19K0L+nV3t9iubbzts+7bY0xyM3qxcWgJodHeRO7AiYhM+NRblo8OQKCwxOHUktNa9+HLLMSKO53Fw7LGQr/JVWEMIZdqmlKKBp/kFa9fpCjYBuk0zT8z3H2uX+VUl6sjaMjh8OP413TLbHtX2eTWgPi7p3GbFXJW5HvaHH1KcFwaUpbrclxfy72pK6KPUqSFtvpvLdfHGYXB4P9Q58VpTZD/tYAAphkMPxqSLyTju4tON5tm/+xQGDs/3LarkmMh5wfJEeZbI0xuUpCzRDiSmtK0HU513tszCdwuPp0A/3GlFPBWgg9tZ/wBSX6LeHWCcgcfYawYxvg+9zo8i/wDk7hUyC0yhbduhzk2lsNf4fuFwlMKf+4ShNVNoRuINBUnqE+z8u3ThJc7xaOiA+UPDcOpOPqReFYZdwjJDLOXUeh9w5VZ8Tlzxs4/tP7fjnI+HJfcZSFv2di53a5SC4ooWpMpu3Ihw3NitxqpSkjQCpr0Sh3zyftURitr61a52ZaS5x9Yag/CozrLer2UmWCVEyPdYPz6++hu5/wCUOOMvTxn/ALJvr99uuP5XLvt9LEcIt9stkaPBjwG1SHG2JUm5Syhx3aEdtlAoCST1UfNm87Pfmybtk4uLiKYvfp+VgCBqkgEudiURABRawsLyFs7bhuiJzEauZJKkpkAMBzNQnn+8PjKm4TdP2rJo8KZanjVBakykMdpCFE6kqXUH2VToX5puni9EYP8A08wBB6lExqVtUL3W+p3+4x5J9XP+FQvnPJp18yKfDkuIdUxM+0SWiAFIgpQ0VEJpVa3kqWokbio19OgHmi7fLdGF3z6sfUB/OplhCVJA7rVQcCTUdw9socubiqJDNleQk6hZccGrfxT8TtBoaevUfbxg9URrMPxp65fG1zWklVKnn2UTGQwxN46xuS6ttVrtWItJDKkbu7NnxVOLFfVXY2j6Gup6ve5Rm42WF5Q20duMObnD8KARDw7pzgUcSfYD6fCoBaHCgW9TSYySq12xve4EmqDEbG5xIoSQqvr6dArfANIQftt+FS9Li0quJTqudYW7zWI7qg2fuHVLIWlPxSpW7XaaUAVTX6DqHdSsaSBi5afha4Ekjunnz51nOLrWbjlbt5mISWrNCeeShaSpDUp8KQ28peo3MNhRT7V6meWrds+5/UyD9uFhd2OOAPqxNM7hIY7bQ0o95A6px9tea83AS77PcKw/ufVvUyFELSrVohSq6lCfT/wr1DvJxJdSOOJLjiMunupQhIHAIBh76+XLZDMWQ64FoUsN/qIBBWg0JQUGiVLB009OoUlvGWklVFYJnNxPy1IMbDKrbNRQboT6HWkpoEKQ2mlSKhBKSQa0rXppoGnsrc3zBP1BPb6eyiO8NiDyfdl/JxM1u221sEpC1d+4uTHUuA//ACFBFFa+vXij/LqYnyrYQAo1r7iY+prWAjrmg9dGrPuBz8j3R6e2toXw0xrLOUOXMJ4SsEhmHZ84u0xOWXiStpsYjieOQXr1l+Sx3XFt92TbrBFcTFZCh3JjzIAVUjr5YbZ5Kh86eY4rZ8ngEtV78MYsS/MEBwaHOBQklunNwoqHgdxQ1juJ6cUz/nW1HExo2xmz2Cz2sY/imLQ4FnsOPMbERrVZbPHRGsVs+BCQtuOnvyHAAXZC1uK+aj13Cfb90ZdttpGOg262LWMhXCOOMAQxqDwb35HZueS494mpAR3e4moxk0yZDXNvclLqI0YpjWqNHrvlONkJW4BQlKQs7lOKFKEDqpeYN2vYp5t5n1NtokZAxuby1AXe3EuIRCBSdOlqHjVZzs2yOVCfiSwew8g95skpU02D3E7F7dlaEfjXqlzedN6u4XWl2nhPzacCBngcqSWAnNaTL/Ith12wOZifknhgVDufHF0t18vzrB7IFkcnxkmZJKAUqiWm5uNuyVqBV9rMkEVCSOo2x2UO8y3Hl6ZNN3EfCCYmRMQw8XEBWgoC4NxFRnnRJp/rPsJ4/AVWNm8n+DMsu9wyrFS4/YblgGQYxbipTaA7kmTYzcYd8tktSlFS7pZrjdlsKUqm46lIBHVIdsO/eXd0gj3K1fFPa3EMmnN2iOZj2zKMC14aXsI4YcKFyO77mpkCO3A/HnlWljcJ16w7L4zdjvV0sM02GXh1zkWqY/bJsyzIiptt7sUx+I8y47arqmOUSW9wS83ooEGnX6gZHuM0d7C5wdLC14cCQdMjdaLmjg7HpnVJibDPZeFOxsjWPDgHAOAc091wBwVnA8DlXifx7Zdrfdv9wNWxpwxnUQXZC4dr7TgDFyLr78d5mHIRF2qY0S2+4kJWR69LdZPEsc/i6WkA6MQ1Dg5VCKny5AnOpDLrVG6IsLgCmoAF2agjLAHPkDgEr0yMgxK3x1w5+cY5HaSUOdr/AHOyu5EMtKdks9q0wpz7bzkhwJj0SlDgqSR1Lddbbbs8O5uoWcwZAHcyAGgleDcMczSTb3sztcEL3gqh0qCqZqQOp6pUNs2T8ZN3Nm6SHM1yF6L9un7HHsZmyJL23c+4qFdL9ItsC3R5Evthxa23FhKDsHy0FRX+xOuBcA3U72phHE4k4qdL36WtBKKTywzqZJabp4BjcIoVJ+d7U5DU1gcTgpQHM41nbnyXepryzZuMBFQ444hqVlGTsQgUrcb+arVjcaGGCIrIaWnvLP5iDVR6kz7xeySE2tgWtJP+9IGcv0xjkEOPvNNjb4I40luCURdDNRXH9UhIzK5clrust1zC6vLl5H+yqYjLNrSmE3dJD4lSJlvfRGiyrrLWyyxFodxQhQUgAVTXpy2m3CV2u9EQYO73daqS0oriiDigK9KTMbJjdFt4qkqV0jIEEkNGKrgpzPGslKuAZs1qbCe5MaZmoDje5FA7LlErAV8t43pJAG2or79PzSt8CNg+cA/E000OEry35VHwFY/H1KiyLLGV8Q6bklalEBQcO5QUU00KlJqD/bqPbIJYwcMTSpXOJLxiieuvfkLyOxmclbnfcYxCywI4QdiWzNvYj9x5LbfyUt6RQJVrT10I6XdhrRcynNtu0BObnp68TlWRAeLAxuDDO53sYuHLKsVyY4pqU5FCwmNNkRYSkoCjUomdhLR31KVBKxSn09uom+rrfGE0vcG+pUQ0rae81r8y0E+5cK5x7jzuZ8iu42wndKy+/wBkxhho61Tfc1XGcT8FEhxcdomh9B/Xqq399Ftltue6yODWW1pPIp4aA9wPtAqwWcYmks4iFBlaT1DWtcR7iK/SyxSxM4Bw9x7h0Jva1YMRssBCEjZ20xoLDKAUAUHwbFfp18GvOW5vuZprx6ulmlc4rhiXElfWtEonG4c6Yrqle55/5iXfilSXj6L9jbL5lcpG1TyVMRSRQ9lkrG4e3ycJp9QB1XPKNsbW3ut7mAD3dxi8hn78uypEpVGcMzyw4VRt1fNxyRtRqSt9S1a1/wAjqqvqPw9K9D3fuzLzK++msSNTudX3az2YDaaAApA0+g01rqa9W+3JZGgGFbAwqS2VkJeW6QTr6qqNa+n9idOj21taJTKVwrCFCV1ZA5tiSiPzbFqr9CQTt/oPf+vT1+79txGaGsOA6UmTyrX3L4log6OlST/kVBRUoVFdCk6/h1zqZ2mQk5J/GtWrv3C841efi/c0N2KCxUGiR+BUDqDQ/QEA9CmEx3JfzctbkAUoUQgp0orszI/ZpClABSW1KFD6AIUUlJA0pT10oOrE55OByNNS5DtpX+RcZ2PyAi5zid8YaeW0H27ep5CHXA52lhxLm8KUGHlAAV03a9NWW97h5e3KDd9rkfFdxStLS0oVaVC0xJGmlwKOUkfivOtUPys8fL9wFyJebLIhPtWFy4PGG52yGowU4VBorHxLa6gA/WnX2W+xn3k277r+V4XvenmWCJomacDIgQyN5lRiPXQ25jaAZYsCHd4HgTxHBDQkTXG1fAjdvNHQaBRAO1Yr/lQ+g1PXctQydjUOJshf3FIHsFVu7Z1NZBGikJ7Upbjo9SCptDj1aV+I2N9DnQlt01pPccp9goqJFjJ4j8/zrbk5bs71ryqeNuxAfUQinyqrcCSlICfavppX69fnn8tXLZbIMPz4+rHKrGFAVxXD2VVTe4KqaCtFmupUAkV3AGiUg/TWvVlciIOysGB61lYk8xJKXEFQ7StwKDT8UhOhBVr69Q5rfxoi0piK3gAAPZTQfHTN2Z1lS285vWz2O2a7ikj4qAClHUinqK9cofaSWW6PiRGEqPb6CokqRlS0aDgONHLeEpueIuOppvZO5JrUFDiAon/8Emvp6dGrqAthLnZs9tNNcArTxH40COasLQ5KKEap7qhUEqT+YqBJqSBX0+h6jQE6F60rVpQ8VrWY/kku6nb6qIVjZ97tQ3UCtToVJqqlaf6dfUf/AAq2pZJtxP6YCegJQe4ZU3LIltKoxVB6ypA/GlQRWErW0rcpQO6pFCkkGnpQmhB/ADr6GgKCFxoIjTI2RpzB7DhWQXHSptwJTVam1Ur7UqSBSgBB9NNOkObmDTjHOc0FwxSoc8Ql1aQofH1A+Sga7ikajUn8Oh0wQ+qpLCo6rWPkpSo1FQKrVrQJFRpU/h7f+zqA8ahWyOP6qwsW4SLJcGrhHcW2ErBXtqCpIPyJA0Ck0qa6UPVZ3nao9wtn2sg7pxaTwKfA5e+icD8A92IwX8afN/H9kX7zboUhTu91xCqhJBG0/EqJ9AU/8K9fNj/IDbDt95NbhqAH0FInbomAVVC+3KnU298tQEo1CigAFSqb1hIJJBAqr8B7deOntbrcDSQpeA3pVncU3BE28Bp1e5RUBXduKQDQqHxAJKQPwHTFyS2EHl+VZKC1y5j3UUc63tpS2psJAQ2Co0rQipoR6Go9aak9BnOBA1cMfXTLG6jjlX8o2lsV0O0nTaB8zrTX4pHqn+vTuCVtSzDh8KqXMPn3EpqoKUCoehKwf8iSKINKkjSnRay7rmjp7/40skOKcBVNKi7nVb1BKS4pJUQtIAJJ21FSsVHr/bosxyd3r2UsSNCEBSlfxtSW5DTewqbCkpKgUpCDUAaj13D6+v8AXotblzk4DjS+65uCJRhcWXNL0AIK/khIA9fTbQJUnSqTSgOhHUgs8J6k4enCnnPL2aWDvJj2CsxlTqt5WmjQKikndu0T+UpUAB+FP7dNcCetba4FzSvD2nlUZtd0VHfQlSypFa0FPWup9wAKaD/XrGHFDT+YxxojsMkKkNhSFHYpIKlbgAfTZuFa1p9adFbRqnVypqNSCuQXL8ulT1Mr7SWkJAPy+lSU6An6Cn/3upJaWzKe2nUxWsZl6F/aonsBRQKqKkACtNSafm1HWTQ6gHAJ1pGoKeQCr/Crn8b8pMy9fbhQWpDSUrAVqn5VrQ+pA/4ddA+30gbfljcXfh+XGmZHHUQELPQ+2jVy/M49htMqXKWlttDS61IBVp+UbtFevXaITdXsv0tmzVO7AAKScMsKTK5kbVce6aTDy6Id85Su2QtIpDv7UG4LKQl3cuO0rvtN+qEvNPR1BQGor669e7/8X7ieT7Vs2a8w3HatxureRh+ZjHvE8IcOGpkmC/0muY+aZG/3MyNydE04dFBTrVMQYEJeWXbILo839mxsUyhaWkOoYZjkpW4spFdwp8EHQaDXr0BJbaZC/iSAAPetBGyhzWgZELQ0cqBcaFDzFaDGeRlluyhlSNzbzsM3BMJ8AbqtoUGUKQkipbXr14c/zq8kt3z7Sw+a4sNy2S/QJ+q3vR4Tx00XDbd4OPzO9Vu8p3ThdSWjv9qSA+pzCoPsJHqqSfyOcw8B4pyRiTGR888VYjlULGsfuczHLvndni320CZDiXKNHvlojPyJtqkOxn0OJZkoadIKVhO0g9fNby55V897/Cb7yzsW7bntU0bW+Lb2kskalvfAkDdD9OIdpJAKg44VY5rmFknhyPHjIFxUjBQoC448cRQuSuWP4t7fhOc31zmnxTw/NeRUvXbML3YG418ze93yUwms1Mi22a9XOIt91IWtqF9shSiVKRuUT1fpPJH+TvmyCx2a52rznf2G2xtitLefx221vEw9yMNlkjiRowBk1uDQG6tIAEeO7t2udLG4BwIJIa4uJ5hGnDgRgOJ50DWE45D5p35P482y/cy2e1ZinETkGK2W4FlN8biNz02i4LurUKRa3DbZCH1LkhtotGoWaGjfmLZPNfkK9b5b+5EH9l3S4tPHbBO5uoxOcWiVoiL2uBc1zQGkuBBUCiPitumGSNXIMSAc8xmmfTA+2or/ACOM8X8KePLOH8kYzDvPNPJ2XWpEm5MzGZ0fAsSxhCLhMtmGQoqm407KbvcwIr90kKLTLYcKBtSCerf4dbZf+YPuo7eWTTw+T9htZJZQ3B91NMsUMb1XSxSZNHDQ3FSTTE3jPiFtEP3JHYqUADR7F5+6ki2zyAiY27Pk4njWb4aqZARaX5OLcgOWCdcbcy8H2ol2dt0RhMlDT4DjdCS2uikkEV6+pd/eeWNzYyPcdt+oiifrYJTHJoeAmsBzSA5CijPjSYrG9hdrguCxxbpJaXtVv9JIzFSK3N3HJcaRleKWhT8S4x34d0RdL1cbxdEyW5S3XHXnpJdQbih51wPkgBxLm5W469UXdvvB5f2vfJfLu5wT2cjGjS9x8QPbgWuAGksUYN06mpggNJFlMJAC5uriuA64nNfbWYhZhm+E3jj7JzIueN5fx1dLZkXHmQPw4V+i21+2XFF1tqm1LjTYMpMG4sBSYk5C0pSSANtAM26+8necbLcbTb5YpLS/DmXcYeYZHFzPDcS0ljmOczDxI/mRS5al67y3kgmJJkgP7ZHeDcdQavQ4gHLhUld5HxPMLk9dL1jURnI03GbJnzIOSuzbpfLvdLi7d0X9iR9qw6kW+U8oRInadWgHa44vaml58k7Pa+Wtrk2y6lkubJrwIxKWsZHFo0lgcSQWkDvgnScwApqLu10b6ds7GBkiHVp1Oc52pQTgqjJuZTMk1uAfx8+SeP8AJfhhwDxJxlg2b4Tl2M5NkkfnSVltmutqgZLlCJTNyueZ4rkF1iRnLzbMhssmO9JajNlqytNCKpQW6mvjz7z7fZ2HnSPZtguIJtldpmhFu9jxGwlDFLoLg2SN+puB0vbpLVxTq3keS6m2QXW7MezctTmvLg4B6HuvZqQ6SwNVpxYVXAgmufGbN43G/LvMuGZdiNjz3gLLcyetnJeMNdpidYGsivSzj/IuEXAtOSbNcbYqUlu6R1JUw6GwtYC0hfXKfuLuuy+TPNFpsPmuNptt1t3OjcAQR4fzBrx8j2/MGn5go7TOz7q3cLfTaSubdMk0tBRHuzTliMj0SjA/ibyqBnHN38mXN1tmXfN4vJnk9ZOIOOc+v4DV1m8MeNmDpw6xxyFrlNrsofuC0tstEqcdaDh0J67T48nl6Ly95RedXgbKJ5CShbLdyGYPcUVzixoUAnMAIKrLmxbhJuO8Nakj7zwhwDmwDQiYoCC3Hm3LCiCyTF8VtfK86ywpNwvcW9vy7rPlK+1as8eBPWlUZEKM0At19bxUHAr4s7NiR16o2S7u9z2KOe5jEMgYGaSupW4ElcmkIRzBU1ye60bdvHiWzzJ+4XKUTHIBMyMieCIlWNjXgj44SMoTyCrDbGvLUNtyGby5AYMuO6RuPbcoChSqUOtKf16ajijtZfqI44xPiA4DFOXrq8v80bhcQG3lc4xFoBGBUev41UHNXHdgxXK0LscFiMhlbPYbDSUVdW8krUkJAS3vUSoJ9RX8erjtT2y26uTWDVF3zcriR/guP7TmoQvDh6+dWlk2HMTceteRPxO5Ltb0C9qSFhpThtzK3Wy07/8ALW24hJSoUIUARrTqI3w5rp1q9DG92nEKMSneHEEEqOOVRZ7meDavEjc7S1ikKmCYp15UunlyJFn5wFfbtvKaaQwytwqfWXEOd59+VJKlyXpLspRUt1RKlk1JJ16u08s4Hg6neBoTQfkLUQN0HuaQMA3TpAwRK5kwxt7wAQnMYY8cuPE8zjXit1/zWwtuLGS3ExnStSYMpbE6JH2VUn7duVSSwhKUioSoqP09OvPXnv8Axm+wn3Emdd+Z/LFgzdH53Vjq2+6PbJa6GH/mictG7Le9ztm6Lad2gZNeNbfY5fiKrK/5pOvF9ZvF0ZuF4ZgFD19t9wvS7VbsjWXlptjcJtEZCYMCLDV2pkYl0zV1USn068g+e/8At3bO5st19svMEkBAJbbbnH4oxx0Nu7fS5VQNfJCS3Mk8bVbebHlwbewhSfmZy/4T+BpQ3llbL5xlZ7zkfHqZkrAJ1xuNpu8NttDs7BpM5S5YhQFsOKfuOAz2X1IiTFpbcjOpMd0EbFqpHl/7I+dvKvmC0j+5e2m3uYZonNu4ntuLK40Pa3WZmK1lwDpJZJo8Ud5o1A1ZIdyt7yLTbuCoSmTkTlniMPjSz8UlJC57UcsrS5BbSNiKjsB9SjVIqFFLY/sB19f7UD6h65oKqdw8uA/pWsxButvt6VJMCTPkb1UWaBtTKlKSpttxRNSk6AUrX06IRyxx4aC56ns7PVTrWuejg4NGfurB5Ils28IeihyDJQKRXlIcogkmpLlUhxB/MR6U9uoe4tHgAPasThkfThUhgIK8RxqqlcX4ZeApz7eTGfBKlphutKSQRu/TUtG9RUo+vp79Vv8Ase2XC4ODuiH2E1LjvLqD5SEVVqODiG1quUGImVcGmXJyG321lgrba7bjy1A9vcknt+utBr0PPl22MwjDpANQHDtWpjtzuPC1FDhnVg8RcY4m49kM2525d0ej3udBZE5W9hliBHiVSppnaFqU86oqUfWgHRzy95f21JJ5mOfJ4hGJwAAGCDNSahXt3cStZqKOA4evH2VheSlW/NM7xaypcjxrZjzzN7ucwkBm243j4M+5vuAUoFtRkMthOhddQkCp6ib9DDuW4QwNLRFE4PceDY4+84nphpHUin9ueLeF0o+VwRep5fGh4yy4Lut+my1thD0uVJnONgEll25SXJi2STU7mEuhH9uqHfSfUXTpHDEkn1uKn2ZUVtY3MGqMfMVPRMPTnUsxNomJe3aAoMFbdTVKv00LKlJUKeppQ19fr0SsYlY9wx7lQ74u1tVBivroi8okpt3EOOQApSn58VUhnQJEaNGt+xSn6f8AUU4pR0/A9XLcnfT+XYIv1PCjoAOPatCbVjn3zpDk1fWp/DnVWwxvREb7imym3wG1KJqs0jtkKQkeyj/w6rsbtQDcV0tqa7U1oJATWSOzrV+8B8H2DlnkCFjuX5RJwvDIEGVk2d5VbIkS4361YzALTbyMcg3A/t7uR3yW+3EhLlBUVhS1OvpUhG1U+12v6x5iLtOBJPEAZkczy4c6iXm5Ps2eIW6pFAaODnHgTmgGJTPADGrtzed4WxYtxwngTDuSsAyJ+EowuQst5gfz+Lfn4iXY8BjLcXuFitkC0MXp1ouzZFpVHXDO0MsuMk1etrjaNtE1vYSTGSQLqe4HHkAMuwfCo5j3O4eLi50PjBxaI9JTPA6ipHBc+dBrc4q7U4YktluFPbf2zWh2vitCqroUVB1UaKBopJCgSCOhEiKqAE4nCiQEkw7q6BkvpnWX7RZsyu4gLDz7ZRJSnc282o7k0Ur8ik020qCD0tzR4J5E500ASUHzLlWKZkxILM5pCi04Wi4sVH5HV/JtQ03KFPT1H9OhM+lgeBwaakeGS5rihA/D0SiH8OpCkXe/3kAuPsXKLb4wAKR9zIBKnt6tEFpg0Sfr14Y/ymf477Hb3FGfSOe7s1uwTqc6M2hDoyoxL8PYK3DP4qcNWy9H8ls1tkRGFY9Pv2I8Xzn7jGYuOTcrFcGz3e741bpTsePLtvH2OzJKDcJDiYDtykFhG95lRRwL7Nf4r+ffuHLN512ySzsdrja6OB914iueA1xcxkTXuTvEFz26GPDUJcx7WRb/AHyz2wiK5V8q5BMATmpQdmKnHpWwXjPO/FWQ3QYpMza3wc2ZZiShjOQxpeP5OuLNbW7EejwLmlmJfEym0bkJtsqe8QoFSE1p1Y/Pn2r+4n262xt99yNsezaQ7SL+z1X9o0rgJpYG6ohw1TsjCrU2x3zar5xbZzNM/GNysenMNdgemku9VSLKLfMvTi2LSxEvbTS0oUxAnxjKS4CQ8i6W1bjM2IIpFNmw7l+oBFOvMXmaz3HdpdXl8W26bY5NDrWeNxdz8WLU17A3ANDQ4POJQhKORuhe1HlJFxB4dh4+gqnL3ZMiiSVIl2h+GytBCI7rSmwrakoJb3AEgfSp065duFnvtvcab20mgb/S5pblh3VGKeumyE7Onp7qHjmXjK2cm4DluI3iNSDfMYvtgkuLG4IZuVteiOqShKKLG141FdKevQyOeeCRlzbl0d3BIJGO5PjIcB7kI5VGuGK3WneaPXWl1xoJvjtz5ceHOQ0LRYLbmTNgyJU5l0qTEeuQj2bOYTPcC0PNxVJEpSf+tGUskEoR16Z85wj7heQB5t2DDdnWbpIg1B32MWW0eSMi4HwwflegB7xofOWyo9O8hUfh+PtpR3ILChn2UEqQ8mLmOYwmXWFIcjuts5NdWG3ozvuw7GZStsq0U0sHr7h7PIbnYdquHA637RYuIOYc60hLg7k4EnV1WqVGzTCQMMT6q9r7KZsJlDhSUFLS47qSFBsdoIUFEAHtLTUHqzuZ40IB5YFelD2OLJCSqYrhUKNgaLym0QYUb9RCHJAislagonYUOIbSt5Br+YfHX26GiyAf8rA5cSgPryU0UMoMfdJLUwC+7NAelSa34iHS0gFTgJSQG3NjalgbaNpFVlRUn8gHy11FOi1ttupNRJHIYD06UPfORiB66kUrHGbEhciRCAlfotR47iUIe76zXuNhfcUnanUU0qNepk9nFZs8Vze+SABxXpWRXDpyNLlZmv588a8VxXGSm0M0SpcyRc56m1LDRSzEdt0Vp8k7kdh2XKKQT8u4nX0HQ67c1vhsHzPLinRpaF9ppxurvuxVrW48MdRTtQVDriomNDWnZtbV21utLLlCvWiFqAKwpCyD6/h7dDnqWg8AKkMaj3DHHnWScbS1drOUNf8ATZ3ISlyoSCghNDQBSHFDcSfSup6c0aZ2Jyplkn7Mjjz/ABz7a5etqLbf0DfHdm3rBIKm6b1PMPXuDIW19wKIQU6HUEFKdNelXQSCVpBBdJCD2F7Si05bFZInKDpjmPYdDgtYHP3fub7jkVFXJD17jSlISPWP+5MuFG3RJ3Ntk+oNPfofvRJuooxi9zwfVqCD2Uva2pavcQgDSP8AykfGjS/i44mXzF5x8TY642tce2ZzFze4K2J7aYWLQpN6SVKBV3Vuzrk16+vpSnXBPvxvo2D7R77dh2m5uhHbMPH99yvTsYHVZ7IhqzgYxW706OeRE09uJISv0FMoK3nGbdGClbQxBjoboE1CUtJHofjQV/p18U/MRllkbCwEvcUAHMn+ONEbZgYgGTRWTzAJsWLwLKwe3VhPeKaJ+WwElXqRUmv49FNxiZt20xbdHgWtBPUnnW5MXKcGnD2UPtlimRewsJPxG41I1oqm7Wor9PQ06q9sC6cNHGmzV9QE7UNJUAST8T7V20rStTt9q9XKBqAA0rpUqiOhtNAkVVru0poBUf1Kvr0ctUa0Dga3wrE5E4yIEhJB37Fk6j1Sn2roTQ9IvnN8Eg/MaS8o33UlzyjcJv7hUrYUuKKSk0qj5aH3BV6n8Pw6oNwwEEHNRSbf50qyPGW40gQ/mmnwSlOldivy0oVBRIOlaf06CuOmcsOPeX209IxEOQIo6szClYtMdUa1hqKlAV2kpoNPfdXXo9rPhB55VHemmlecZ5A7a+W7ywt5KGprzqFIKjVSg6pJIKQRsofT69AruQuDSeB+P5cKW8N8Bh4iqZ86fG6z8w4zd5QtzK7iiG6WFbEl58ISpYSlSQVDaVbga1Pp10/7VfcHdft95ig3axe5sAeBIAcgvzIvqIyPGornFnfZpARCCFUcj6LyrUZznCLjgWY3bHry240qHId+2LtU/cNhZCAN3x+FAPrpXr7T+S/N22+dPL1vv23va5sjR4gB+R/EdhOI9lQ5IXxRgMyIUEceePSoZIabcuUGYaVYLwCqihC2Xk0+lUlVK09+rQ4tLmnl/Ko4jcITGhUjLiq/wWtzTyXw5VvyGfJDVErcd+Rp6b1aGlNVnWladfnA2aZ1vN4R+UnD1cemFWuJ4e1zF7yn060ED6S27tJ27Squ0bTtFKAEnakFXv7ddCjIexedLGOWOFfxoJJoSoEGhCwQQa1oANC5U6HrbyRknq9MqxDmeNErwLlKrLkLcBbhSiU62329w2eoUG1f/gqA09anqieZ7dzQy/iGMZU9QM/aMKalDi1MSMacxichu4YyphS0VfihtIqn4qKSUClSkKANCfx6jRTC+tXEFS5qdh4flUNERMqCjl+e3j7V5ddTQtNPKVuSdgCQSFD0HoR6e/r0zY2/iSiAgkk5dPxNafqJ7uJ61qEeeWei/wDJb8RCqNtOyFqSEqqFd1VdoFTUDQ1qaDr7L/4mbK3a/Jc13pQvcwA/8qnHllSL4vFrHCSms58SnLl68KCGDOQTWo0FN24pUVAilAPjQA+o/wDDr1i1+o4YYUIEbw0tLlcvFcuRrONuqWhwipR+daqiqCEnUJBOpUBpX116USTTjcgcQnp66gkygkKKfTQ6AhZVX1+RoTUn1/t0Pmwd+NYzSB3MBjn6KK8D6Rs0O8BRqqmoSmooCfbX+/UQx8W41JjeT3TmlRyX+RQJNACmo/JRQr7k1Pv/AH16iTNBQnnUqJyPAzWnQfxtTQzbowKykbFCv+O4H291BPrQCvXzq/ydt9W63IwUEn2UqQuDwmbvRaevCnlURKFKSk9tKiSpRrtH5qD4pUsEUHuB14RdEHSF2X8KfZpzOfp6YVIMAvn7blEV5biv1VpSUpolKtx2lAqU7Son6adbmg1waQir+C1qfL1UwODKbmQWXkncFt9z1od5203FWgTQVPvp1VHR6XFoBRaYaQHI7hljXkXGcKXA2KDauoCCVLJrVX/KQoio6cazSEFY85EHPhVY5Ja3iHCRTaCQkihWHBruUaK3gaj0p0SieNIcMhWaSBq5mqYudYroVqiilV11JNASgGgUnd6n0FejcX7qPNY1qnrUabeH3CilKQAoU0FEKGoCSaexodCRofx6MQo0LTzQNKuomuKrgGWyd24OFKCNdQkfLU/IiprrX06mPYXocwBSmvAVM8vRKsrKpLa4ajUA7QQoVG3cKlNKa0pqfxHTTmfoywWttDgNfqFVGi6KDoKnBuSoFQ1IoNNqU6V//C/HXrUcYB72dOOe/wCbEA0UPGU4OMtkrA0ACTqlSQBStTqBXonCrXYZ6h7KyI98Fc1q3LiwsAOIVQkA1UagH1Ppqdvt6V6ITN4jlUj211PzBJssyPISNyGl1SkVUQPyBI/xST9aH26aLwIHA4J+dNPDtaoUQj3e718aq/jrmTH+L8lcm3Ga0O0pba2EuhAQkLqouqPwAB9+urfaryb5m37eI5NotZZYHOQloJOPTNOZGXGhtxdw27Xa3AEDHFAnwr68gfLeTnsFdswlT/2b6FR3ZTadyp7jiaIiW6mqUA6OPew9OvqJ9p/sba+WGM3zzG1j95XUyMFWxf8AEci7glU/cN/N0Rb2RLGk4vy9lRR/fN40xjJ5SUsXa3yVQJcdta/+2Yko/VClVWpZTIbUkq9yvWo6V5Dtn+UPvfv/AJWLnHbd/s2X0IIT9+1JbJwAUwyI3m1g4igW7EXW1x3Tf9yGTQex3XqQvrNUJkYuEuVEslubDv7rcmw+pLqEn7RKQhk7qnbRr8xHx0r16MIIxOdArd5y4DKoj5B2hSMR/ZYbQkyxHQwxqEMuSXIb0VqJFcAG9SXlIUCDqrWnXD/8gPLsfmT7Tb3sjj3pbGSRpOQfbj6hnqWIAjkT2VZNln8G+bJkPlT/AIsPxpKn8knjbheVfyNY/fuRr1Z8GtPNvhNwbzzNyXJzcrXx5+9Y9g0TjrOJPIF0xpLeRfZx5Vgo0WHWw/cA01IdQ0oq64N/gtuTt++xFts0k2kbXut3E0aiGtiuSy6hU4I3TKdICDPsq0bjdTWk3iNDnqGvcir3mZMT/VG/UmKpwJIHHHfEPgduyZdNkc0+Ey4uJ3OdbP8A9Z5eUYhcbw5FujNveusS/wCL84zmP2p+zqNxaeZS86qIgUR3ldse5LHZreW3LJDblrV+aR4cuWJ1J2LVZvt7kErWgSPc7+lpdxyQuVRzCg0w3+La72Lgjkv+Snha2vzIeH4ZC455qweSb5/udFxwSDa5EFzKbfflx4sq+2a745emJcR11tEhyKWg8kOpVX5h/wDcK8sm03bypvUMayGS924EYuOrwbqEE/qaSZEPXtqybPdGSJ8jVLXQakwQOjkc0jtDZW9EpLH8gme3nnjlCx5dJlvNW9dvuz1jhkLeiW+3P3MNRYpbSBsktQUt9xRqorUamnXSf8SPKNpsXkTdLeBrW7gdzjEzgFc8iAIuPy6i7Tww50YbIY3tc7Elp95yHZS9b1j67X2UvKbdYcqEPNbvg4kahaVaoVU6V9RWnXpu6tZLVwBxaR6LUuKYSnSc0Wjm/jeZjZPzcjh65rj/AGmcs/uNnM5ZESPdrVT9zRT5OL+4tiivZT5Kbrrp15F/y72y4s/Icfn2w1C4sJGwTFuZjmJ8Ek8NMncXgHCkzPDZWNchbI4D2L+C9qU0znPxcu3CHJXHGWxITVutLeSKaE1bDc3H7qmDLanOfbVBZfW7AWurTqd49COvE3k/7iS+Y/L+5bFuup14bdQhIe3U3SuoYoHae808eFHrFhVojKBrlxzcF9yDnWctqrZG5Mu+X4fDxhu12+Q5Osdwg2LH4N+ts2fVUqQ1DFuM6a9vK22DUhNfVNOuq+RXybhtEdhvL7l4ijEb2F8z2va3JO9pGpoAPIhCCtXe0nuGP8SHQHAIvdBBOC5KfVkc0pmWE+QpwXi+VlMRzL8hz/J2LbjU/K8yeh3S42yKiS5Ls+JY3aWSi0Yhx9Z5TSrlcYsTdcb3cUtKkuBloIPb/t/5aZuG6x21lHHBswe55ACFzYk7q56nEhgce60agFNN+Zd4G3WMkjnvffuY1ikrpLl9WkBXIO8Si4VQdtuEvjbK+b83u8xifaf/ACfy3NrtkMp9tuzNvWy2SL+2w4tX6KbhKnIDTTLm3uvLSADUHqj/AOY3lC63/evJVjYsc28vt5bZtDQV/efEuAU9wK4EcAVwqieWL7wIriXUvhN8Qn/gUg+1ABhRv/wp2Y4t4t8HmPFlJi5jNyPk3OBd3FxHF3TPL5L71wjNNEpizI0fslTY/SWkCoHRz7x/cQbV5/3ggMdDt98ywhBOBELI2gtOBTB2pVzxzWi+3yxs8uwl7v8AqJSXkjHU5zipd0TIjkMKKWTCu9t8lM8tVwZktPWi5TYilrXVh1tmUlyLKjpR+kiPIZkJWhIApWvv19BvK242G+eQtq37bHNdYXllHKwjhqajmnirHAtK8q45cGT+9TQvXW2Rw9mPvWj845XcLpNDBYeRCQ0ykvUohwp0WEE6qCekz2/d1cPT30fiuDp0/qAqpvLDHLVbxbJcd9v7p2ZESGwrctZLjQWlwjcsp9/7dGtjAax3AUE3qNSxyq4nHtrF5zckW/iMbyyDNMC0NOSSpLVXUd+S5uHyCmI8Yq00Hv69ZtkRfvjXFdLSXH1DAe+md1mEex6FCv0sHrKn3ClTZfkVptVwlXKY8hTn3DqmlVHdcU4paiSR8KfLTT0/Hqx3svhSEnieNUZkQJyOhUCe81Q125VZnywzFhPvNtqU2lanEhJQVEd1CFChAKgKnUgUHQp92rlQ1PjiLRg0NHbnUYyDInp9ibg/NSHJXdeaktI3lANQErSapUpXpQ/H69Ie8vjSlxgF+KkjrVD3uGJVkviFFL7CrPe2xbp7fdgONi2ynFqWF1fQCU1CalNdadQbhgdbvY5DE4YtIVp5KDgU4cqJ28xEzMwVRRmKQbg8gOw0uoJQqZHcjx3UDbqp5whdB8vjSgB9AOr1aDScM3NAB9VGdDHtAPy/lVm2zGLncmFvtj5sl3Yt5SW2nUtqo6ptA+SFBVTU0oNejMFlNK3UDiOeC9UrRmYwp+jpwroySzuJx52PNIEtlalNEoTtUFp17ShRQDmuntTXQ9N39uTZFknztp1krHPBapZ8KqnGHvtp6Y0kJFUN7iqpU2SSEoCwdEmlFadVuyRsul2FTJRggxJqaLiF69QH9gCHpDym3k0SUrTDebQlSRSu4uAVHrQ9T3Q6p2vTAk4+qo7npGWhVHvqM47cDZuM8yyltSkqMy6JiKTuBdm3S+SojQSdao+1in6k6dRbaR1rs9xeDAhzk7XOIHuFKeRLdNgBQuaP4+mVVDKaiWfEkSrktS7rmd4jwnpShV2Nj1npdHGI7ldwZl3d1hL3+KuyEn0p1VZWMt7AOm/+0TyIvJje8QO1xaD2VPilc97oIgPCa0e1UX04VV1hsbt8yd21zGl1U86++lBKHFxWlFSUgfm/Wb2hFKAk/TqvWtuLq8dFKqKThReeX6e1a6FMSBjxUY+urnkw0swb64mCuG3DscaKwypFG0tLkrZaSKUQtQHqT8jXq0CIMY9wbpDYwPUqCgpdhjiVPaPTlUx5TcDWL45b0bP+xxJHc7QIUX5EfurUpyv5toFfYfh0S8xE/SW8AybAPa6m9vJMricO8fZUKhLYadadcbLgTHioqN1KoZbCaKPoBQg/XoJEGNIcRigp6TU3M4Y8cOmHT2Vc3DV2eiZTmIdU4kZPxzklnt7YUoKW/bHYV6TCYYV/9RKkwoUntpTuUvaQB1IspZ23MsjS5JIXNanTFAOKgHLE401exsMUYCdyVpJI/qBGfAAkUMWQXJyNkcp1velpM118hSGUFxBr2QhDJ2ob7BShIGu0CuteqhNJ/wBS5wVNa8vh0yo5DGsGSkYYLw7eZWiRxXCYvK+J3O/YxIMnP8Vt33GR8fKbdeueY49C+2jQMj49dYbcdveRwoiw1c7KoGdL7IkQO4Eusg3aMbcW7pQ4K1S5uOrT/UOY4EZrkooTNc/TSBkjf2H4NeMmu4teODTm12QycmBqJR1R41tjfZnuQHf1VoUpx5sKcolakJcJWlYCfkmgIUNRUdTmNa2NGfJnzpt7nH5/mquckliHJu0hsf8AbPpQzFkBQ3pWpO1wJQPcapUD8h69ANw7j5C35DgPxqXErmtHp6JTe/4XvB7NPM/Kr1Nu8i54j4v8Y5RDvHP3KLanbYmfIdR91a+FePrspsNXHlTNYEc98tKUjGrMpy4ydriobb3Et5+18f3D8/w3e5t/+4trbxsdxL077mtHAK5C44as1QRyP7jfx7VYkn/dd8g5u5niG8+YwGJUbl2X+QmL8ZxYOJYHabXasQwXFIWK4rh+OojI4xxSyQWg1AxXHba4046/EtkNKUuqeSXJUp5brhU4VE+ndv2Sw2qyZZW0LYrWFoDQ0BrmgBMUQA9nZXLLjc555ydZkncf+Xr/AB91Lyu14yfL3J91kwBZW59xvGT5F+2Npu9mul3fjhOOEY5enZseBJsAQl1tyC5GeDygpCmy2gCY6aZimNxAc3SeZacCxxHzMIzY5WnEEELTR0FyvA1L2NB4kDgetDLyPned8fX7GMK4s5Iy6wZlcZMW5XOY3lN6XAh2poKkONS4+Vv3N1Nwly3ipz7tza4iqk+xHmD7k/4wfY3z/dG83DYLWx32ZxL7nb0sXvJ/VK2ECBxGbT4TSDxONHdu3S6t2kukeYGjDEkrwRCqc6InCP5HvNPja0W2Ld8WtnMdsfalzv25d4tuLXddqgy1xmpLbGWSpmP3C7zm0l3tRLnFbCVJRtqqnXkjzX/g55z24yO+3XmeS52xyubablGHvCZASg6CDkE0uQ4g4VZ7LzQj/Df3QoGRcFIx6jHiRVt4z/Ol47y2JNs5N4v5OxHkJFteRCw2Xjv7BEnymysNOoVP+5iSopfTRyRBefjlAHy68t+aPsz90vKs74/Me1W5j0FrXxyiOHA4PcxzC4Y8k18KtEO4PlaTG1r0wVrgQvVMPVnWvB515Jc+ZbxkHkRgMCNEzKHMl3NdkYdEhN0sSAmSLbLWkdvets7GyK/NOpoerP8AZiODYLj/AOF+ZnO/s12/F6J4Uz3HvsXFAc14U3C5pIEpxxVOBJxToPhSjbg5FvC2bqiKqO3dG27t9qrcH4r9xR969HUFalyM+4ptQNSCPoOvt9sMTP7BYMDvEYyygaHZagyJjA7sIb686pkuqKaSPjrPZmcvjWbU2oRUKUC4zsaYjgkIW6CkLAP5ANivag1B6srWpGOSBOdDHFHEtwKmvuLZhcpCW2UqW+FLSEAktpKAd63DoRHBHyUapG2vT8dv4xQfMqeh5VpswiYXPKRrj/DqelWDAaj2GMrtKYmXRhoOSpjRUtmI3tJS3FPwqUpNFrNSoGug6NQhlqxFDpgMSMh0HqzPGhz3yXBGDmwk4A5nHM/gOFQK6P3O93Jt951Zh7+9VdQ4+IySvuNCoV20EU01UTqNR0FndLd3CvLvBBwXpyotGIrdmhmDuX5/GoncnR/uGYw4Eg2DEcZtyhVBKZuS3OfkzqVAEhZahxI4WkD1Vr79Dbt7TeuZ/wDStomn/ikeZD/5Q0FKksatu08JZXvHYxoZ6lcXVHpJU8y1FoFthiJISlKlhKldtKy2tVQAU6mppp+AHUNWkaRkgNPNJa7URipHoKzDaQq+MISoKLcFCggbtidKAJBJU418qGmlQT0thP1DUxQfhTBaTbEHic8P5emNdU/ap24x/iqmQ4U7uTveW423Lgv0QsnY2ptTBRSnyTUV6ydDqaP/AK0J58Wn1Ilaj7jGHFPBm9RC+sqq+yvP+yXLJuUsfx22Nql3C9ygxGQrZ24zpZfdL23fvbYYZSHKHQhPqK9DbuOW53iO2jQyvKDocfWBUy2ljttudcSA+CxilApI4pzJ5da2cv4ZvHXjbi7yGmzbay3dsxtnHSJd5v7ry3FouM+RHjvssMlSksJDcPaaaaUHXmj/ADZ2y08v/aO1ijU3E24jU8nMsixQZBFrewbtdbpNP4rfDs/Eja1g5DW9SeJX8hW0DYICbnkX3jlS1bwt9wK0QHFV7dT7UTqOvkXY2ovt3FwcY4QSeh4fwq6MdoBA45cqgXJd8E+4KQ2SEJJQlIOoCfSutdPUdDN9ujPcuQd3LspDnKQBkMvTrUXxmKlC1PU1WupKhT0P09T7enUOwhRwkNJGOPWrXgLbUdpIGxNAQPw9VGvserVbISF5Us51mWFqFKEDd6+lPQjb9NOikJIbhWDLGsLli0ogvH5FZZIPsVChBH9f69N36aPVTbwqAc6TX5NoS5dZNaNmqUpor51G75akGoT/AKgdUaU948iRWoD3+tZjxqmtpbYa7wAQtPwXoa+hBJ+RIJ0/r0Aug4XBeBhw6oi0+5yv0uyXPtpieWvdzCZS0ev2aiAmtdyWjRI9ymp9v+PRWWQOtABmBTb4y1us5YenRKTgZ5tnJjspLhbWqcK0HbCqvUBUdKqNToKaHXoRfsc61cG/MQPintrGF/ggZgOX07aNO8pau+NNSAlK1Ox1BxIAIoBQhQOooPWlOkWlwQjv1InrFMIrynErWuH/ACO+NTEoyM1x+IlubHLsl0MIoSrUrSTrUroRT6e3Xur/ABf+7D/Le6M2Lcnk7TcgNcOTicHBcO6c0pBxaYpEUlWnIDt7cqRsnvAuRg24ZRdSwpktkuJfCwkNhO2oUSaenX018WLw/G1t8DRq1Lhpz1LySoiFUQ6uVb/PlViDTrcqUhlIASpxaxoaBJrTQgncqtPavX5ubpn012HtXBy+nPCjjyGq3iSD/ClBX+IIc11BKPispNUkbtTtTtIolII9euhbfL40IIXKnwCGhwqPpJQU0ASdoAB+oVQVWAAU61H9B0RPeXj6cq1141Iceujtsu0KW0tSA260pRqAdpWBVVPRe8E19dOh242jbm0fC7Mg+3p0p1dTS08qbfxXyFKn220KSpX6zLCPUlIWyR3FKPopain6j69UHbIjFE+3VHteRlmnE0LLfDJL1VE/j7ajHl5ZyxiV0v7CT2ZNqW7UJO1DpaVRrQkk9xWlK/j1YNpiLt4t2uHzPStxuJaXD9NaP/krLcuPKN5Uuqi064itd69yXFFRGoNaH8a09+vuD9g9u+i+3NqOMri71Ze6mNzJc6NoTusy4EE8eRqiWGwhSVDWlCpQBTVNSEp0Gv4067YGocONDQdDFdgF7ak0RVEkVCVbNWwBtNagpH/PT1rX3A6WQiVHnlIKAkEHP1Y/wqLTEpMlY/KFACgB/Kkk0rXUiorT09uh0w75SpGJxHKsdK2htakAEbT8RUIV7BR03UFNemU5UuMd5Dz9dRWYCFGoB9Up1qQPXafqaa9RJGYpx/CiMWB1nIfGmw/x3XoR0NRyWwe6438lEbVFVAPY7lHTQ0H9OvA/+TVkf7rM8AlVPNVH4Z0t57zFULgPT3U8+23VSoqDvCkFA2kUAQRRO4pr8109Pr14HkttE7mohXH04VJCOCLhhXsi3JaJzMlJI7TrbiiRtJ2mpVodKV0H+vT7YWEFpyKjnTTgVQ4n4+nCmB8eZY3eLBETuSXW2myKkncoDUlIrStKa+/VM3G1+mlOORK/EEfCo7AQdJQuxq1ba+qQvQKV8lA1oCpZHzNPTb+H+nUBhBx404WKRqxQVjsigkRVuONpUCmoKvkdFEag0oABQA69SIB30Bx9tKChvVKGHJ0plyVBoGhJ2k0qkD1GlKoqaH6/16sVq0MYGvPBaQ3AcEqGIbUHFaaHRWhBAHwBCdKAr9PcjonE/RgcqWryFHOiJ41Y+6DKEEpcCUhQBpVJ1JomoJP011HRGJxLVpYaASRxNWTl7MhiKhuhG/Q7juUpAToQoAo0Sa/iR0otLXof6ad/9tP9VUDOedhySV7koVsJJJAqVDWp9ylP9vr0/EwEgnAU2wq3H0/MUR3F13Djbawum0p1UDuSAP0yToaAH0p1NiaNYOKA/GtxkNkOrJPZRSSrhBbsSpMiQ1HKG67l6KWpCamgKtNdNfenRa3s7rcHiztI3SXLnIAAvZjwFPunhjQucACaCLkbyXtVjTcbLbld+btea7LS/wDunjvoEqUnSMNw1K/b069b/Z//ABa3jzMYt48xtMG2gqS8d08g1ubyemDeNVfc98hh1ROPfx7oxJ5AnIeugDn5vfcnvzzT6ir7h5w/aneYjfc3BJcf077yFf2HX0Y8meRfLvkaxZt+xQNZIGo6VBrfzx/SOAA4Zk1S7u7uLoeLM5Ihk3l+faaI3iaXFsEyuQvCW+9sSyFbCEJQaIQ2gaNMbgKmgr+PXQoMMD8qYULf326shx9OlFhbLkJ7d4tziyIN+t77cdtCQERrhHAej9oDcQmU42E1FCSeuZ/cfbfoLnafPloxv1+ybhG+U5GSzmWG4a4jMMY8vR2AThU62IfBJt7vklYf/EMR6zlhXp4z4K5t5Iv8dWM4FcrcHmGXZWRZmUYpYLWw78G1yn3WZlyk7GSVFqMylxxI+JFa9c184f5cfZry3ey7PsM955k3mF5a5m3xEW7CCn7t7P4duzn3PFXhlTu3eV93uiuhsLCP1kj3Iv40SOYeCgl2R69ZxyHckQMbSwi1wsXstvgKyPKHXUNtXWLOub1zu8HFrK6QshwJkTSiitiD15E+5/8Amf8Acvc9nvn7DsOy7XsrGiOL6l0t9cTl6seXAGGFsek6S5rcMS1cDVx27yja2z9dzNJJIOSNavAjNyDPHEnkKXN/LJ/Gfyt5TzvDbMeCuQMb435C4M42uuBZXl+Wv3q3N3bFZt0h5DZ3bHb8ettwdk3ONeFTXH40gJhOMPhJCqBJ5F/j/wD5C2v+P0N9Zbvtd7f7Zu0FtOyK0fFGYbqHxWuxuDpELoXtYMHO7gUHMFr/AGw3DYyHAeGwtxXHEkPQBVGp+AIzzRaWG5/Dn55okyrufJzxVkXiDeJFxtuUSuDbI3k06RPS1HXeXMhXxquXAu0KMP0TscUhQqgpUQoek2f9xLym0sL/ACdvGClzvqdu1AnLS7SNSHJxAIHA0IfsbHHULmQHDA69A5jTpydxGr10UvgR/Exyz4j815nzTyn5DYJylB5G46yHj7PMKs2NZk7csiVlklubLuM3KcqlKclKhPhVO40VOpc2gICQOvOv+Rn+S+3ffXyraeX9v2G72uax3Rt5Hcz3cU0q+G5hYGRMAaXagS7WjdIQEHCRbWAtXNc1w0ta5qAEAhyYYgclJzPbWvn5q8SXLhTmvOOMrg2tpnDchu37A86FUkY9JfU5biypYo4x9k4inrRaevUn+IvnBm52L2SEeJfW7NY4i4hUOJH+oal6IedZdd6AOKKxxCdOHwFL8zKK3KgfcFwhbPbdUNtDsaWU0R7blBRNaHTr2HucbZmhxOWdbtJHNcn6hgPXUm8ds4kcS8x8ScqwhtViHI2JXl1sUSqRanbuzbLvEd3HWO/bZKw4DpT16ov3A8n2vnn7a7/5QnYHR7jtVwxq/plZG6SF45ObLG0jrSNwmeyIyko+Hvg/8B1OB6Fqit2nm7jjGeU8bu+HrDUlxjIrZkmPqYcM1EVbzPcbDSW3khLdxgytqtpClCn4dfn/ANsv7/Z5xuliCL3wiwhU1AgamY8dQDgoQEVaYZgI9cRKOQhM0ORHqz50sO68WRLRn8htMuzW02mVKSn/AHNPaxOM1EgxxLlxW51ykRmm3WHGSaOuAOD0PXpr7OfdrafLcEkfmu2vZ7G6jjX6WJ11K2XWWhYmI4tkDkOjFrmtwIqfJJK5jHxvDJ2F3eJQZZqcMuBryDPY1+yDGMXfuuF22zuZB24s25cp4eu2i4zXWmBOfctFwkGPHU2AAUpUhtKiVGpPXrTZPv75Q2K2mu4fL3miY6QXeFt8of4bTqIZG5jSXZnMOJwAKVX9xE961rHTxI0khZAQpwUlTgB6hUJ/kuvmS8U8HZtFan4jIY5ak4xxW/dMNz/GMrguw7OhzNru+3FsslyWtl21WhDRdfbQEhXyNSK2jyF9y/tx/kh9y9hk2a236x3fytNJungbhYTWofqYbOIiV37by2SYP8MHUrVxANQo7a52y2ki8WCSG4OhxjeHK0HW4FOBQDljgad9/FjZ5Ng8UePsXuLEsOwPHzE74y1MbejyXnLm2zemXnw5+q2t1Uje36Vbp7EdfMr7x+arrzJ91/O94ZNUEG+XcUTGnutELizADDU7QS52ZOeVWG0aG2ltEc/pA4ckKH8aPrkLHp1y5Jwnme3RGJFjzXj21w8teaKUqt2TWRz9tL64dPkxcYaUdxxJJS4jX69fVn/CHz67zn9hRtty9bvar4sA5R3DPFDeYa17X6eGJC1St9tTD5hjvGDuXEILiv6mdwnliNJPtqZR+S5+Pz02qDADilss7JZXsQ2lYKUI2AErJBJFKAep69bshZdQ6ifl4c6iukfFKA1NDjhzqjucFXu9XC3ypTp/RfjKSzUrQ2FOtKUapJCiQfXqTtrA3U39NRtx0vZHI5Bn7sqVz/NB5KcmcJeN/j/j/FPJeT8YZpnXMt0dkXHEbhGgXudh+JYVJk3GHMMuJOS/Y37xdora07Qlx0BJJAp0W2qFsdxNdtAwaGgkAoXFUQ4KQOWXGh0rReeBYygOg/ce5uIPdaA06mng52AywxWtbe2/yk+TGNXEWzmWFi3NuOIWpr9xlQI+F5iyzuI2fvWOxkWqZLLfp93CIUoaqFege6bjOy5LblgMBObMCOmkqPhRGPy9ZuY11s97JQcNR1Nx6hCP/NRt8P8AnX4z8pvQ7crLZXFGUSdjSMe5MabgWp2UtfbS3b8oQ67YJa1lfu9G0FUpB6ZgljuFELgSDkcHHsafwJoZebVuFuC+SLVGube8D7MQv+praOeQ4ssx3ewzNgTWQ9Fu1peFxgTIwTq7HdYWvutJKq/pKcBHv1MALe65V60GY3EkFO30Q1VmYvswrFkkhHbkMx8bv7jqkKq6GUWiYv5oBQptWlKqAI+mnUO4P7RA6fEUQs2uMzUHZ2/xrXexIvXHHLYIbexchSi0kLKVOspc3KQ2pNFJcVuoKVqR+PV2tlniHhjE4Ac0o4giCE5eur7iwrnHhR3YkmWExwhktEuKCCmm9ZWrVxfc0KffqxNimZENBdgBTeuIy6HhmPv9VYHKZUxy2/ePh5DjToQ6lxtad2/Te3Q1KlD29KdDtwkkMPiOUO6j4U+0NY0IO6vp21FIdnMswJaGtjyDufC0htakk6OBFK0KfQHUevQ+O0EmmYBJBn1p8SIq4g5flUl3KVKjvJNGLdDvMoJTQrCoVrkySoVpvTtbKUevyNeprDqkH9LWuPsaT/KmCcFPotRafaxC4UxO3Mh51y6OW2a80hBKnpK4AuCm1qVpsbXKVr6lVadQJ4vD8uwRNUvfpceKkhU9SoK212q7MiYhvxwCVQWdyVv3C2Y6pae3jFsRbZTiClxCrrLe/crk0yQKFth5xLJWdT2z1St3k1XDbTBIWaT/AMR7zvYSB6qMWzRE0vzcTUv4esLTt2vN/nKUrtMJaZCAe4WGmioJQ5UFsOKFAB6ge3U7y3ZRSXM1zMpIaAE5cgeCnOm72bushGQVehP8KyGQImSYWYPvR3rey6mzJiwHnCpTjKJkpaHwlJUE7kilTprXqZOx72XDnAsB0I05pqP5VDb3nNPU41kOUlKTEmOJANcfioaLVGmEp/bG0r21CiSilTpr075hJa4vOXhNT/w1u1UTADBuqsJE2w2/u5IjIhMxoBdcdUllhgKYbNXJC1bAtxRFE1+RUABr0Li0pqPygBeWXGpBIfgFLsfjwo0OAvCXmzl3kHBLzyDZMu8eOE25UXL7xzLyBZ3cOddxy1vRp5tvFdgv7LN2ynPsoi/9raWlQk2/c/8AcynUw23VGVt+1XO9bjHCx/09m1wc+dwIaxgIXSM3yEHutaMQpxRCP3DeNv223fGomvXNLRGxHlSDjImDWApqKqMAAqVOsu/jW44XDyHIr55YWTDsmn5BNn2bGbNxbe84w+z4rcZjpx45PkFuutvyZ65dhxsS34NrVFb1U02tCCCxfeTNMkkovImnxHaR4bi3Qvdc7HW1RiQh0rxStWvm0Nc2CG0mdGGYuc9jXueB3kahCdr1J5KKW9jEzOuLeUmsUi2+fdMzw7K4VxiQsVkvSod5ulne+6x29Wy9MiNHGM7kN3CNKUtlJSAVlBSoCqwSzWt2bXS51yx+Te8CmRBGBZ+oHAc6sz47a6thctLWwPZ+oZAjvAg/q4Eeqrm5auDaodjzSzybffcunJcPO0bH3UTcbtOe5FcJj9snWmaw0zBfFzYR2bmYo+0/dgVsUQ4qpmS7cwNLSHTFS8DIO5AjPDEpgDQlkWpzokLYMPDPFzQMVGY/0rjpzrs8VOHOGucObcYsPkdzbA8aOA7XOby7mXlDIrZfL+mNjkS5QobWD4rGxqFNXGzHkV95UC2y5fYt9vo9JfcIZCFjzYXu4B4tWgRMR8r3Oa1kceoNLnOcQMVKcUBQKlSJLyCyR0mp8zgRGxgLnPeGFwAAxTBCcgoLkC1s/cmecnCmFcXxODfBCz4TYuEuKLZPx/h3BONctXd+JIX39yCn8qvec5RFx+/Z9kuZynVTL1fpci4XGVKQreTtQy30LYPL72WQh8vRGdAC+VWsD3Ed0CRS0sGKBriGhSVcSTzLdb2S6vBc73LJE8k/stLiWAcCwBWkjIOAJHEClNcuea/M2DSLVac25zwLDL1cm5Exl7GeIcszOJKQFqSfsrrIkWiyT0JWsEobZecYHzXp6y9x2x+0SR2/mC8t7aZ4VoYySVpx/q7rSeJRU407trYd0ZJLtdnLLAxBqfIyNwwx7o1OHLvEKcqznB/nlzzbrqh3NMwwDmrB5jEZxN2wOIrGs9sKAtIUq7WFpDbchtpJKlIcgBJ2/F5JFTA+hunsMkc1vdWowD4QQ/8A54zjjwIAU4Z1JuLW2DQIGz291grJe8wjkx+OPr7QlHHxt5K+OWf5DlLMDOILnIE1JiSYl8X+zzplxkhH27aHLu0mFMb7JUe1HdcWEim0DXoGGxPlfpLTMCjh+oHkQcsKbms7yKNr3tIhxIIxCDMkjh7KI68w4sSxOHHJI/cpTDNncfYe2qm26SyUTOylBVFQw0h1RbCQlRUdx3EikW4Y0tIHzH091Nsej2mTFgOrHnwPpwoTeccTsf8Atl21TLFByK2NxIFrs0Fi2sKZt0pC0NtvzLOpe2Tdno61pbdt0mG82+rvKO6lKvvG22l/bG1voY57QgDQ9oc3DBdJ4oqFpBGa0asLybVqjc5kxJJQ88cDwC/1A4YUKysRuGJ3a12bDrm1yBaZuNKvGRWO9TEtRrOlyWthi2ov7sWPebZcOw06263e2tHmwUylNK08qefP8aNp3d/1vkt/0m4gucYpHnwnDBGxvzjOGGpGjMuJq1Qbuwxk3gLCgRzRmU5ZEce6vJBSxuWoNttXIeVsWSBOt9kVKanW+13FKY9xgs3CAzI+yWllTsZQjy1OoS40VtON0Wg0I69Z/aWLf7X7Z7PY+ZmFu/Wlq63nC6iXQyyMY4EZh0Wgg8QlDLstddPLE0EqEyRB+K4VEoDu+2sIUrc73G9SahbRaQ4AQtRUKq3AVOtNOuoQN1QgHNfdn+dD5gGzFRm3hzqdQn1QocmjiI7KAEyZCVoUpxwJHbCyPkpDRp8D/wBQkVGnRZjfCjJGDBnQuR2p7WtUuOQ5Die08+FYZ2/svuGKhX20VKO88+pvcZD21W8KbKylBRoKp3BHqB1HFzE86FIaOPM9nxqU2BwYHkK4nDH3Vg2ZiLo69M+CYjSzDihb6mENd91tDbm0UIcccX+UVJCvxHUFRK8yYaBgMUGJ/GpDv2ow39RKnjkD8KiN1IXdeQHFthttm/mLHoC0v7XGmk2phACf00L3211J3HQhQrXQiJ8bi7eeEyD/AIYxoanraVqTbeI2K3Jz8EKvN6uP/qFY9pQags3E03SBDU1qQNxjo7hQkgHYitNRUkaadMNwi1r8yVI+eUxNyCk8ug7fhUjtRcavMl9lgPFqGFN12gFISEhZNTQ7V/IU9Px6fhaRMXNC4e+m5BrtwFRTj8a6UAKlXBLiVoUrKMbjtJP/AFN6YcdwoNAArakKFVUSB+JHS2hHO1L/AL0YHsHp/GmZVABaiiGQ+0nH+FWDwGtr/wDKJtjyw2py04xebwgOGgQuT246CsEApSWlfU0T/XrWzEP80MdgrIHv94FJ3MAeW3KfmlY32KT8K2O/4g8xjTvKjkeCJMeQ+/grCiuORs2MXJwU11/6h09RSmnXlH/Pq58X7a7foKtG5SA9SYgR8DUzytD4VoXnBpkYeqo4Ctn5pabHjEieFES5xcWAdKIX8QTr6JSKj316+TtuDY7S+cFJpST6jlV31ENCIoHHmv4UOF1fdlzS4o7gVkf/AA1B3DXWgB9vevVNmOuTUcThTBdUmsZQ2AtdQkEnan41rr6etN56I2MaFXnCkiRDhklTWBJbWaoO71BPqD9fj70P9j0ctypUUoyheNZlL6kVNBWuo0AH0qDpr/x6JRq0lc1rfiBFGdYTI3VOxVK9TtUnUetATUpJGoFfwr0zfEiJeNJadR73AUn3yi2/vjx3bQVHcNoUAfzEk1NAE6aeh6pUgL5HA5Y1kKagTzqJePl0ci3BbddVqC0qJJSlKtpqAag7ikUHqPToXe91G8U9gNPzcOS0zp6UqdhjzZUCoxVIJJVWiW60A1219/p7HpcLw9gTI/lTTydJHD+NJt5LcNrzt5eqf+8r8BX59yv5VCg2Vp+A+vTrI/FtgU4OHp+FOxkFhHCi2wvIxPx+MyCHKx09wk7qCm3UUCis1PtQ9VmNxaXMIR3p6dKackaf1ULnPeGRsmg3OFJYDzUiOpNKBQ+W4BwghSd6CR7+nXRvKe7usHx3LSjmuB7Dz7aa0OeO7i+tcC7+Pky1+VeJ4mYZ/bMmvFyWn4q7IXb7Rc7qVgU2bS3Br/Qetevo9tf3bZffYrc55JNO5WVvFoK4uiknijKY4uaXnDkUrC1JRO3F5cQ7DAOTApyJreZ55sYuuOOykNhzayrcraDtKkfFQAr+U6j+nXyT3NrEEoUgn14jCp5YXODgcgRSNuRbN9jdJiiFAIeUaFCT8lqUKFKRuH4e46NbHcl8YjPzDA48vd21IjI06RiBl66qYo/MNd4pUhR27fpU1KfXQep6tOrj+msOgIpxOfSvVE271bgfRRolO47qfnSFEeif7j16ZmVAnp0rGk5UavCGbIiWZDbzo3xX0NtpUtSgKBKlkgaFJT/w653uMUlnu5QpBI1fXkfdnUe4YjQWglxz9tGTy+5Dznx2u09ope7donFumu5LbS07RTUBNdKe3RvZpSb61XvESD1hcPdUHUkp4NJxH4Voac+URynlaFEEx7mtutE7fiVenuClR/p195Ps/F4f232tc3Qr7TTO5O8OdSpAaMuyqeZcK1JQlNQNCSSSfXUK0qo09PbrprQBQxs2t2gDumsu0Qy0tW1ZWkBZoQSQa6A6bQk/8eslcOHAUqOIAAvA1dajEhYUpRCiFK3EalXyr+X+o+vQlzi4rTgxdjg2vC4pQaV+XVKkmh+hrRNfoa19z0kLwpwDEEr6fjUbeSlThBoVkKAUPYgAkmo/MBoeokmZIqfEcdJyNMB8Fr79jeFRdwQESFAJUK/nSUk6n4nUCvt15D/yO2p75BcxjVJJEHezA/BfXS7gEhh/SD8EJ+NPOs2QboiAFoCghIB3JVuUlH5fUEApFQfQdfPW/wBuLJyCCuPp6fClqcx6qkcO+Icc2bthOyidyTorSlQAKOkV+leoj7ItZqGLulYSczRS8EZaty8os/c7lSkJ+BNEGiT6K3KAVrUAEdVTfrTuCXk0nLFaSW46wMaZVYbQ1Gjh1aSEqSHE6ALUSlI2gmmgHoffqgNLy/W4oAMKzxcEGS1X3IVxbTvabUE/EIIqUg/H8xoRVFNP69G9tYHsDhSkKdUocJMUSHVLO1HcK0fIewGoSoUJSqmn1rXo+0gjVxFJa0tKEfzrqFgJbU4lK0gkKqRuoT/iVempTQfT+vTjZHNdhlWtTgQHBUCVYvF1xREvCWHztSFBJFAQtG41IJFQlK/UGlfb36MW0msIneFTGDv8ESr15DeabgtutttqSBvNNQrSiNTrT8PbopJH3lOGA9Pypo/Jh8imhcvEpiUlbi6I7eitx2gkEKJr8UhR/wCOlOn7eF8sgjiBc93AKT7PjSQjWr+lK+rLytZMOgvSC6hx2LvUe4U9qpUEqDSakOONmhrr9add78h/Ynzl5vnigZbPjbIFHAhpxBcvygjIlBwoZcX8MCyKEHWqvzDyRyTJC7Dt0t+FDkBbaXEfN9YWk1DKVFISPp7+/X0Q+2n+OXlLyXDHd7hG273ZqHH/AGwev9bhxJw5BKqe4b5NO8stxpbzOePLlQ6y7PPVcFXF8u9qQ4HXUuLDjzy3KEuSHlEkpWrUj8w0069HtDWNaxgDWNCAAAAAcABgB2UD1tc0rjITmvHiakrkmNHCPsmkMuo2qS7T9NKgKkIA1ASVE9OxhCvCoqOL0fiBVhWJ2Qhxi5PkOufkcUN5WkhITVs67gEGmv8Ajr1Na9QozrSgjCiFtvIUizM2u4QyFyLdMiyWgQFNlEVxJJWNap2VB9QP69Qd+22133Z7vZbr/wCzXdu+J3BNbSAe0OQ+qnYnujlbK35mkEer86OSX/JZ4p8Xw25PO/mz4/8AG7ybCw27gpfyy85gmcZIW8+xYrVbZD0yYIaQ1sKShteh0IPXxc377L/ea3843OzbNsG+z2KuEei1Vru/i/xNbYR/pV+nSnE10WDdIHwmWWVQAuljJXuz/wBLSMuZAoM+Uv5/P4/McjrjWDP/ACn5nnOuLYhHDuFIGMY2Y9e26uHcstlWoqjN13Bamju99OrND/iB/kPvMQZeWNrZxObh9XuVswtHJ0MAnIPRUHGtt3dgxijunEf1COPPgFcSfWKrXG//AFBngRlynpWXseZljlvQUW+aqRxZiOTQwYe5plqCi1ZMhTau0B8gNtR0Pvv8K/8AIF7/ABWRbTeOQNVm6wt7oy7ssLC0DJFJpY3xrUbNb3SkY6TE4KP+ZtQqd/N9/HiJcmOjI/L1cREovxkp4SsrK0tkEBToVkJUlLYoof8AxevQY/4U/wCQ+og7dtQAPHdrb3owj2U0dzhcFEN6nUQ//wCzh6LURvX87XgzaxcE4/j3l/l8t6Kp6FEXiWG4k0kNpSlMldyuF4fREa7idSoKVU+/Raw/wf8Av3clLyPy/aNRS5+5eIn/ACwwuJ9Sclpn+4guOiG4Lcu86JmPqLl+FIQ/kD88+CfKTlq3ZjjXGPMfHF0bDlluc/LsrxLNIV3YmpjO2xt+JbmIbttQw86srcQ45VlW2lUjr019k/8AHrz99m9wbJvG5bNe20l0x5jgbcsMQc3S9JXgGQ4gtGlrQQSSQTT7Hy3ETiWBgcCdOvU4EY4nS1vDgTS3eQmnoyH4dOy42rsqbbVVJbSrcVhahXasjSvqk9exr8O0uYMDTtmAHeLJint6YVHbXtl21hskhp9DsN2h2OIFA6lxpYqULSpJII9TT+nWrWUxBrmphzy9fplSbhoeXYYHh24FedMZV/MH5p2C42hdzv8Ax5cbLZbDbsWYx5jiTFWoLVvscGNaoNxltNrjzrheH4sJpTslUgLKyVAAnryZuP8Ahl/j/dslZcWu9R3M1zJK6ePcJPFaZHueWNY5pj8IFx0t06gAEdTkEd86IC2uCNLQEexhCIMcGgjLr1qD8yeWufeVmO3vKsmmY1fxbGYKrzhuL49/txq1MsHsM3VNkEybPuk9t5ze9JKltpRUFIGvXW/tR9hfth9nNsn3DyDBcXW9F3fu7uTx7qNjgAY4u61sTAANWhmo4q80h771zxDfO7oHAANxOaDAnqpoCLlOTHl3N+2RCu3y4wf/AO1t7kxMJRZSZakojMvGMEKSTTQJTrWgr10k7vuDXl7Jpkzwc4oeORKc6lizgkTUGgqhwb7MeP8AKrFncdZNgj9odzGbjgXn3FOH8i4qix5BbciTJxjO5Mpizx7y3be+i0ZC7GgvqlwHu1JjoCQs/NIO57y+nJN7K4ytALTqU45EORRz6GtNitBpdasAK490DLIIOWae2jv8Xf5V/N3x1mx7Zh3MTeQYa7bY+KP4py3YoGeY5Cxa1lMKDbbZIuJhXywxrXCYS2yI8sFDY2j0A68/+bf8W/sR9yrqabedmbt27Xcr3zXu2yusrh8jyTJLMmuCZziST4kRVxOONIFvNYsH9snniIaQ1hIlhA/p8OQHSF/ocxBklPn4D/8AUUePd7xuzcNc+YJkPGt2fuSLdJ5WxMOZBxJCblOIUJE6z3JTGaWK3quO0PyGxMYYQvcKgHqX/jz/AI47d/j3u287ZsHmU7v5T3OGMW7Lu3NvdQyskJ0SSxk20rS1xax7Wxkn5g3Oh24XG7XUcbrm0aWxSOOqFxKtDfmMThqCkKQx7z/S0011fkPic2Sy9ai1fWH2IEmDPsyHLlb7rb5zDciBcrXcYaXGJcJ+O4HG3UK2lJr16jitHxrG/Ag4g4IeI9tBnbhA5viNxBCggHEEYHJUPDpU/vuQnJ4sR5TZ3pMVbjCWiHO3VCwlwKG5IFRQ6bupltDpe7TiKgX114sLA5Bx5dla4n8/mSH/AM6vHvFBM3oxviG9XlVvJKkw5OUZQU91LdDsdmR7WPQA7UD2HRW1cIdre/DW6fDmdLQD8azbw6W+Lji0QhPW4r7UrXKyP7Z1a3JIS8woj7lKCQpCVGiXCPZRVoT1XtwbG8a5QrDn+dWqElcCnHL3dlVtdrBHdS5LgOtmM4mn28pO+OVaUS84Qptsmmm4bPTXoDcWDSDNbOAZwDuHryB9FqfBM5oMbvnIzGf8RU14p8hOauDpyX+LuR8ixVtpYMjH1yjd8Vl6lS25OL3b7u0lpYJBLSWVa6KHtHjvrqH9trsjiHd4L68R6iKTPtVpeMWdjS52bhg72jP1g0d9o/kum5jjF6xPlfjeOxld/stysllznjpxyNFk3m426RBim7Y7McdkRWXFuJDhjvutpJJ2adSW3zbiRlvKxwke5oBb3gSSBlmD7R1FBzsRtHGS2eSxoJLXYEDH/lJHqPShrw+ysMRIMZ5mRIet7TDTchiY21seS1tLm1ZQEgvFVCK7RTSvXSbS2a0gITpOa1BRSTRB2f8A3VZWmURZzF2hIKEogy3oQMRwoT3WY8k7HHFGoJ31J1p1aYW3tuwBjg9iZOIw6A8ahyQW873OeCvAgFfWRX3f7hdp0NTcjF2ku/MqdauMfTtpLhUtsg6FJ/qNPbqLfPnkjQwq7/iHDGlQRNa5GvcGHL+AqtJUu5Nymyi1nYiqBsmNI3hDYU4k0IKiB+FBSnQR004ejY8Bx1AVOVhHze6pDItUxWNX+7dpiMqPiWVlDbL/ANzRT1le7UtWwf8Ab7G3CFBRCUqNfw6meA8QPmIRwifgCubc+lIVpcBiijpxryZbJg2FPHVt3tsRWocKREgFVWnpCLLDkJaSilC9uQoGtRQ/TTpvcTFaG0iwEbWqB2NGXVaRbh73PkaFJKHglCPGhuT31XxMR2dFVMeuE5AQ53pDkp5bxdqSVuJDrvzoPkBoOuXtYZpTcaS5hcXOHEqV/H1pR0u0NDC5Hac8wP4UQFlzO3Wew2eLExaNd593lvJabQhdd66pSiYpKglKG0pASmo0JBHVztNwgs7NjI4BJNI45D49EwofLC55Oslo9MVqLT7vdpNvys3bGJVrSxOxxEtiI6lCFRHn5ikJSpde2HEo2J+RSPWnUQ3U07bgTQmPvxggHBFP8hyrGMawNIcHHH0/GvVycFyYt4aUgpQiyLKaBNWRHhrDKQahQVQUJHrQnpe/gzMkwRvhexG4Uq1ckgJRVP8AGmg/xf8AEvHd+XyZzrmGLys2u/FCsGxPjLGHv2uRZ7LyFkuLyL5N5Sl2q7NyI97ybCrG2gWllbEmPDfnplrZccaa66d9q/IW0ebW3O47u97bGyMLNDVxkezX3yh0khC1cEXA4JR/PG/Xu2Nt9rsSGS3Qe57/ANQYxyBoITS2R2DyCCQ0tBCmre8oZlyYYevUvlu95Fk6p9nt2c2fMr4zeckkXOU2t9522uQ4ymYzdkjKDT6i5tK2yE+pSmw/cvyRs/lDaYdy22/eZJZw0W82kufEV/dhLQD3EBeJGhWkEFcKheWNwl3OdzJLYMiAJa9gc1oTg7UcQ7hgvPDErpzLNQ/br/dJuSOWmWX0SY0MyJCWlNQkCNDQqi6lj4oK1rXtKqnWtOvPm4za2STucGlcBxQYD+ZwroVratj0sa1UGfHE4lfy4VCuKco4fudwiZfy3bV84ptlvudrbwKNOv8Ai+FW15C2k25WVXW0PWuTl8OY+6tf7ZEUxGbSP1HFrJAGWDtskPj7kXTtAI0MJa0f8ZCal/pGHFal3Tb9hNvaDwCoJcdLnEHPS0rpI/qOPICrFzjIeC8lyG13/BeJMB4wmwJdvfyvi6NHu7/DHIFhEqI26xcsQdu78213SImjyzBktIltsrWpsOpSVTpXbGbmGSyt2MbHIC+F5cYZmKNTXIQ5pxxLSFC8RjFEV99LJBNcSvL2kNlbpE0bkKOY7Tp6DU0ocMjVgYyzhN4v0m14twZw/OyO1TG75fMKkWiy2i+Wm6w3JcCwXLFo0m5/7C5KtzbKFSrahguJ+0kbiwqQaJ6ftg8vXM30tttdsy/Y5rpYFAcHtUMewF3hzsRXM0kq1ylurAULczutrGLie/uzYvURyaiWlpQvY8tb4kBXuvXMg94NqSZhmuS5Q3JwROQQePeQVNLkYk3ebRYHIcuPIaV37ZaxeY4iXe0yZLSY/wBtGegXW2vbkFpxQ2qs17dyTRGwgcLfcUWJWgtxwAAODmk4ENR7DgWmh1pYQwu+tkYZtv1jWWlwcE/U7T3gQMdRD2OGIIWhQzTObnZbU9inkbxGzIxRMyPbX8iwjaxabffIjIKJsaY649Bs+YGO9UOOi0y1ocAKF02nnu57rJFD9F5xsh9A54AkYpja5vFjlIZJyxjdihacqtO37fquBd+W7wm5a0uDJELywnIjDVHhh87RzFVU5xLKW87kPjrl73I1viMSbrJwxpxy1ct4/DhR/u5r8KzKMd7M7dCZ3Bblt7kwpSVFlQqQEdsU8B/uHlWf661arjH8tywDEnw1HitA4sGrM6TRWXdrVPpPM0TLZ7yGiQqYS5xRqvH+y4rhqIbydXxjHkLkqm2U3hFjyyKtlCEfv0GJI7sNlW5uLNedYcXOihYAWl7uPLA2JW3U9Q4d7jvWiO+jZMwjA/KU/wCIDUfWSeASpEm0G1cdDnNyTFcQE9ajoEHOmy+LXnFidxNs49za3Q8Anb2UYvNssmV/saY+4gJVamI0hUpzF7giu9EYqcjPbtqHEFOzrd860MYlhBaGgArig4EEZgcVxHM1XprCYOU4vc7BApx5p7AeuIphOTtRsjx9x+E41LTKeZfTJZ2Ev9l9tz4NtqcbDLyWqFxJ9D7EdBrtoMWpqHLLiK1avMcmh2Hp+HxofL/NYs+KcscgpLkXNhNttow6cy6pm9Wl9UdEB2DbZ7fyVCnd4sqafS6y83UbQDXoU5gR0pQOAz49g5rRDSXyw25/+zlp1DgceXMZqMqUj5B2VyyZ5GgPJYL0bFbIqc9DjCMtb77b8ht2XDSpTUd/tP0G3a2pASpIAr1b/L7S7bVx0iRy9MqlMkZK4yZNdkOxR+GNU7EfidxlhS0oW+y200O5u3LFXGO4ADopfxFCNSderBG6Nrg0lCQB+X5U1IrxqbkD6+vqrwZDlsKHGTbojocdYfU2+UkqLT/wSlCnPzuBlXwGpFa9IvdyaxggjPfBxT4LxSkQ2x1eK8KEROn510WCHMkttz3iHNzbgTGKypR3q7IUlK/jTcVJGmhHTVrBI5JnZIcOJ4YUuWWMNDB8yjHgEx/nViYVHhMyGS2mGuTbbgi9SNEylNNsvrRb40pSCqPHq8nupQqiipANNOi1jGwO/SrTrPHAHug8scai373NYuOl3dHDFFJHNOeVVDZ2i/a4z7rqim5WxEl9anUhTsq8S8nyJ9cpJUe4uQJyFaCqPXqpwMPgMccnsUqeL3SSFeaqOoozMWmZ7Bk15HqaGN+IPbXa6wXiwwgBLMFlpQBUA2S222SjcPVTlKUOv49OlqgAYNApIdoV2b3fCpJa1Ml959KlRGdoUwVO7nYiV12xjIW0FO7PZRAKgKmhPTtodDtT3Ypnl/Km51DAAFK5ViGVgS39z7jyX85tCnlLc/8AqHGojTbbqAQrvtLKqkUBTT39QzrOsgkkG4YpXPAe2kyN1NyH+w71KcunSvZxZcno/O+QSEltxpvEpsEtGQ0yXmly4LB7QeWhbnb9VBIJSDXbQdRtpkP/AMmnco0NtnDNF7zefrVK3fx//m6wFf8AdBy4hT6cOtPb/hpvoY89U4+2U9nIuOpbSUN7g0hcGa086lBP5y2kmpNSfXry1/m7G65+2ls0J4Y3Ni9NUTh70Q0R8vNM1i+THuyMJ9pH41uC5/M7cdFtbNEtoKPjSiSAAT/p/wC7r5P73LoDbZvytahq0tIRxdxGFUV2w26AASkGtRX1+hr+Ua/36qQYkmKpTDggTnWehKAaSCVAmpp9NdR/b/U9FbYI1OZpLRidXCpPbHKAhKRX/mIIA1JSKH/7/Rm1AaQma1mbkbl1rOJdo7RQ+IA3KBFT6kEfUU/49Egi9KdEahVxrFX57dEcSlP+KhXaaketCPah/v1GvSPBIGdJcCwk8xSjPKBhTdzedU3/AM6k0UaaqVuUmhAC3B6Vr6a9VSMDU5c0rcKfLkEqg+JL8Yl8ZS4A2VKKUmppuCtxSABQ6f1Fehe4RiRijA4p/GpmjUrSRlh200nFL05dMdci0SKMndRVd6e37EgUUQaj+vUOzcsZBzbUN/BONKy8hIJg5VKkIFUIkFSVD4JUDQmpGmqq1H4fiOi1g0GIsPJf5U/ARpAyKpUm4ky0JjoYWsKSUEU36rIAUATUfBIH+n49AN0tvCuy1gxGPQ9B2cayWIuaHjM/hVnZJHRdWVOLbC23BtKTT46f4aBOooAo+o16TZyOjGlcVXpzphrQ13fyoRsl4Kt8/l3jnN0R2jJsc6+KecLXySibil+t7YSQmpcKpW0g6eh66JYeb7q38t322B+FxFG0he73Zo3YDn3UTNMeFKVDqCmM4H+ocfYU9WXGn2XNhN9xV1G1KiuOraKA1ASRTX0ANR1yLV9RY6uIFSRrD9A+Vx93Gk08/Yr9jc5pSgo+S/l/+MogEeylVIodek7POI7lG4g4leeRFPscCjCMQAKDNQ/UdZUCkpVQDQggGlVU9T6V9COuhg90PGINYRhjX8bUWlgrUoKKzRQFR6CgIpWgH9utuAe3ujBKwVc3HEpK4sxjuhFHW1JIXoCVEpUNtDtoKH6euvVO8wRFk7JEUp19FrbnhoUjI8cV9OFHFiF8XeODMhx1p5T0hCLrH2EhaiVIWaKP5alJGg0NaDqPsc8EG5QiZGNEoJPAAnP30OvfncRjkfZxrTB8m8Pu2K8x5xAu8ZTa3Lq/MikpNHozylAFKVpCgUUp/wDe6+9n2Y3Wy3r7Z7XcWJVsMPgvHJ7OfQghw7ai36umbOCDFJG1COYCHqCDQ4MhAcoU/IVCddNPUqTUCqhrUew66cvDCh4iDX61cvI9iV6Z0gIjKoAnQKBIIrs0opVfykHT6npMvdYXUhkp8TQ5CpwThUQLhO4EAEblmpCiCR6qHp8669CkVU7f41KDUAdmVy9OVda3wlJWspNQB7+p/wAz60oPrp0hS1VQ05qL36Bh/Co/JXuXQVBrqRSpJoNRX0r/AFr0y4qSaktGOGdXx455orE83abU8WhKU2psE0G4OArSa6bCK19z9adcc+8ex/3fYmTxj91isJ4AHEFeHHE4JTrmyFjv6kJHU8QelPBxfOBMhRnG3RRxIUVJNdFI12im0g19TppTr52b35fdb3LmyNRy4jrz7CMk4Y1geXtBQhB6IlWjZbu46pBD6xVAodFBRANUlOgBqNR6Dqrz2Ra493BfT+dLCZ8KYh4fYwb7kC7y+FFqMlNEqqU6epSTTdU/6065b51c6JzbWEhrNOOGOOVNvehLB7fjTDctzWJaaxUOJ+KVI2pWj0QnUAeuv09dD1z+KFkh7yBvX8K3GAinLjQrZhyAx3ll3esUqkgbk66jcBXdodfYn8ejdpGD/tnLBOHtqaxqEte05cOH8arZrkBMhwIYbUpPqFK+SAAqpASqpSPj/poOiscZJQoPf2028NaFCkAdlXVh09m6Re2tJqoFP6pBNSK/Ldpp6fX36yX9o6AhWmmkOaSMgfXX252LJfI8jvoQkuthSN51JqkgmtCCPc6H8OiW3yYBxUocUC+gpS4IqGrP5TzuyWzB1SRIjvSUx9qlBxCi2soBASqoBJrQUr13byV9qfMvnvc4tt2+GQRv099OBNQpryOGJxeQAM8fh+ZpW9/5eukyVJYYWtLZUEtlRUhtSd1K+5UtsnWvqTp19Dft3/i/5Y8sxxXO8AT3rQpGGfFShAXpwwzqs3G+SyKIRgcifilRW3TLlfFyGnnFKKnNxU6slFVJpVlpSdqSUn4/iOvUu37faWETbeyjZFC1oaA0AI0ZDmfXVauptZV51cT1/h2VMLXBTbyltbhdUqqqUCnAAQdyir0INaitQeiwAAThUSSXxCowqcB1chpPeAbbTRSUIIVWp91H/qKUk/h9Otgew00Dpyr0ptbEpn4iqkjQJAUlWlQCPzkoV6en0624Jh6YViuaUyrvst9/bnHrXMFUhR2bU1XuKUpKTtomgSNaUBPTsMgZgcjTgbhqblV9YZDi3NO+Q42EmtEmiimtaKKSBuSkH29aVPU1jQ4FaZkcgw4mgh/kf8WMVc4ulcsQbB95liGy82uDGKpwd7ZQwxH2NgbZbSSpSlakVp7dDL9sTY/GQ+KyRoCZaVVygZhM+VH9ivZhcixlLRYuUvLigVO7icBjlxxTKtaa+XNyHFuUuWywwqBBXtilSkOrDDSlfbq0Lie4U0JGo99elyua4F+GhME4jgnbR4gsOkrqXso+cr8LcOw7h88r2fMedpFok3y64Fbchu3GXHkXj+bylZeMMe5NvEFyVDz53L4PH0pq7y7Tb72Iby13O3LbdaSVUGnbZDbOMbZXEasiz3qvEZDinrMX+4MfH3WAyEIgcEDkVCuJaMFe1QFQ4ggZPkTwGfsPEiucLFm/KKsEVf8AHMfxjJsz4ix3H7TlEO832LarlcFSLNyjfr5aJ1ot7z1wjRZVsCZTcctOPMKUk9Kn2cOj8Zs2LWr8hHd1AHpgSO2kf3B7n6HQp3tK6mnHsB1DniMqHLkTx6xnj3ia4cl2rk7Lcpn3bH7TmGM2e+8OXjCIWR8WT+RbzxZcsshZW7l9+tbVzsOd2fsS7YuMlxLT6FdxNUgon26G2tHTNkMjw1pQtLTpcvPulCMwScsAtSG3AfIxitJeUCdDpUhcMcETEqRgDS/OUWgZDT6DpdLVAkNmpKULih1k0UoBSlJ0oofTXqlb41Zlbm+MJ6lo/t4ae6eBK+n4VM8muKrxAx26uqIduuMWWS6k11e+2+0kLqQAauRia6+vSryQyeHKcPEia4+xD8KTA0ue9gRWvI9lRy2ANKjgOAobkoKkn/NKlHUe4oFGhHv7dMMc1vHjSnsB7etYnLhtnOO1Kg43HoFBQAFAlRKSAVV2n199eo10pmJGZAqVZFojQopdWItiZFpvKrnbZkq2z4ZbMKXCfdjyEtrGrTqmVp7rRBoUnrIwYZPGjJbIiKCQU5FM6UWsuGFsqeGDkceOanKip4n8gOROPMituZYzelY/m1hi3a22fMLBbbFGnLtuSY3ecYvNvye2uQmomUQ5dvvrxQiQFlCqUPt0VFx9Xbut7kN0ompjWtcRmjiE1YgdaE3Nsxswc1XNBXS4nMLkmWC8e3lVe3lFxyS8xLhAl40idZ8Qx3FbTY3HZdjAtGG2Nu2wUMPXMOR3LhMEf7hxJeG99awmgoOhdxZOklLoixUwBOlUzRcF5D1Cp8Nx3dMilwGZxwGQ6nmeNE54lfx/8l+W2J5PkWE5xx1Zb7xw9Abv+K52u5Wlbjc2NMuMS5WS6Whi6W64w1/ar76nO24h/RQpQ9ecvvX/AJH+T/8AHvc9psvPm07xdQbxFNLbzWJglYPp3NbKyWN72PY4FwLMw9qkHBKkR6rmWSCFwD4g0uVQCHqiICpGkgjBMOdOx8Sf/T14lcYsrkXy85dTmcFmwM5bH4e4XcuFlg3CC9MEQt5hyJdI7dzVCCZCaxrVHa3itXk9DPs3/lP5W+9n3Eb5R2TaLyz2eWykmjuLuSPxZZQhbH9PFqDGFod88hJOYSoW6Ou7CzMzHhGkKGriCUPeIwzB7rVX9Qp4ln464843s1pxfDMTulnsmPWa14tiONWSSlNus1lt0dEO1QIKJi1yftoUZsD5uKcXQkmpr16rkvZm3ngOkOonNw92AVTwp2K1ZJt/1ZYCA3gcR1x5cePrNRbJudFcOSWXORLSbdZpbqIUeVKaSh9TjgSYyH61SrdoQrdQVoer7Y3NlDbCSV6PdgTyPL+Ncw3WC8uLkxxsyUhvMcwefOtYn+Wbl+NzP5i5zfUuJTaMaxvDsGsRKkKQYNks6HXHVKB0Q5OnuE0JoaU6JzeB9BbiHCIxufjxL3Ek9mXsqfskU0PiPk/3nuCpwa1oDR2jHLDGlMXZ5D7TrakpccaZLDTiUKaBSpO1Hc2D9Rv23eopXqsXbgWln6kKH86tcIcTgmlcar3vSbchRUpLjVFomR1oq240NHEqSr4PNlOhoPxHQUPfDgSCOI5jjU0ABAvfX07KiN7jssLTcreT+2PqS0tLiu5It8heqY76qasug/pOH1/L6joZdxiMi4h/2SUxxLTyPQ/pPqojDKXAMf8A7ie2sdZwJN6s8dYK2hcm5K206qUmPV7tpUClRKlJpofT36TYMbLfwNdi0ygkdmP4UqdoML1GJaQtG3x3OCN6XZkb9d9T7zkiJJeRGbaa7sl59w1aYaisIKl+gQlBJPXYdrn77g4gAuUkglBmvJAAp7KplwolDAMxl+ITL151a1mlwsjYcvsp2bMg3mU3IsAhvzrIwxZ4zS2Yr4itP1U5dyPuFOKFQFoGg6LwStu2G4LnOie5WaSWgMGAKLm75l6iozo5WnTgunFRyzA/Kuy6xsbjJfD7d8S9IZKY7H+4bkptLjgAUtTipO9bdfWn0+nTdzHbtBMniKQnzu/P21qIvcRi3A44JhywqoZcK1NuRmj+/GUlL9Us3Wct15RV8VoBfKEBKNABTdWvr1W3sgY4NPiascnFTUhSiDKps1izUnGpcybFui20bkyEzL9c1DsJdYYTvid5LMkOuOirawQo+unRWOxD7YvmD/W92WHAZ48DTEkxCafmyyC+nGoZzK6lXJWJWdlpRatMCZJQ8aK2KFqkrcSn/HcmqQDTStPanQzzM8ndYYAMGM9ndK/hT+16nQGVxxUr7U/CsazkjeO4zC3Q4kd65vXUyEmOhx15EOUIbLSnNm5pliMhO0p2fNR9+h7LpljZNGlrXPLlwBJQoAegGSJjUnRJLMdOLAnq9DU1weJGlWxF6h25qOqKjurkKbCYzciSVLWtS1kpDia/FXqD0Y2q2ZLbfUxsTSMTwU9tRrqR2MbioPXgKq7IES37Zlzxkh+P+92qStxh6qXGW0Opo6pJJ3B1Wif/AH9ApWOLJXgq0SNPxqbHpJaOKVL+VUrcchwWUsx4ci3kzHWh3R3H2F7nFstkuLCW1VIFfWvUzfAWAQhNJYp7SKTatWQErgT78qY94K5yhvxEvuAWm+MX++YDn86/ZDCi2YNZMMbz6x2VVuye1W+UiNdcom44uwyLY7McfU2zBUY8VXcIb69K/wCNe4Wn/wATvdpuP3HxXgdKjXaiJY1hdI75jF3HRAgEhw0gjCuc+f7R397gvA0MD7cNa4nukxuOphGLWrqD+GA1OGC0MmUYx5B8t55f8bxaxXq0N2gQp95zDKIgZxy0Wa+y/srO9aWG31ysku1zKNEaPoQkB0KIG7iu++Tfur5085XtsbaR95DL+5PK4R2sUcgJi0PcQHgxAEBjS5rG98AgirNZ7t5Y2bbmSzzMfI4AeFG5ZXObnq/oa05E90rhU7s3g3DxqArI+Sc4uWYzGpSl3GFdIkm4WC2w4s77ObkjtvtEiJBucG1KSpbUZx0uOKb2pbNSU23af8dJ9X/5w7tE6RB3Gsc9ocURSrA5oBUIo6UPuvuAC4xbbZ6Y9KtdrDHPcQugagS1zsO8QgVVwxHzkuLCwnIMsxaVIsjjdmeXBau1mQ1GsU5uL2pLdyZPajrbZdaUnckpBbUSlR0r1w3zDZjZtyvNllMZktp3xFzAjHFjk1cEBRceaLVv26R16yK6ia8B4DtLsXDUMjmp7O0VBeP42IZzmVnVk2RXDErdNfYRFk2zHW8muj0V5Ch+4ToEy5WaDaLNLS0pLb0h9TryDubZIoogLURXMo8V+hUQadS9uIRp4E4ngKIz+PbxkxsDnNVVdpA7Ch1OHEABOa16M8sMywZExY5F6g5XdcetNym8a5xbXX0rzzAkPOXB3Fr3HbU3J/3RYggfoB0KK2VpZfU28k9FyJrgtjlcH39vG4wyNJDpoQdRjccCZGD5Aq91wDu8KHQCKBxkjaWWs7x4sbsWslRBI3MBrsnFEIIVqg1mmc/b8gsPatOTTbcjNMWZumSN5wHY7yrhHiMKF9v82E8mOxOvOPxW2WpTjS2WrtASA8n7iO06uz2O/SeaLIWd29ovoGuk8Ufqa3F0hGA1RgAPQgSNGKPaCRUu0xeX7x1xahws5S0CI/oPBrHfMGvza0g+E9S06XECR8d+S8S/3R7HmcOcvVYS7NjdgybJbhdZfKdrRGRHl2CTfLrElUzG7sh+Ta7VcGpdjfWsQYoiPpj95/b/AD6I3PhlhNxZYtDZDqMrMiHKEJcFLWuBYMGgtIUj908rOEQnE3gPDtTnMGlsTlUO0g/KqB8jS2T9btYVKKzy28VX+XMz7xxiZbhzuPtqv+ScY3ycF3vHEWx4PTcq47uMAMzm4mPSWt9xtm4y7ckGQwe0h1pkHuUGzajvXk90sUcYD5Lck64QEJkgeDqLGnGSNS6Md5pLQ5oL2cm5xgbT5mEckco0snA7shdh4crcWq4fK/5X/K4BxBdUObT/APcDT/I9oEb7qYtlXINvi9hplN3mrQlGa2sRUNsM2/I5C/8AvmkJCI1wVvp2307azubnSNO82aEOcPqGKEa9xwmYR+iQ/MBgyTHJ4o5t0LogNsuXamt/2XEIdIw8Nw4uYndObm54tK91nvDUyFHdjyXFqYSnuMtlLL7K+4HFGrKkPd3elO1xP+QrUEdSLW88SNr2lUzGC8io9FqNc2hZK6NwTHA9nEH302Dw98q8gekSMLvcxm4XqBCTKRjU99q2uZhj6FobkzsbnO//AGfHv9pbXvlsL2GQlIcQVVUBEmb9K4mNTC7ME/KTwHTlyy5UMuLJsrQQdLGnAgZHrxxKn20YnNz8Miy32wPPfqZHhsO643OjuW+4txp01iO+i5WtSlFci2vTErLiC62ACpK6HpmcMcwOYeOIqFZvkcTDK0YByOBUHsPUflSzufa5NnGYXi3tl5VxzvJrUxc0MTZq3LRgLNvxC2ssx7fvV9un9vfcLjlAe8NpNCOrd5caXQyxN/qGQcTlicOmHQCnZXNgjja46UYuJAQuK8cKoxyyTXktSo8ZZSwy6824zY3U7lR4r6lKlLkSEJYQFIopw0GtdKEdH5LZ7hrYCgBP+2eAOZJ5gBeq02JYw5HOGolMXhcxkmJwyGPKonJxeOxIYuU67wYH3MoRWnJsiypclzmFANPi3onSJoJQ4oKAYcHwBFTXoe+yZG8TTSBhJQatGJHTUTz/AEnEVIErpGlsbXOaMcA7AHmUA4ZqM6nFktltuA7TNrumUOxEOOSFz5cq3YwxHadb7biJy12C2/bOPDatIDjtUlSQei9vFDKR4bJJkGTi5sYH/F3G48RieNQpnPgAJfHG0kAAI55XoA52Ax4DnUlvKLnaIj0B64WiyOxoM8x8XxbHES45kTYynG13G4pMGApsqkbkLcdkOgqqDtG3qTOblkZZqijRrv22M1YkEAk4NTHDEmozTHPPrYxz2lwWR7kCDPS3vO4YgBoqtm8eU+nKlRWgY2O3i1WGC2pSAS3Cw+BbfuGgQUONokvFOoHyOvtSv/SFxm0N/bie1jcf6Yg1RzQ51P8AHDfADiskjHOdnm6VzvgPZXubtDaY6gqSVqcQkONpWCt5STsaQypwgdzdrRVBpT26cFsNOZJ+PJFrPqCoKI1c+XWv5bnGfvJ5U6UNxUIiJS4pGxxYQe4458SlDiSQDoNtKdMsdHreuGnDtPp66flc/Q0DEEr16VgmHVd+wqLS0/c5pCdC1AjudqfDgJJ2KoEbhtFRUnQa9R42qYnc7hnr7wH8KW5HNkx+WBy9FaXVWq579i5YN2htN/ewHp5YQ4O8lam4LrqtyVJCQpxLZFNNpI6qt1I+08xeLGB4jCSOOKce38aNW4+o2P6Z/wDtuGPrP8jWzp/AXxH/AOZHkZmXkiVvosmEYjHsFmCQExheMiQifd0KOqSuNEjoQfoV/j15I/zS84W48v7X5XgIM93L9W//AEsYPDYOiuLz1DakbNZyWW2+BImuSbT10xYl3YXOAB5BOdbSWW3T7y4SFggpClVBrQ7TqQAK+p1+vXy/3CU3Nw9/M0XQNqv23Bscd7gStblQlVBUV0UNDWn09T0Na0kFwzJqPqC44DpWTMgNBABCgfkSDQVJNfSoTUGnU6MkYdKzPCphaUkRku1J3n09AAfqToRr69F4CA1aVpxBbmRWaZBWogpSSfTd/wAf/wAGo6IMxC1IBRqkJWCvbpTGeSCQAD8f86EH5VGtOot2f2+mVIlJDaVB5USQJTiElAWoqAIJ9gRQkVHyr616rMQ/eKcSnvptiBOZBoGcLyFEPIohdWpBbkbDvKtgJJHor/JR0qNK9SL/AGx5tn6E1Jh6jl/Gpi624FHU2LjK/tzLehLTidq46UpOqalQqRQjUpV619vTqnM8SCVzHJjTLmtyxIBoTvJOwPuyX5bbeit+9YSFaKFKAflJSdeim3TMZK1rynp+FJYrScMAaE/Eri7aJBaS4WRuOzcVrUaK1IWfypBB6mblbNm/cXvc/TnTznEtTnRW4hlMS6sGI8+z8lNkJV/gUEDVKjqFLHsaV6ql1FPb99wwcUB7P4cajkFoXFKnj1pbVIiSdn6janXKf/MNWHGtHaj4VVT3H406S2ZwY4YIQMOGfEemNJWmHYLNE21lgkqTsBB3/wD4u0V0KVE/26r+yT+JE+F2WJ/hU2XUQoOR4daBTymwxSDKmNNfJtTjiQW9fnWp0BqR9dR0iFxt7kBO6vtU86cUMcHL3lGHKlH30LiTJCVFQUHK0AKd1alRJru02mlPY9dXsC2aFpACJTulCW8BXiZc7qQe4rcaqWd1CpJHqk6pBTT09KdPvboOWHCk5VlbXejbHZLSXlJ1R8UqpTaKb1JBBKBSpP4adRLux+qYx5aDn6dtY9uoDktHJ4+ZbHdjKiOyQtEqS5HeCFpIdckJTWnqFbRrXUp65Zv1vNYbkC1WxvaAnwPaDTb9L115gAD1Zj2UnL+XDgpVgvtu5GgxKR1SlRZ5bbFBHmVLTq3RtFGnQKeta+vX1F/wY+4z9wtLnyXfn99zPEjJJxfH8zQDh3mYhOVCbhjJLWQhPEgIe0cdJKH/AIkGfZSIXGu2+rcNNQQrQ7d/5tPqn1/EdfQ7jUMHU3HIivTOZWqEVDTaADQ7ifj60FAamg+vSZifDNR2W4bKpxaPj1qBg+tTWmhO7U1qPatT/wCHQZriMKKOaETgnp6CvNIXuKqfAFXbVTTajaPoKKr7k+p605y41pjA0pxNYh73IUDQpAFTUAeoqfUj1H9emJDggp0EhwIzr4iz3rfNYnx1qD0Z5LqSDQp2kAoP+Sdw6gXtrDf2slnchYZGoenI+qpvT0603Pxr5PtWU22Bbpc5DL7TbbYW48DsJoChxHqltIOhpUDrxL9zfJd9tt7KGR6vDxKY628Czn+WdRC7wnua1TEFx5HgPZTRsMwxVzZjuxZLclCwne4y62sL1FabCoEUI+v09evNG6kW0hEjSCDioTAjrWmTahgmmmz+J2OpsNkW2s7HlhepSAQ4oVABIoARp1w3zWtxdl47zAmX6RSHvDng8MQtW7l2Cy7pKXMSorHcJA1JSkmtCPbdX2P9OqSYZS4mMBwJHqp6KXQNJw/jVD5ti9vgxlOSErSUJqr4p+FFH1WCndtOmulT+HRSwEzZQx36uGZ7KleK8jE4fhVByp9hte+SpLQLdQN69qT6UI9BuSNa9XTbPLXmDeLhtvtdpLLM7IAEp20w+VPmIDa/lj5Zbt8lYiJBSEkp7iyhCd6qJVUk1UCK666/Tr0P5Y/xX8+eYQwyNLQ5q4AoCikasi4dqKooNd7nDCMSnxqtc25KyCZPccROQ23uCklHdCTVVFJCk0JIHpUj169lfbf/ABN8r+XLNku/NdNfOGLe6dPaoQlVUhcEGGNB37895SHnma86srvWRWdcJ6Y5IjslIS2kqLO7aNzji6/Lta1oadesvLPlHy/5YtxHs1rHDIWhpcB3kHBTkOKCq/dXMs0n7p7pK9tUqWTHuyy85+oHqJDmqQKipSkVqnaqgr7nSvVkAxpYIcz/AEmrDgpdCmuyjY2aJK/V1CAsEHdUAhOgHqdepjWaSpzqAdDWo7P0SpkwFtLStSgKn1IqramqvluIJUaih9Ka9OgBFNRQCcqkq3FpjbkkBygKWiCKp3Gi1KJospUafUdKCAHGlN+YdtdUC4OnewgFSt21Wu0Gqtu9sCqv1D6+tP69IRXJT0gCLwWsi3bS68X1na4g7qKWUFZFFFFSSCoHWhIB1HS9AUGkCRBpFXZhlrnPriyW1ORYbCwsiiu5ICDRXbbVQ7CD+ZXr7A9SoygWtNy61bvkRfrZK4AyH7uMxKDNuecYakUS13bawsMNNuEjdvdUPQ7hT+3Ui0tnzTO0ZlvbnxrUcgbNGvGTFeQ4Ecq0qs8xG9Rcpvzd7YpHly502O862W2nEPuLdcY2L2gFkL2kH216hXFjcWr/AKe5YRmhTAjp2KhFXtt1BfH6q0cC0oerSiIRzw7CMqvDIfNbk7KfHWD43y8cwyXJjYxD4xufM0cXyTylfuFbJcpV6sHFcu2JlLw6BGs91nPFV9YYReJMVZadWf8AqdaudzkuoHWj2tL3Boc8E6jpwUAYNcQgLl4KACahQbXFb3Quw5yBdLNIQDlqXFgKkN0gqQNRAruy7yz5BzfhyLw/ccPah3aRabXjeYcoQr7krN6yrFbEuA9Ag2vB5tyb4+wTJ7s9aYf+5MjtkY3nJmYEdl5bDYdDr77+SSHwmxyAlga7vdwgElWtKBpJKuQ4nLhWM2+JsmsFrgHOIVo146cDIquRECjEZk4rzmjzC5A5V4ctHC8zjnjvEmI/7Y3nOc2pQReM1ttikNXay2a22hmF+18dY9PydH79kUOA9KTf78lMpwshPaMfcNyuLiD6Xw2sYUDnFwKpiAAndBOLgpxwGC1u229lu8P8VzzqXEBuPAkr3nAEhQG6j3ipApf3KIhuxLO4xPhy34sJ6HIajOBbrKULaUhRZCl9tDqlKA1qQPQdU7eAwtY5pBe1paQDiOXZR/bhIJHBCASoJ41jpcxTmKcfxxtCxi+x0670hq9XH7dH1CVt6g+hqR1AnlLrS1YB3vAx9T3JRCAAXcvJa+GNwZccSEgootKU1qNUGq//AISfQg16aHOsmUSIuPHty+FefJqSO27UltMTctW4U3JWSEk6lAoqpJ9uk3IC6gcEpi3aHO0HArXgLTinmXkIS8lDDDTyC4GHHHAncH0kpWglaD6Gg/HpJVyEYgZ0+XFsZj4FU7FqRQostbLshmFcU9uil9qOZKAvVQSpcZSlIbUBqqlEjXqTFG4t1NaUHIflUVxATUiei+qu6LMSX31SD2pbyURtpStsNKdHye2KO6u1NPSlTXpuSRTpdg6lrgGjFB7u2thX+E7ixVxkci53BmXNy5Zo4rh6JbkJZ/Z41mhiHf75kMpVN/3UQVQFU7aWdxJBPXy8/wC4f5nl3PefLH2tihiFvbNdusk+Pi6p9du2FvBsQjY6R3Fz04CpFk1JpbpFcQ2MdQEeSewn1YnjW0NwrnFqvufZXjVpfYl2ZWC3nCLElD6Nl2/aY/baMV0gIU9ImsAggakVHXDP8fd6PlX7o7FuMJ0AXsMfUNLmhE/V3VCccaRe/wDUwzRHFro3NHVAo9a4rVs8O+O71yvFqzK/w3RJMVp1pCn3Q3GCjUpS2XFpSpCiUkFJUSPUDTr7V3m1wjfH7jHIS4PKdi4AY5Jjktbt99L9lbt0kQDHMBzz6qBifhUo8oPDDG/JZux4neFpatxuts7hadMVae3JZJUFtlpxvcUCprQgUPR62ubdsD23Qc9hCoCmIqrXLbp93G+BzI3N6YKcOPbWgF5OrsN75u5gm2tLLWNt8jZnabC4/Ioo2bHsgn47bVNuuq7j6HxalOBSq7gQRp10x9q23sobV6AthbmclxTHktDbOR0yXLCe89y8zimI6otCJdIcZqOlbV1XIjuPJCj9oEqigbitJfBSHWFK9iNwp9KdALmKNjVa/Uwnll6+Io1EuJc1CKrq5wCXFojSGJiVDcmOlXbdRu9Qht1Q2mnsD6HoBPbHxCGODhy4j21NbKqagQMl4LUDn2q4WdT7zUR+bZpTKhcoBFXkNH/qEpFVOJb/ADocQPgsdDJ7eWBXhpdbuadQPpwzB4Gp0UkMpxckjTgRz5dvSvrjSLZoGYO5HfJ61Ynh9lmZM/LQ0lx+cFEQLPZ0NLIbRdJ9yfDISrQKSVUoD1mwRWsO7Ov755O2W0DpVH6v0sYn9TnKE50u/dNJbeDAguZHBoB5Zk9iVdONZdm/NN5Xi8O1WjB+MlLL2TxsfghqfOs7NHnbNccgcKp82VdyEokIZLLZSs7ht+JtFnfbp5pvDYQxR2myZyhgOsxr8jpMyX4Nc1qBFxShc0VptzDKCZLvgpwB5gdOBPGi3juMQWiEIRHZaaSphhpNG4sYJCERmkD4NsstgJSABoB10YaIWaWgNYMgMgOAHYMKASO1uz1emfp66r3IZriHXbjI3iOTsjlRSApW0Abak1+B0HpXoPeTO8TxXL4a4U5ExzXOX06eqvDj1vXeZglrcCipQLTmiVANqKRtppQ0oR+Y0qOo9rB9TN4hOVZK8RqvzDhVxX2NHj2ZiBEdfdVIl2diQ+pLhbS4/cIpUhpvcC4spR8lEEgGvVjuGsZEGMUk6QT2kZVCZJI8l0ga3DIZ55nlVO57jUiZm2SZZMLrMC12dy2RV7SWQ9dFQo+9lVUh5be80A0AOvp1W93tJH30188HwWM0g8Fcgw5/CicDy2ERAYHHqvD+NQCVeY7NttLUWP3XW1TUVfG5ttL8xa+6EuoWVBxPyKqgkmgFB0HklYY2MaCoXHtPpjUhsZcVd7B/CrHiuyJGA1kUjwI80AtGiI89akKUe6GFIUtqqRsHqATrXo1DK/8As4D1EDX+orz5jlUaRgExTFx45n2ei1RLxiCyZg7EtDluZivWX9JMyU62hxx10PKZqstdtaR8QqoANOqsx0ZinEcZY0ObgpIXHEfxqc50gczW4OJXhj66tjmNCLeI02TBTbZEq2sMRoX3Cn3WIxaHyWNx7SXQd2u4ipH06MeYiyNrZXANeWhoAK4UmyOqRB8uf4L6qI/+NfJ2G+eMd4pvd0lR7XzZx9kWGQFM2iFeYrN9tcD/AHbZLfkbcp6DOXbFCwy32E254S2JhaWNdDdPsp5if5d842sUhBtb21khQvLCZA3xIWh4CKXsKB4LDqIcirVd862jrvZZJYmPfcW00ciNQDSuh7uaBrlKY4FAacgtX7Q3Zo9utdmMuPCjca5ZjmFR5VzGUWlxtS5yMsmw49vm2VqHbIkS4tTghudMbTHcQI/bcWfb+5JebaNDpPDJMsbpNP7bigRjQS1xJ1NLQdDO8CXYCuITNdBduaXNYS4kOKBcVUFy6tRwQhBivClg+UPNjPHN1urV0uLbs5uZITa2Yt8du+KXuDdbS0wl1qM664wu9b6/uKE72xMUvtpNe8fPf3Q+5cXknbG2dswHfZgQwPCNYxzSDInzKp0taUQJzrqPlbZP7i5kjGk2xAUadMgIK8lDOWIJanDCg0xHjPkblmyzM2u+MXTH7HCdk3tN+nW2ZOdftbbJVGg2y1SUm2sS5C21ONSp5/U7YRHZXsJ68p7T5d8x+abebdLW0uJLaNr5pJdJd3GhXFDgUz1FSnygotdCub/b9qmFsJmOlKN0hANR5kd5EwRva5wyr7u7ltsDllhwIoYg/crTNff/AFp8xMuPVd0uE1xIdek1V3AqoCEJAAAAHQ2XwYQxkA7iKTmSv6ieJ49lLGs6jIVJwHABOAHopqn+V8P5MwZjBL5lGG5RZMLyT9wumHZpcITybDkExPbDUe03hlbkUT0woqn+wpbcntgKLe3qJMy6spovqGSNjkaXMccASDhpPNFOGOGVSIX215HIIXsfcRkNc0FS3oR2pzHKqPtE16Njt0dSsCXmU9yDIktObZH+17JIadmRHAhDZS1er4Gg5U0eZiFChQmsKyley1lI+e5eWkjPwmEFw/53ovNrU51MuXF10xp/24GByf8A4x2AP/I1ewuBrsUiMtlRdUtPbAW1sUptSVpUhTbjLrSkuNONuJBSpBCkqSCCCAepTdAapJBHp6qZBOQzPv7V/GpxNyy63GVYuXLbcgxnMa9KsuXSmGlNybjkcCF9xb87fbqmM/IyO0pMe67f05M5lTi0/wDdOpMqC4lidHu1m8NlbJocAEAeBq1plpkbg4Du6gQneNNGKJzJNsuGk2xZqZj+klDGuY0nFpz0kJ8oNdF/EGwuWzPMUhlq1ZMubb7tjiYbacXs96ej93J8HeZdU88/abxbnTMt4KhshPbAd8YbdXrG2zmX9m1rbSfU0xj5WOT9yEg/pc064/8A8WUVWUxYn6kHbpXON5E1rg4pqc0FGSg5FwI0v46gpHexgS4jdhvEOXaS8iwXhS7ljL7znddaYZfDMu0ypFP1p2PzD2HkkAuJDbh0c6Fhotrhpi1fSP70ROaAoWk8XRnuu5hCc6KyufJbOEg/dRH9oyI7cxWUGZ3uLlkLJrTPet16stxYnWqRFQw39hMhmjbjLDqHoyw8jclbbqXGnEKKVJIJ6VcX0kt0SDgMEyHI4daZhsmOtv3ANTszlh8cM8KYrx9512/L7faOM+Y4VrxaWzfbRc7FyHHkTGcNkTEuTEQP3Rh1ufeeNDvktVlQZMi0NPIP3MZtkFwNOumxvEUwHhAhHcDxBdy7RhhilCnbK9kpurVznNIKsKav+UhA4clAPJcqhXIkf9kt+K2hdwXMs1+yK93eyuOIP77NsEDJ7wt253owSIjMfIKNvKmQn1sT2XdzZW2Tttexz6IvCJKmVhKLiAp4ZNORK45ZUNnibJObhBq8MtU5AlECHAkYoCMM86omY+w8gxWrRaFMJkuqQBHSv/rNhp5LqlgqdQY/xWgkpPtrWpmWRsg0iNiA8l9vqpDdTXlzXO1duOBwTs51kcesrDKizFiRYjspTEYusRWG3XoqyA5qhIotLVSdRQHWvp09aWoaugBrnBFAGVM3cz3OGtxIGKEnP0yq2rXGNzelxZTzjMefKgMFxNVIZgtOvvSiWAEJH6LYShQUgJVrrUdWGJhmJjeSGuLR2AYnDsyyqDMdCOaA4tDk7SAAnWsLfbs5cVTI8VLaUyJ8ZKdxU0htoTorewEVVIQEUpX60Tr1EupnSFzWoFeE7FFPQs8NuK91hJ7dJOXb7qxE592O1PjBCVffXW6yg6htYS2i5XYtxyCFbXHm2bcKBVHNqtQfaHLIW6mEYPe84f6nYe5uHFKdiZ4r2klA1rU5lGgn1K7hXphJddWp1CCFoIZLaAFLWFUG9pZ0VuoSBpTrbFPeaKbkjLO67hXi7bSo1wcdbaCy6rurCFJbo2oGqRXYpIP5qa1Gpr1EfEC1zyBqz9PTtqSZEc1oJIAATt5npUNadacGFubDH++yqwTVkBT7C+9k1417iilRdcRASAkfEJ+XtqL8XvW6KGm5iPMFXu488Pxp4MP/AFBJUiF4HAjuN/OoHlKG4vI8CYShtD0x95baklJ7H7VN3mlChY2pNBr0A3aJ0m/sDc3vTtUFDROxdr2wtbmMB6iMO1a3wP4PuAv/ACH8A8Ju1wjPRsl5UErPboZCSiSn/cTn3URr5apSzbUsJCaUFOvkb/kL5vd5q+5G5XEcmvbrR4toBwDIVYo7Xa3LxJq23bRFci2aSRCxsf8Az/NJl/qch/4aY7dUKW6tSVpFUlJB9Sqh019/769ebnnEk8aZ41Enmlt9sD4gLUoU9qaE6/Kp/v03kMMqYcAHItfLM1tySlCapIO1VTVJH+J+On+nr79Y2Rpd3cErYa1FOB4Y51bVrIEdsVBH5tfYEUqAfrT09Oj9uhaDwzpKkHpWVaqoqNCKa0FdaAVP1ND0QYVx9DTwk4GoXkMnaiQka/BVffcRUU3D2Gvpoehl05AWjr6CskBcUGQpT/lKpS5q1BKQNyvc0AFSFKGiQKaH26D2YD5tJP6h8aREEeOjTQGWCM29fW3DqhToAUrcAQpVNg0Pr7H16MXsyRPIzTD+VPrpARVpjXHGQRLRChtd7aUNpKUn5AJ/KEg0qCR+UnUU659cNfLL4jESmySWaf1Y++ucoPM5LbZSkj4toSNwB9wrUihGxQ9PfpvQ5qE/MDw6Y55UoHSxfVQLTbO5ClLBokFSgmlfiCqtAEp3Gp/5vr0dE4lj1NRCKUUArthXh+z3OK4yVlClpQupCtgr+XdXXWqiBqB0zNa+PCWlMlHaKUxrXNINFWzlaHcNl3PcSYrCABvO5IdeYaJ3Vr2iV+la0PVZ8MeJo0leSY50xpdq6rR38U3qiW23FirgLYSVGg9gBWgJ2+34dUjaLjRKhOBP8KnShrHEjMhE6/wrr57xxN5sMlaUdwlhSVK1qABuSaiu0JI0+vR3cY2hzXN+Ygp8abY5Y3aj3j6CkX8oWNy1Xaa2Wx8X1pURTd77TRP5Uq+n06vOwXGuMMcUI4VJa8PaHgj19lVAzIWkrJAABSClzRIFKJSkVqan216tT4gUTPpSyKw8uYgTFNorucZDm8/E7x6A/wDwgj6H0+nU2GBxgDnZByUoHCr04qvMmxyFuIcWlCJkeSElakpTVG4kJ1Cd/vSgPp69UHzbaR3gaUGvSQvYfw9tNORzkOLatvzUw5nnXx6uqo8ZD85FkdCXEJ7q2noye4zubG4khYH4g9dF/wAcPOD/ACT9x7HcHS6YBK3WOYb3XMT9RLSvPDDGhgDIroCYAscrHYYAOBCnoD7ONahF9t8m3zXo8htTcqM+5GlMODatD0dwsutvVNa70Gg9evuqJIp2NubdwdbytD2Hm1wBafWDQ0xOhPgPwczAr09FrrCFLiOBKf8AEKIB1CRWnoPkK/T39etgAimy4B4b6euq5fbLbjoGg3EqAIokHXU+ivX29Cegr2FrzyBqYwqMcCKx7qk0KvluoR6VTQCntQqHUdx4VJjbhq9O2sOtIG4/mIPzANdSNAdKCg9vw6Q/HE0trWoMifT+dedSa6DTT8tDu3V119Ak9MZ0/WYsOTX3E5yJ1juDsJ5BC1IQo7F66bwKBWvv0L3TZ9u3iDwL+MO4Bwwc3sPLmMjS0a8EOQ0f/jx5ccnNXRu3PvNvNsFtKXG3XUqKASaUKgNxp/qa9ck3X7EeWNzkLo3kLijmjA9oXD/SiLQy7t2BuCNeDmMMOR501/jvz5z/ABwpbbiSdxAoQ4VpKCRVKT6/HaB6gn165/uH+KGxX8h0yxaDw06SO3BCvAcOdC5JAvdJD+YQk9MeFHJxj/IReb4G4VwtslTq6J30Q6kpUR8akDX1AHtTqnX3+EtrdO1WksZPPVpz58cOKr0qNJuTrXB4ehGHLDMZ5+6rezTlubllsUpth1CJABSVMlIClJJKqUqdv4eh6tXlP/CXZdrvG3G9SsexpBOlxe845DBATz/GojvMjfkZq1cFwHr40JV1nSUuPFbhWFqWpW/etSgon4JFR+UjT0qPXr1nsX2t8m7IxjbSzjWMDTgECBA4hMScySSFRMhUCe/uJiTqONRYT5jcgKQ2dhdBUt/5KUmoKFlvcEbQRVJGleujwWsVuwRxNayJoQNbgB2AZUNeNQLXElydp9dZmewLg0084pSkq1Ula9ooNFJQj4pCQoV+vUkAJgBTDHGJycPfWRsd2dgNOsRkbxsohSk0KwCEj4mgKUUG2pr6np5iZcDWThyqeXotReY04i4reeJW6XQ4pxRHyWdKKSmiRqdB+FOtuCGkBzgzRzqzLO4ypqOoUWsBKVJBFQVK+RUDTaEqGg16f1K1RmlMu1FTwrOSlpGwkggdvclJIKAEkFYCtUpVX8aj06xpJzFJbjgudeiNKdkoDaEhSUg++lD+VY9qqGtU66/XpSpW2lDjWdskeR90Kslx0mg0KQlJBBroNpKQCCSDX8elsIxJ9tOPPiIG1aQt7EBCZcshxf6ZLaEfpjQlGxCtHXEnQK1rWnqOs8QE9KbYAShqwLHkNvjsLm3iS1arM00e4p5amn1hv5FC3FlKWm1UOgoQD606W14QkHjWPOj5FJ6BTQTeRHl/i+aPyOKcRfQ5bm0iNKfbSlTSQFVQoKb3VSlfxV6H6e/V38s2LH3HiSkZkABSqceCNXjipwpi9jntIXTocsQeBPJwxcfUg5mlr+SnGbF74+lZBGtpuM6IyS2YnbaAkMtqW253SoJLUgpod1fp0d84bWJdllu4WF9xEC9B7z7Kb8sbq9u6Ns5XBsMxAxyUA6QvUlAtJwezzJIC3I0aw2qABvQ4zJVKn0cFQvfHirhxnF1Gtd27364E7eLpjkZDG0cirs+wtBrrcVpG9Q9+LShxAT8fwryHJeQLgkFN2+xYK1EIg263WxSQRQuIWYzryEpSfjRVae/SHbhuz292QMH+lrWp2Eg1oW9sw4BfWTWIfsd4vVUXK8PTltsudsS5kl5KDQulavklpxSj9fT+nUB9ve3WMspcQD8xJT8KeikZEVYwBpKnAV0LtERvjCPc0JJmOzHFhaSn4JjOKbcBIqoVSmpr7f69Kbbsbs4nGZcfdhT/AIuq8I41/Ht6WLKy4SoQses0cI3BXb3NLlKQlNTpukk+vr1AlBDmB+TI2hOXH8ad1hjXOHzuefT2fGshH3uRJCk6BaRTcAQrboseugCRWv49LU6NTaiveHS94khfdwrw3EBdsDhoVfbuMkD3FBRSzqaDbp7dNSFYw6nGyFshIRVX15Vjo0gqNUgpFK1So7khKdgCvc7vY/263GcxxrbyHuAVAPTKpHEnFltWx5aN1AQgqSCkfmSsJIUoj6Vp1IjeWHA92mHMa4o4HLtrMpd+6jpcmMsyUpdC2kuNhw6AhOxZ/WTUp9K006x5EgUgHH10oMDPlKdnp+FPJ/jV5bzXjzgPLsRx/txVZzmt4t9uurLSGrljuPyWrejKodmfSA8iVkc1KUvvLUpaGUbG6AmvzG/zM2Xa7v7uWm6nC6h2CBkwxSR3iSGHUuQZGoRqByq5TTlo6Q+I0n9tz8BxGA1IepA9mFPF8bMnvEDPeP7ZiEdy4yMOvNsveayo+52HjePRHO9LVPlbgiPIkLUloIUSt1ZIA9evJdpfy7XutvuVsQ10FwySNM1jcHEt/wBIRC7ILnTxiJVw4Y+nI1s1Y/Mt0qyRJ8INC2z4yblbn0pQgqizqym9oQEiiC4QPwHX3W2HcId92Gx3u3OqK7tIZgRx8RjXVX3yFriDwy7FqseT8sicd8e8r8nzZH/bcd8YchZtuUoJBVjeJXa5xWxVQSN8yO2mtfU/Xq3WFj9ZPBajOSVgIyUagvZgtAdxujbW9xdcWQvI7Qw6f/Mi8a/LkyC/Qb1dEzsjs7LVwvzv7rKlPOPb3Zl4Wu4yghe7Y0pp6UoITT0Gta9dD3G9t5bx7po9Ic7A45cMegQClbTavttuhje7U9sbVKIFDQFTqcaiV4ssBNqWIUiZFKFuLDzbyX2/U7VOpeTQgfhQAdCbu0idbkxuc08xjRWKZ3i6XhpHplQ73xqdEcU+HkTGUqqqQ1VEmqf/AJimAa7U/VJIHr6dUe7MscpdqDmjjxw4p+VGoWt0oAB05V127Ibi/wBuO1JZcdSsBtE3cn5Eknsy0qSptwCtEr+JBp1uC8mcQxQoyX8D+dJdCwKSO76LWPuE+TebZb8diMsRXshzGW5cER2eyp122NsQ7c1IA0UyyZLr4T6b1bjrTpm4kddQssmgB80/eACKWJpVOGJPvqRExzHOeSrGx93HnmfZhRz8fWKHjuNx2IDdEvJEZxpJ7bq4jKjuccWnUqmyQVrqa6J+nXXtmsorGwDIuOHUgf8A4RU1VL2cy3BcQMDhw9PzqXSKuvCM2Uob2JU6CSp1RSagJUkkEJHofr69TXo8pwI9dQtTlDhURzJlmdGYhuJcWtTrZRuNAdjqSpGm0gKGmo1r1Bvg1zQ0rqXD091SIQ5veGR9OxKta13CbaGW7jFjWlyHVlkQlW5CXYjaW0pU6xWinEtmpVQ0KtB0Xt5JIP3Iwzw0y0hRUUxeJ3NTu1cSfyrwX3IXLnNx5xt5hht7LbHHDDTKWgptBmyHlFupAU+lkVFKD061cTiaRhUd6RoTLmcutabCYoyMVRTxXoPzrBcjNTkWe4ylreYZkSLRCYaQqpoua24tRABClJSxoSPfqHvDX/QvcVQloAP/ABDH3VKtHg6WlMFJNVrardE/ZmJM7sx3HG9wdcWjetoOHZtQ4CalGhXqKnQdV2GCPwtciKcVPKpjtZejVz4V5c5v8V6123HLTPj2+M0nvSluKAQ+44gqWCtsqLmp9KApIPTe73UZt2WcDg1gxPI/nSreKXWZJm6mgqAPxqrpqGIWN5JHcvUG9SiqyuoUyjdRtbslKEsugI7SElNVEpJVp6DoAD4VrNqka9/cPXM+hqTIfEkbpYWALgvv9MKsHltf311jsw0jtotcZ5Tzq1yO5/2yAaqUCrYgpIAFKdFvMQ8adnh5CNVPZTdmQ1xeeoryYXlOYYNceOsnxR16x5DgV6xPNsFymCylx6z5Vj0uFerJcQAkrWlE+KlL7VQH2FrbOiyeodtcTwRwiMIY9DmuGYcEICjHHIpihIrJGsOuTVi4EOGORCHPDqORp783I53mjiLXLvF16PHnILD0WJz3YIl4suIwOPbze/vVY+9fLZEiXrIct47uz8UQ7FeHS3IdQ61BdQlbYCva3kLzhZbzsv0Vq+S2uWNCQOd40rCxC4uDmhmiRTI0NAD2jvJJqFcn3myMExuZ4/EZhiIw1riqARHUqpi8E90hQdKVW+H+GnA9rx7N+U85kzL/AHvG5ONS8q5G5JnKzDMMctGRW19d8uWKcPQ3rWtqw4vcIqn2bhBB7SQphbj5WlIibx9qPJVhvH923C0l3jfr10jzNePc+MEODtLESGFFRkZa52lUIDcGYvNu9XOjboJGW1lpIZDC3QHuGDS+VSXF+TgSBqIOkVDecc2xnFrRMsVnmNF6I/MZucJlN4/ZbvjU5Nzdx+4xrRcX12qOZC30y20pQ3OimYhxbiwhbSE+fd5g8t+T7iR7Y42TwmFkQDWkueA12hrAA4NaQC5vQoQtPeX7Se8vRLKCWAg6iitc1FBOY5YktJBARVpP+SZBfMvusSxYg0HHVpekO5ERtZcbYPblqtDq6tyIbASQ/MopskFLdRU9eDLuWdzxDBmmL+GH9HAjm4YcAtdnjZG1glmGrHBoOIXIu5DpnzrLXvLszwnhHM8Ek5lLyDGMunwHbtjF1nG42mTl0OUhzF7xjdveJXBvsRW4vSGQ252q7yUL2lb7m4t9rfbPk8SJxXS7Hv5NLOLSTgUpUTYp71j2tDCxULcO7+oO4EclodJDKYX2cFBRss1rh2t15FVIkyGN7059NagLcmylpFK7kpB6bDBDGyEJ+2wNJ5kYk+0kU+SJXF/9T17Bw7cBWKmSFKRtDgZOw0JptQn6qGg+XsPWvUedxTNMOdKawNKZ1NrRAfZxCey5GdYhz5EOdFlKSsNvO224xYxdaUsJQCtLymnFBRKt22leiVvHI3bnFwc2J7tQPAlrg325gn1VBlmBukB7wCEeon+PSuqLdSmBKxWQ6VWzLWk26QFuLW1Dv8B/7zFLwwmlO/ark52ymqe7GlvJUop06ZMix/SPcQ2XBc0cMWO/5XYHmHFcKcjYk3jtH7kaJwVpwcPWPeBULtsuU9Al2aSyoSmZZuURlw7XoN4tyXGJ8RmoAbXNiJXHdTT5KbR/kkdDYJXPhMLsHA62g/pc3BwH/EFaeoHEUQuWBr/Hx0nAnhpJCew4+s1jitZfaeSQpD6RRQFAsqopKgFUKid2vuOmCO+HDM/zp6IFsTlHdHoa9Ep5CXYfea+4Yq7HeYCSqjDw7i1ADRtYeBIP1NPQ06VKTqaXBWqh7KYYxz2u0HS8AEGrmwa5XS32W4Qp96uFwssYOQMPgXB96QmzxlRzOu7dr7pcMK3rXJbUWGyllL6lL2BSlE2TZoPoopTqJt3kaAcwg73qxGGXHCgm4v8AqHRqwNuADrIyOKD4HH31ILQ4HnQgNKKSoJUSskgAklQA3USDr/4dH7V3iPxyoZIwM6nh6cKs63utfdMqb7YCl/mNErcWCkDZTQjd/rT06scb2l40ohPvoVIXBWuXUnxqfQlLiWS5yjVIbDlviLUkgKlTVqUpSEH1abYC0muoUqoFAT0VZqZbufxGA9fTlUNyyzs04NDgTzQcPbifZUJZeQlcVtTg3GXHUENqSEsp77ad28gqS2pdCmtTX06EFx1AFMSOPX86mPIIPJD8K8eRgKvMZCHhWHb7MlSAWksNPR7ZKluuAEtqelL+8qpICykE6jTqFfPH1IDT8rWdihpJPbj1qVZgmBzyMHOceKoSAPV3emFZCzSm1pekBCkJSkOkrKQhKENbkthKtpXSv5iAqlAfXp61mDwXEEAeidaTMxHdScs8+NRO7XyC1HUwptan5LjqWGm9yS45VQq2EhRU2gn5GlDp6dQbi5hDCxO+7Ic/4UtkEutcNIKk8qh1uc2QuMi2pIX+6Y2VrCtw7iZGXvyB8k+jIIBTX1PpToJG8eFZZajLEvaspPswFEJGq67aflMcieyMBO2pjg/Gs3mHyO4R4yszTj8vO+Q8Xx5SU7gRbHpKk3twAVLbCbWl4LOlP6dUb7l+YYfKewX/AJncU+ktXuaf/wAYWFkYHa9woz5abrn/AHP9uMGV2GCRjWT7QAeZr9LfHsYt/H/HODYNaY7caBjeN2u1sMNJShtDMOEywy2lCQEgIbbA+vXxI3q8fM8uf3nOc4k81P5qeq0Qa4uAleSXvJe7mS4qV9tRG4qrIbSDrVRqaaEakKTSo9NPcHqskFRT6giovdpAbTu3BIAUT7k09z6n2/06bd7qZk0nEZ1G7fICpbahQhS07j6gE/lFa19D9fXrTB3wiVpmLgKu61uDto9Pyp3VNQaAelR6f16sNrhhyrZCOSpOy33a0NKipHv6VrT2/HXok0LlyrbUDscarbIn0tuyG1J9G11HrQDUEEa7gr+1Ogt5INZBCBKfzBcMvypVPlEve9IUlNUgGgp8QlBOihSlVVGvsOhFk9LwN5p+dMsT1JQMWFxAmNqoN5VtSpRUofUgoqDQGmv9+iN+1zoCOGK06aN/C1xZduiOyELLqEBSFJJAqUUJoPzK2+tdRXqgzSSRHQzAA0lzUVzcql13fQ7DVFQ2miRUIoPyggJJp6pTU+uv06QyQuf3sqSSSENDblduAkqcKKUUrXaQnaomlTT8yfb8Pr0Rs3O/23YtFKGQ5mqlusYJXuTo2kFW2hIUhCSQU6hSgFfiDTouwEt5hfQ06woOte2HkshOOXe1d40W3GOwq/y+9ivApUB+ajZPp+HUF8TTdNnAOvFfYU9M62WkuAPygk00nArgqMuM6FjchSdCSaCoTUpr+YH19Nfw64lrcyTurqBXLlS3Oc4KcUPGilu0Zu/4y+KBRWwQKBNahFVVT76f29urd4hubPXxGBpGOotaqmky+RWEORLhPfQgJqtyjiR+YbidiqgAKV9fp1L8t388N4YrgYOOHVMF/GpAa04NI0cOp4j10Bc2MqO+UrVQb1qPqdriBQoUk+raeuvQSiWNW5oPYfxp3U4HGoWJQRd1KcJKv0wkhR2GqwQCDTbUH09ujph1WSNyx7cqcapCgcKvfEJiXWJLhBIMopKQsE0baSNAmlUpJ9K6U655vcBZIxvHR8TTaYp0FFLx3kSLnZrpiFwKXPvYrn2qjsI7jiShxIqmhKhQ6+vVS13G13zL2zwcyQPB5Fv5jCod3BraXHBpCFM+2tbHzn4fd435hvbkWGWbPkq3bpE2p/TE1K9kxtI2hKC5QKp7Dr7df41efR58+2Vv4rtW52DWxvxVYnDVG4LiiK08iKg3QdJBHePPfI0P5624KehaBjQTRSNq0qIO4ba1oQTQEEf8tR+HXoBpPTGhsrA4aipIGCZ1EbqwEyVBSSCqqiCf0xtVUuJp7E/69CpGfuEO51KjJLBzw9DUbWDsUiityUnapQ3FaqkAEf8Axf6U6hlhVRU5j9Q0cUwrFKbNSD+YbQpJqBShJ10Og/8AHpBNKY1wOIwrr0FB9QCaa0JNCKjU6HptAlOomWVeZ4JPxIFCFHco/Ika6U1rX+2vTZ5GlgpjVx8FOuJyhKKlILiVKSrQKoEgjTX1+h0HT1uzU4niBULcj+yrVOBpnuOxNzAeLYr21JWQkClBXek+hT7D8ei0Vu35hyqrPlKgZBKvzjCc1FuMQIO1Xd7K1r+IT80lpetdxND6+lf79GLCJqoclqHdSF2ku4FP50zrHnIs/H4jrjyXEhtKXgpxRUlSU6j41oAk1AFRUU6MPi73Qiq24ESEjJTl21DcgiMNbu0jugKGoG1brZqlKiATogjWvt1oxhORpxsjh2CoIuO6tJqkpIFAoj8qRrt3ElxIIoD7jpY5Gt6w1+oLpz9fP0wr3bC3DXtR+odqdqiNVHUlJIr6n2+n9+s7K05wL9X6eGHu7K8cBTqHdQFLcBIST+UCnwFQdwB9/Wnv1sGpDmskaVOIC9nqrtuEfuOBa6V9AQCFFSgVEUBPwSBStdOl4moxCYYJ6eus1bHVNtoSncnaSCAkmg/yO7QnU0FRWvSmuQ9KQ3ArwqVsBUtHccc3JO09qm4k0qdwG0q0J0B0PUgEZikSI0gCppZIDlWgpAYaBJUtwUUtFfVKSn46q9DoKUP16ykKoU51ZPbajthFuiKLpUgLpUoqNS++8qmhNdBrp9OtISetOxkB2PKojmnMfH3GlmkSstu0eVcWW3Fsw0utD2AU0jerakIOoofQ1J62WloV2AOXp+FJjZNcvLLZjnkHhgOo1HBUpKfkL5p5byLeZFmxCY/a8fS+4wt5tSkpVGK1JCWqf9VxKK/L0PS7eVwePEadIKAZBMiXJj2D31Y4LC2tWgg6rkjvEldK/oamGGRPE5VVWA3uCy+mY5KWZTpK333VrW5IUk0JWof2IqdCeuh7NNAwNeHDWnuHpgKE3kUoe5oYdOSZ4UVd75EhM8YX1M51JRIiqYY7hQaNtsKJq2aCoUoAaa9Wu+3OKPZ5pX5eGQOvDHpVVstrln3eOGPBhcpcchivu91JUvNJN2mlpPZZXIcdQlsBQCXFrWAs6KbUr619OvOVwB4haOFdkDT4jnrggxwxAAX88KxiUoSst7/1PdBUSKmh2iv5woaEn0PTBHA5VJCEdKkVmgNrfUXhuHaX7kp2n4kp9Ao6019Px6l2cTXyd8d0CmJn6WaRnVfOLSnhp4AkmPk15gKIBqydxW0F0rtStB9PQ9Din/xopm2eRp6YmpDWk7mF+UxtNdEptxLkjckoU3abHMQk7VpcjuwY7YCFD1Ttof6fQ9DZGnUQQiMafUgp9AdK8XEe/Cs9CgPfsjAToJDK3ipW0hA3K3AH17ZAGhpSp6kCIfTBOIpp50yFxIUH0So840k294F5O5p5bRbFaLSncVuA+gR8tK69QnwnwiFwHvqRpAka4DulMFxx/Ko/GWncopIRQqHy9NpoAonWpCvp7dR4ARh6JUoxtIxAX0zrLIWkIPpoSSutQkU0FD6j+nUrEg02YtLg4YBMc/QVLxSJDarVRZZS4dTRTpG75rHrQH0+nT8bSXNbl3gF7eNJkfHp9Sjp064U/jwv4lu0nA+NbV9/aMNtk61MSLllORSjBt0Cbc2pF5ukslDT7iJL7BS20rtqKnFpA16+X/3d8s/cT7pfcne7zyls247s6O7dDGI4i2MRwgRRtMr9DNIQvIDlRSmNRY7m0tWsN3IyJpxJJ5qScFKZCnU+P9olYZJRjkWbZEWPIn2gG8d++lOTZpCoyLzkVwcbEiWI7Sy5uXUJJJAB6pbf8LP8jdyeJfpdqje4EOE24QsLW/0tDA8Bo4NXlWf/ACPZY+4XSYhQjDieZWthjh5MFPE+EwoOQsZTGslqVYjfWIsmCic/apDkZ9IiTUpktiMr9OqxVW2o0I6+m/2i8u+YvKP212byn5tYG+YtrtG20qOD2PEZIjkY8YOY5hahzwQ40BnuYLl/j2pW3cSmBGIOIIOOB5550DX8tOXMYR/G35jXb716A7deNbdhcaRGIae+7zPMMesYjoWrUNyI7riXKfItVA67X5aw3q3fIBpj1vx5CN2J7CR66r++wOftckUWMkz4o2tUAOLpWHSp5gHDM5V+c7m8yZFMhgdiXGU8iOgDa4+lmOlKfuFlQKmlqpoaA9FtzLmPLF1NVOuFHrciSNXBHIvQdEyrz2q3PzISnIc1taVpSp2JLSUrSFVQo76FAQkJp+P9+kQRF0X7ThjmDSSUKOCHGqHluQpUyaovIZREkyW1lSNqUpaWUKfW2RUMppUK9KdU2UMfK9xKAOPp2Ubi1CMJxA/ktQq4IjKlByK8h5DlQVM0/wCqn0W62oVCSDr7dC5tOvUwgg8etEYQ2Rg1DvD4V6Ys1Ntu+NTpi2Xfs760466kBNW5Ef7VDrtVEFxpQTVVADQE+nT8Ewgu7aeVNLJgT2EaVPZSXsWJ7WYuLTgOhVKOzB5UpFko9+q33Hwy+4QVuqaV/gBqtDVaV/y67Ltz3CDpih/KqfMxskhAzBVO2pgxHbH6yyS4opccCdEUUD8UlQ/TSqtSBp+PUvwQe/8AqOY9MqQXAO0HBoy7fx9dfVtsCbrd2Xp2sVgrWopQsAJQKqKlAkVIOgOnv69Mx2j5pg5/yNx/gvWtyERsUZ8u2ppdpNtgLokIW0222E70Hc6lIJSlSVEhFBoNR7n16nyaY11ZVGjaX4NwX0WotLSiVIw1KYjMb7zJ1Sky3Xkl7tQrVPk9oRk/pjcopoSR8a6a9NSNLnwlAAZFx6NJ9BWnFrC4KpARORPWorzJfVTbbJxi2bm1wVWi7uuuqJcURPUy4yFVOxHcUKU0IPQjzLeGa3dZW/dc0scSe3IVJsYmsJneqOCDLL86GG05BMlsi3yn3FCOpSENKqEJbBNQK67UJPoPfqiWt/LKzwZnFQcKN+Dxb8pHoetZlceA6tsyrO9cYyEOLW4ZCmSoCgUsPIqsBKTQmnqa9S3wskxfHraBz99Ja5wHdchJySsFcpNkTjWVNWL7iLGRItRXCkKZff8Aum0vr7JloSHHmkA7qen16hPfafRXDLXUANKgoSo65kU7oeJGCVNWOPT8KtDkZtqy2SynvJ/cZtqffkbkrSqhZUU0UdxbQmvrQV6O74GW9rCp/fdGSfZ8Kg2jS+Rzf0g1lsNtkpqBa7mbgQ0LTaW2re5RtpMlVvYUHNqgO4R9dak9SdrtXsYy5193w2o3LEtGJ/CkXBb3ogMSSFXgtXJxpyxfOG8/svJeJzUw8isUptU2LKa+/wAey6zl9l27YbmVmccbjZLjF7aa2uxHTRpxLbzCmpLTTqLBtu7y7NfjcrWR8Vy0IXNKamkhWHmCnqIHWhFxYsvYHWs4a6NwICjFpyDgeBHwUZGmh33mi8cq8et5P45Wi1TbNboXczLHb/cpke+Y9ds3vjqxb8ozJTF1t9+4qYvHdjWK7zITjIjVhXdtq4tHuerfK3moecdqdNaMtbne9Id4D5DGCIgGtmicIyERDK8NwlDmI3Btcsm2aLbrzRdPmih1aQWsBVwHea1ig6z+kA/Kj2uIKgHOSPF3nORfkI5WiYniOEsJ/wBxqw3Csni5JFvDYu328+zz5K022SiIq6uORXINvaDMJDiFpQWCk9ct3/7b+YPMm/f3PeZI3bPCNTYmyExsjHeIV2ktBC6iGgp3UBwq2bb5m2yC0DLHx33JJbqlZocXIurAuBUBQ4lHEEKq1RWU23EsEmKXGmGDabNaHmjNuoZWMWtVzeW63Zn3YzaWD+2qfLe1tCFPuKQAguFVfP3naTaod4kh214/tMEeiNxAwZnigwIJOGC4FFJq7bVPeTWjXXTQLtzu8GqdTgcwuKEc8uaUFOQzHcuv/wC9dt+PZ7eVtYna5yUolpjLNVZJeEJolE+5OjehqhLKdqQKJBNDgt3zyfUPBDAf22nAp/8AUfyJ/SDiM6OOfHDGYgmp3zkFQv8AQOnM8ThWPctUh+NLShFVthtSdiFbVkmqkgn/ADV6qr7ehp1KdbOMZIxTLD21sSBr2qQeFRhMVxp9NFJEdZWkvu07LB01krcJCWQSQSr/AB1GvQ8sxAHy9ch29Kec4OYnFcuNSiRepcnHGsXhrfi2y3SHri20tEwx5rxUk1EjdIjsxGCpxUZFAvc6VOfLbtmvuZXWI2+MkQRkuHzISTzxAAxLRmpJOOTMVtG26N3KA5z8OGAT1YnBexBhUdaZ+5hSUuraUlmZDWUhdXGFqTJQtxopWl1KiwmgoDWg1GnUENEsel/P2Z49qVIkIZINCnA5jPKuXZt43Zi7LcUqRcqLnuOJNVXmPtH3hoRU3JlKHlpHo7v3anrU8bvHFwSr3lXf8XP/AJghPVVpyEl9uYB8rcMSqgrh6suzKsSpusp+PHbW42HXH2k0KlNMrKHnEKAFAhpThGnoPw6jlizFrAdIKjigUFPVTvjHwmgnvIh7ch8KyFytDy7JMum/azCn2iEnVKfuJc5x5So7S0GinY0NourA1SjU0qOn5bdbcy4aQ5o9ZXLsApq2lAmDObXHogT8cKk2M7mrvAx+RvCbbjk+c+FrqkXfIJUKV23DU0WmGy0hIHsPx6IbcT9UyyK6Y4XPOK9+QtT2NAAqHeI6F92E78oaOrYwQvYSStWtDQGCO2hIQEhTixo4GqlNEp/KsKX61Og6tMLWsb3QhqvyO1OJ4+6pxjEQzJ8dQJLX3DaS4oDuK2fNSkBVK9ptJJUP6U6K2DC+UP4ah2+rsFDrs+GzAjAZZZ+n41PclkoiwmbewQlqStbi191aCS2oqbUoUBCjvpqCQK0+nRbcJvCibC35XHH1fjUO1aJHF/6l+HP8+NRBklMqypUWRvvNriqXuPcQkNSpGxKiCQdsVVCqm2g0PQ4PQx9ZWN9qn8D/ABqW5gc2Qk4BjjzHAfjUAu91W7l0lonttm6XFpopKXAhr9ut7TSnCoVS2Ep20pXfU+legd1da9wcxEBe4c8mhF+HbRSG3LLBpGWgHlirifzrO2a9plKbtdhS9f7rSahdssUV7IrurtAl5DcCztTZ7pS1uVVLSvjX2HUpt22GNAQXY8ifUmJ9lMutXPf4kgLYjpxxHtJwClONWFiHjZ5JZ7Mt8PEuAeS7tcboO3bLhcsbVjsBK321Smm13HJJNphxHHITZcHdUja2hRNKHp7b9j8wbwC/advvLlB8zYiGj/mfpbicAFrJ7mwgLhdXMMTWYuBeOGBXTqIAPLmKJvAv4xPIK5RsZRyJlPEXEP8AtSKLvc413yaRlGQNyLbdrrBk2Zyz43b1QIeQPJuinGmn5necQysbBtp1d9r+yvm+WG2l3aaxs4Y3NcUebh/6ie7CNIweO/rLVQLQW+82bXDLO22iurhzwWgNYGDEAg6nuyVqEIoVTTI/4rf4+m4nm9i3JFx5LxLOovEGJXC9XS3WyyXSG/Dyq+SF262txnZcmSyEQLW2pTrLoEhpbhJ0qlPlH/OXyU7yT9p4dW7W8s17esBibFLG+QQq9WkuIMalhOpHKCERDVo8r7425huYGW8kb5mCNry5pCK0yAoMSUICKCMe3bSyCUt+U4j4kVKUgaDYkUToNAQOvizuTtcxaUQGrO8cOYqo7mstvuK3FVQrQn0J1ofpQDoW4InZSKre+PulxKd/xP5QKhNRUAih13U+vTE2XWtlM+Nf2woKn21k0SkD4rJ+IHuo+2np0mJdQpITVhV1WonY0SaigoT7jQ1CvQkEf26NwnhxrDjiancNwBpa9CG29wp9CCaiuo1/t0XYQGauAC0r40L+W5ghd/lQW3QSkkFAIOgJrtA9Qo6V/wBeqjcTukkIXI1t73OagyGdAn5JW599hyVQUUk1UNabRUHXTakkDSpJ6atToug45FD+dZH76XxanFtTyhVU9tz8qqAubiaVWaBI26mpp79HLlrdDh6JT/AHhRhcf3DuQEgEFIQEjboflQHco+qff2/06ol9BolKcV9EpMjycAMBU1lz0LJbK/lRII3AAbK1IcpRXrrX1r1DazSfXTRxqB3KImWpZKvVJNFK3BNT8dwrRataj0/t1Og1BuoYUrLOqYyi1vMId3ElWpCRRISkE1WoeyNNf60PpqZiLXs0t+Y0tpFVKh4gPNUCVKWkbQoArIeQSk1O1S07RRQ0A/r0gx/uAcKc1FOlNcwmQHW26flTtWCPRBBpuJ3blA+3164QjTInE59KksALSuOIKUYWEzxJg/aLKSVI2mo9dDQA+ix7kmnR7bJO4YzgvtpuQnWAMxzyoMPKLDdzMqQlkKrUpXtAG1dSSfqkkfT8en4ZXQ3rXZOJz9PQ1jWlrSUwUInXP1ik+ZZCVGlSEkbVoUsKrSh0CkhNB8gn2Nf9eutbTMJI2kYtNSQ04a/fVD3t8M3D2qpaFfiEilVaU9Fa+vXQbCMyW3YDTrXaMP08uvCrJxi+KgOyYjvxH3KJCV7qIW040iikqFTsKTqPQkdVbdrAXDGzsz0FvUEE++m3AlHD09OVXjid8kN3m2PxyQVSWq66KbWaqr9AaUA0r1RNzsYxayB+YB9oy/jWnND2lpySqi/lD4Wttz4piZewgfudvDNxhrV/1CpwJMxkkAbELaPuak069Tf4NfcC/wBm8+ny5M5x2+7ifG4EqADi1B/pd8aEaWyRTRYrIzLgXMyPRclFa2bqCzKqRtSo7qaJ9BQKSNACoCp+vX17QhWnNaGtdqaHZKFrB35tIU24BX4g0R/kSD701ClV9dB1EuhpAcM1pWZThUUdQd9FJJCQSraUpoKaVoKaE+lfToeQpINSoShBC6V41jHkAggGtfcGpIoKbdQCRT+3UQhKIV4Ftn5En47qFPsQkUFVfm3Ekj8adaNZXmWn8xIPoSK6n0oKAenx/wBOkkA1urO4XkIZy5CSRVSmaBI9iQCaE0V8af116es0Mmjmah37VhTt+FNswlLcm3FtVQ6lldCkA7aFRB3ChA206sELCWgVUpMQDyCGrJwln7e57KpoXSfluSKkjYKH8yVe4PqeiFqzSoGdR7kF8fQEUyPiuWibZG2ioFwI3JB0qRuFFGlNgSP7/j0Za4SMC4nhVfuCGyaWp6Z1L7jamyh1ZSCaVQoq1UraCAVAEpCSCR7HrVM6jwqIG2NqK00A1UUgmugFCUhRr+b1Nfw6bIIpLnkHu51iJEVG4oKQhNBoSKBIqmugqDuGg9+tUpriGqc8axrrIZQQ2ncBqQlO3dr8lD3Smun4db4061yYr6fjXlIedOqqIT2wlXoSCaeqQPikUpT19T0ulggYsUdnx9dSO22yQ8lVEKDagoF7apSN4NQmmiluVqUD0Op06U1NQXKmkC1YNmt8ZgpdfClbSmpJBVuUCSlDaQdxV6q0ok9Lc5yoMAKTJmnCpgp1q3sLuN3lsWy3IQpxRdcCHVJbFd4JIStJGmlT79LadQXDAKeAFIaBqHMeiCgp8jPOjGsCtUzGsGWmZdSVNNuxdq1qdCdqlUCt1ATQEUTUVr0h8hwDMlxPRFw9woxbbS6Zvi3Li2E8vmIOOHEHnwHA0lrLOTss5JvL9zzG8Sil11xSLeiQsMJbUahLqUkJVRWppQfgesj0j5yiD38aNk6W+HB3YuS9MyeNRqTIaeSWY4SlG0D8tKFOhSmhokEdSPEa/utGCU20lhUipLiqJRmtJC1hIKVKUFEoBT8daGhWpP8AoBr0U24vEmKoMaTJLgXHNMOdZvkfkBTrDeKRpCNoIS4sKVVKEABxTiSRoT8QPUjqbuu7ySxmyYe5gp68cKY22w8GQ3RbiVx7Tl2czxoU77KehTX4kdlxSnf1i42kBR31Le4AKoUlR+XpTqh3eqOUtauOOFWOJjXgl6EZY9K81sts4uIcWhH3j7qKtECjaSN3qqgCikfm/KK9NRxyFFHe9ONSSQD3VT31KUmTFCnltDsR0O/cvFITHZS24mhW4SkqWteiaDokP2wCcgPVUEo8rkpwHGq4ZYSvi/OQBQJzSQpkLBBopIWrT0BSDQHoKI9WxXTR/wDvLj7caKNcl3Ev9ArxFp24RMUkApSiXj9tirKR+ZLDS4zjawSKuLDQP06HFpkZC8/K6FnwTH2UmTuyPBz1VYtxYZh2qDFYACG2SFKKqqKToB+KVE/l1Ir0QnjayJjWjIUwdSkuKg5dKrpxsBqcAW21tIWSgim5OxRq2f8AJvUf06gPIQtPEVPjYSWOeeHoO38Kh8UgpFda1JIpUJOgUdNUD6fXqCwBMFWpprMsFSi03qQVoBCQkqIqNACACKDXX06fYpIAyptzgGk4LVgxITt2v9isbdVOXCZBiBIKghxEiS2ysKTQqGxCyK+9OpDihHbUGQOELnAEkDL8B1rYo4ulw8ZXAtdxmfbWtuFChRnmm1OCN9pHaYZUVvFbmwBsUIAHvTp2zkR3h6iIQSgXAVTL79zU8DBT6e6mS8JZ1Z7Pc25EW/OyoC4yY70a4hDkJ1Klkv8A/SKXwFNKJ+JBI0Hp1YISxdbUT2H040EkcXK4g6ggyKdcudPE8MMmswjZZgNlu17uNtuLf+/rLbbzMdntWJ9a2rffrXj0ySkSf2R4lqSllalqaWVex61urAYY7sIS06HEdcWr7x66m7VLpnfbYo4a2g8CMHAdoRx6ilrf+o15GkYf4ccN8YLflRbVzfz4teRJt4R+4zbbxLikjK7VbCVlAFsmZHdIypRrUpaQB69EfKjbd9xdTXBerYGtbp5yO7wPQhoB7ad3AGW8sYBpLRNJKQf6oowGOA5tMpI6oRlWiDndztj99ubDc2dEmMXF1gl39JktsqSmqJANDupoCNPWpJ6Y3e4hddyNa57Xh5GOCp1qz2oPgtagIAVBif5GrTxW597HAXGpssPRHWUvNWtLjYSlFAr7tlSN21HqT6jo/ZXAfYNLg5ytIUM/EUMuIyJiRg0E8cvz/DhQxZKzCjXJ2RDnfb3Bt0qYTJjrQ1OYUaORpCCCFNlWhrXQ69c/vBG2ZY3JIDguRHEH+NHoC90IBAIThUXu1pYYjKvEFtTTAeSJcRCw61BLoqFR3EVrFU4aJr+TSvUGaFob40eAVSOXZ0qXBI7V4bsiE5H+dROQ05PlRYLI3LmvtJBSP8ir1G3Q0rXodLG6eRlszFz3CpjZGsjMr8NIz7aZHx9CUMcx5pwoeYgxUsSz3NripaVnuuJ3UL49Nx0B67xtMBisIY3o4RsRxX9Q5c6o72uMkjhm5xT3pjyqZvSWBIUhKkFsrP8A0lb20UO0l0AAq2pA0B06mySsD04UhrHtaEz4r6GpHFusOLDcbiIS6XAS68lztOk/JIS1QkBJJ9P/AB6kx3EbIkZitIdA979ROHCoTKkfuNwUlwUZ3ipQhRQpaANjdBQgbtDppToU+V01wh+VeAp9rQwI1TUknsOfvuExZcWJEjhvI5pVHSr7xLQt0SDGecSlS1H/ALh8hJSnUq1NOiUoPjwMkDWoHnDNNIGPrNQWq4uLC52arkvTkOdURyS9KmXq/wASLVyY0bKgR4QS+WWF3J8s98g7VrIZ3aVAPqK9U3fPEknlazGQFgQY8TnRS2CQgDMCqztWFXq63N6UqRbmO+B/1pjUUoKBtDIbXQoJPrQeuvVet9qu7mUyAxhebg3Hknxqf9Q2JgY1S8Dl6L0qz3ePcuEdqSxCt05tuCpP21tyOyl5xxYFUrD8pmjW1HxPqD7dWD+134aoYHI39L2lemYqJ9RCCji5V4g/FKrq5Y1OgYvcGJ9iVZy/kttjtRkmDcmtqlwklDtzjSlqEl3ulRbSgpH/ADdA32UkNq9s0XhkygacDmW5uB48k9dSvGD5A4O1DQazvKSEzLpNW49R6PHlsIShRbLQjsuBLQZ1S2dNCKJV1O3xolmKnvNaeiJwSmLQujQNyKL1xrGKce7Fj7V7jTktWe1Nt2svutyrf/8AZ0XcytsIDLy0uA1oqo/49I1uEcaShwEbQG4gt7o9vtrb2anuOkgqceBxr2vPXQNhDjbykKUUhS6K2gpFPkaBdSaU/N0h75y1H6tFY1kYxbUr415Wz3gvLLTn3H12EOVBfkk224N/e4/97OZMZ/8AcLWpRakQb1FcXHmsrSY8lKkqdQtxDakENl8xbt5YvW7jtEpa4H5SpZqwKkAgjUiOTB2GoEgJB3Hadv3yM2l+0qmD2nS9FyB4gZgHEcCASpe5n5yzeX8Wxyx5LjDGBtY1DFuiy+OIqXbewpslqXPiwZshy9Rp13ikF9SnX0pUkFpKKUF38wfdjzH5rsXWdzILdsjlkdCAHv4OaXBCIyMmAIO0mg1j5Sg2m48aJxnJxIkOJJxU4In+kIDxWhyynD2c9jpmQr9EuGO299E+Owgyp7ECU18TNvLKWi4ie2XSSZjaUNqNUCoCuqEdmZeMErXMdCCCMyhHF2eK494Z5cKnP3F9pKWOa4TOahyAI/09P+E5VAHuOY8JJkOPRI7IVucuD0hTcdxStdwXICZcpbulGmm1E+x6RJtTYQrnMAJzKp7cz2AVtm5aijQ4lMuP5AdSahd0tMicpyI1HlWaww21KRcZMJ9E64PgkOSG7ZvEp5ta1bGG01WCr06hXNq558P5IQPmzJ9XHkAManwz6SHktklX5Q4Fo6KMBzJyqLvWTZPaZjWJTkNYTKq+HW5V0lQythcGay73G4DCw7+pHCD+okKJ9wLfYhz9DGEwnHPFxHA/0ry50RhnHhq5wDueHdB4g8RyK1TTlpya3TZKYEq4MRWnVmMyhcp12OypR2x5DAS460tlXwIUN1QK6nWtttr6KYiKV3hAlASSQOR5EZGi/j2jmDxAzWRjkAeq5Y8Kz9w/fYKGrJeVr/fVPRZcmKpuIufbY6m1ri2+SapKLjJW531N6OMJ2hdFKIE6Qz6BHKVkUFMFHIdvHpUdjYTK+ZgH06EAqe8eLh/pGS8SqYCvqfapcViNHuL1xZkvFa2WFvtkR9d4fdb7Kdilj/D8yjVWiaV1LFKxoE2oOOQXLqQlYJ43OLoQ0tyXmmGGOfX1VJBh9/hPWVh+A69f8qjRxZLVZ48yZe5UFyYGIjps0Np6ULhe5SAzBjtdx6Q2hSwihFZDrOaJzfFQTPaoAz0r8zgMicgMyMcqY+pZMXNiDkHMjF3EA8gMyUQoKeD4Hfw58m88c6YRZfLDCcy4Y4PsF2xnLeWl31qJCyrNsVgTm7t/5Wcbxrbc1yRl+dhaI9zu0n7WNjMEOKUZErtRunby1dLbj6c/vYFxIOACkAZZuReigHKhbN2toJmteQ9hOAaQc8CXZoAMBxc5MEWlseZPBSPGjzh8uuBITlqct/FvOnIWMWmRYXri/Z2cZYydqZiMK3u3il0Um14rcocYokKccDjKgXHPzqibU5/iSF2rxv1E5/pI9jSB2rRK4LX20ZagjTupkMHA+0gnsIqDt2x6PEiIITulS3AgN/NdSmjLaU120UTuUanb6dXlkDxC0nNxNVtz3CQ8g1fzx+FTmzuw4siG132nBAalPuqL3YUS02veNATVTlE7h8hWnRW20MLWqCGgklUyFQJmSPiLkIc4hMFzy9lYu7XQS1pd9AhsNEVJ3EqKtoCiQV11+qhTqNcXLXkcgPbT9vbyMUuGPCstgWDZ1ytlMXH+PcckZBcLMl69XmSXGrZjWLRhbprMC65nkU7ZbMbt5dkHtuPrLrlFdlp0inUZj5Z5o2QNJc1xcQMgjXIXHgMcz6qck8CzhdJcO0xuRoJxLlIUNAxccMgO0imDePnijwXHytV4zuRYeYZ1luDrvIuaZPAkjhnBVRoUJ9zGeNsReuVnkcj547FWhTs69qRDhh1s/YguAG4eVPIH9+lfvFyC+xZIQM08RArGAfOQAr5HqyMFE1ECoG5eYbm2jbZxDwjoBABBkLSSA95xETCcGgK5xUB2C0S+Z+V/C/E0S62bjLEcEiR7JJZRAyGTFji5zosRueZEey45jUdiHjiLU+UKafRR5UhKUFaWm09zt+07T5R2QB4gYZmhU7pcqqrnopAGBwAI4Cq221vtw1TPnIZi4hCgUjMvJcTgqFS3MCgx5H/kkzvIk3Fpu9T5Iem3REiFHMeBb8ptmStx13dGQRILrlpcVPDRZdYZisMJio2BQW44TPuvuNtloHW9syMadGloxPdCsOpSBpxORxzNSbby3OgllBcoKHItOpSRk7HMElSeCCurBPJbkPJ7NEzbILtd347M+7PXabJlTpkadjuSF7GS3eFvbxd5Zt7iosVbyzITDZPYUHk1Ui03SbdLSG+Di2KRrnMAyABzaOAPL5SuAwWtzWUULjYsYwFr9OkABHN73Nf9ROKuzwrZR/hH47cs/EvK3KNx+4kysvzy52+FdJ8R5mU/b8dQmzB1j7xCLmmFOkNOup+4S3IcBC1oTUDr5D/9xnz07cfOu2+TY3j6XbrQPe0FQJJv3CvMppavIJhXQvLlsIrSMhA10ZkKc3FG5YKGjguedNvvkgIdWmmu383uQT9Kga1/Dr5XXbh4hTE8PzqyvGANVTcZBMot1oVqPt+YDT5g+nt6dDXOVwbTS41GbtEMiSgJPxQAFEUGqU00BoAf/Z01IpOnhWiT6q6Lar7eXt3Ag7UigA3UOqlAj3H/ALukNKO6VoZrVv2tZLSUqUdQV1G0qorVJB/oNfp0aiIJQcq2azsiUuLapTiSdvaUaAA10JIGtdCNNepcjyy1cRWw7SNXolLOzLNkxuSNvdKW1yltrqsJCCVJG1KjqK9Usl/ilzcQp9lba3UUVMUqS8q2JGT4m5LaAdJYA2j5FY2kkGlQo/6UA+vTxl0o5uRGHbSQCxxB+YUqW6QnLfepAIUkofXVKfjohSgFAKqkAj3Pt1YWO8aBr3YEgD061LBGlCMeHrq9+Or59swpCiVEhIUkqKzTYSAoEJSEpHt9DoOqrubCycFEYBn6daQ9qheNTudKU4O8CqqlFVGh8UbRWlNPisK/HXoaAXAKlJGGFeaHLG4blfJQVT6J3EEKqPikqHvXqSxyK3j6Z0l4JBAzrE5PbmpNvdcAB2hTiafI79tAQQR3Ej8fUfjr1KgdpkA9PTnSY1U5oKFhxpbeRR2Ney/IcSUlStgLba1hA13bapIIAr0Z0NLlw1AeqpKoE4GmjYLKBjoShRUaJFN1B8ajcKiqqVOv49eepGaJinNE5U4v6hRM4FdexLbQpRCTRAJqVK1KkhIP5aeh9+p8EwicH8V9tOAg6XFNWPrH4J7a93N2OovGPvLolYXHWHAKkqRShFRqR+Pr0XlYdYcEIKe3hWOdjoLkcQaRtyxi64dxnFaa7XVg1SUqFFUBSSQE0GgHv1ePL18iQg4jPt5VIYSYwXnE4dvKguzuGthkS26h2MoNLQKALQpRKtxINCQKe/XZfL0zXyeA75XBQeorepChr6sd4LsC2uqr3mX/ALNIKtxU0UhYTU1+Kamh1oB9OtbhY6LiVg+RzdXry9BWAgtolOPZIXNiPVCu06lbaSQuhQsAAuGqqKrr8dOuY7/EjHMPEIeHupOsEE8UPolV/wDyIcnyDxcxaXTuZEJSQoLJTtLdEhwHbVQpodeu1f4jbayL7j287A0A3DWnmh5L2+qoDGaA9xCuDCfZ6JWu3kEdK/t5rY/TkobWnaNQdtVaUO5IVX6U6+z5KkpzNVqzeSDG7MVDrpudipSSQD6p0AOn5UqI3ChH9umZxqahyqaMCvGowUJUn2B02+vy19aVNSAND1C8LPGng5M6xMlJSspURqmm4KoNp9Pir/lNfTXqLNGAVdnU2OXWxDgmC8uprHrQFGhV/kSKVSknRJVWuhqKa9R0Ssc5QAHca6XE7UlRNBTRW2tPU0/5RqPx9OkuCBRW2PJcjjjUm4tfLWZRSVEFSwE7QE1IWCBtJFBp1uzKT++t3qfT9UPtwpvPHzykOsIKvguOldKkDY4EmhBH5v8A269WW3TACqY89wgZjGrogtFE1p1khKu4lW6h9Qr8tNxCwsetPbohGO+ragF5ILTzo0OJ78IeyiqNuFtKiqiaUokipVWopUaenv0Sg7gR1Bbhp8R2GNEhMkh9kPMJK0rbSoJCDRJH5wmlCSqpIGlP79OfCo/wqFzEvo3IYR+spJKPSpC9O3/zJJBrQaA9NuK4cKxo1FDlyqLPIfbcUl6oVqnaoaAN0GxNFKHzKqn8B9ek0+E7K7GbVIfUHO2EkFSFVqgagLAAr+XSoB09ffpxK0SBlWY/bIzQbKgFEqSChQDi1IFfg0hNPkFaV9NvWtQpIepQVLoMZKIu555MOOgVcdf2oG2goVJqAopqPlX4+lOt4rhnSss6o7lHyW4w4iiyFvXWFcLi0hSSl14Eh1KdClKV6kkaHQGnWSXkESNeS6QjIfj07KmwbVf3bioEbObvblmMOfspQfNnm/nXJ8ubbrBJkW+yrcUlclZUO6hRUN0ZsbCdPU0A0HTXiG4dqxa0cAEXgqcOgx50ettrs7YAkNkuExJGC9FxPVaFL9wff7suXIXLlSAsyHpClPPLrXcCtZoBU/lFKDXp4AN7rcqeLi4qfTsqPPPqMlC1OV3K20BKQTT/ACGnoD1pxA44UtoSMuI4eiVmIs0hzUkD/IlNBUEFIcQKVFTp7+/p04w4g1HflVj2++s2m3u3SY06qGptxvuMJSSV02lKd5Sn5KV+c009ejUFz4MJmcCWeqmfAD3K35kx60OuTZQzFu/72mFd3EPTX17VSoR/7YEARnVBB+AOqT7g06rd5fNs0lcx7gXHIjmuNHbezfINOpodp6+i1FblnqXX2pkexqKk7wtcybQuFz4oDv2jIAQ0DQJBBI9669CrjemOcJGRYj+p2a9g4cqIQ2DmMLXP+ZMh8F510Pcj5LJ2hqNY4iAhKW9sBclaUoG1CQ9JfUpW32JHUX+83jsWtibywJ+J+NPtsog0AlxTjlXnjzMnyiXHiSLkSlwhHbYYYjNBAqCf0206JOtST9esim3DcJRC6QaeQAA9BSHxWtqwkN7xB4r6fjU+ctaGcBvtljqdKjk8ta11C3X1Nxo53KropAUSPxUejjbcM2qS1av+649chj7ahmVbhpODgEqMWHtv4vjTjri6xX59nfS3QPNLhzFlGhI/O0+KV6B2zA+0i1H5VYf+Un8EpycHxXOGZCjsSprfJUaHFQ4AFtsrbZQRRfb7qdqhVQBJKfce/U68LI4g7gCBUa3c6YkH5sxzqt5i0tIugaeDokRSsJBFQhaNyUKBqU0KaEj/AIdA3n5sVwoqwvSMIgWogwSkJ11onSmvpTUGlRT36jsKYVLNZ+2o3yWiVfEON+hJ9/WnuE+/UqL5lOQpiYdwp6Y1e3CzlmPMONXPI1Sk2SwzFXaeYUdT8hQhNqchAMAhKkvSCkH09K9O+IxiufgG+vhhUG5dJJAY2LqLlwwJIx9nPphTSHvKHiFhz7aXcrpGLjiSp1+FHQ02lwqALm2aXG2go0UdpI6ajmhaMSV7D8ar7rG5aDqaD0BC1fGPczWvHW4eSRMrxtqwPoadYmXi+wGo77dKoTFCpKFMAUpU6iny6IW126J4citPA8eVQpbMNaQ4ovIjDhmePSmYeHf8pfivjXNvC9hvHLMVGZXbNLdiiMax1q/ZRaQ3mD0fGHU3G9Q4otMNuVIntfFa1ISoA+1erPZsbuccm2ROjF1JG4tYXAHU0awEyXBBx5UEmZdbZG3cZ4pPBhkaXyaShaSGOPNEKnhhjWV/9T9mjbvK/hdwkp6TDcxfjvl7lmcIbbMhT03KcvsuC2+C2lxaUNrTAxt95TutGzQV6keT2D6GWdxI8SYIgUkNaFGOWLifVRe5Y7+8qA0tittBz7r3zOcTyTRGE5k8hWnBnM9iXPnvvQoz6FOSQ22pHz3h1XzLo/MB6n39zp0M3adsk7nOaCC44euj9m0tjDgSOGGB/lzqbcdSXpVncVEmmAERlIMEpUWylKaBpRJKS24TrtAGvRbZpTLaHwnaS0EaeHZ66j3TUkxGZzqp+TrS60+t6QyY76WEy2C3tcbCUK/VQlxBoEuNqqPxHVa3i30FznhHpqHqzonZOa7THwJT8qq2DdFQKrWkSojza2psR4qDMtlxO0oUR+Q61SfZQBHQKG58AhzhriOYPEH4USfAHMDcGy8867sLRGOUwlLUoMIeKIxUUlaUqI2qWRpvQk0JHqendnLHboxx/wBtrsDyHXqlJulbbFpTUcwPwo/ICExozTUZVGywySpgqIQpVCkJ3EVUpC6n6n8euzRENYGsPdTMVUszjUqgxkJKUrQlxRASErASUpB3IWpNfkoUBr6gmh6kxsbkcTWFKygixF7pCFbVJWNEV2HbUq1NQEV0NP8AXp4xsI1DOkN1g6SBp5/wrH47BckTnVhaWm2UrWl0lNasLCqIWo7VUbUPapI0r03aRF0hOSceykXD9Ef/ABFKzMlLbGWMOoUsqt2G3S4Pz31r7yXZF2bbCCk07Ta0RCqnoKVGvUiQJetd/RA4knq7+FR4TqaQ4BNQAA9XoaEGwuDILxmk2YpxbMm52/UOqa3GK3cnlbFBSFlG46qGtCK9c5tpRezXDnkmMyDpkD8TRtzhG1oai49c8vThV22e04Fa7Y4Hr2wm6PtpSnchbzcQvoFUoUuvcdQo6a0qNT1abSz2eG3JdKPqHDt0ry61CkmndJgFYPUvpzrF3zAsTdjsTJ+bx27dFhPBMKOpxua/MdXuU686SGjsqDp7aV6iXGz7cAJJbsC3aw4Kji7mTl6JSory5c7QIXKeOCJ0qn0xbbBs7DdtW5NQjLoai8uVLJdQZlr2qQw4hTSFBlpVTu3En0p1WQ2KK2b4Klv1DcVOI1N59BzWpry8u/cAadGWHDsqxM3t0RmFebgp56euTAuEluItDaEoU8hakuLdQruEMpVVNdPfo3uVvExskxcXuLSQDgAvM54cKjRyOJGnAKtfUmfiNmbtsU2qY5fGrJY1u3SR2TFcC7RBK1RUFCQkJrQFepAqelST7ZaMZE6N5uhGxXFExaPl/jTbfHeqkaFKALz4+nuqKXXJ4zqwmKUrT2y3VavkjcQahI+JKQDQ+3Qm6v4nu0sxCJj8P41Kja5rSSCnPsqMiYl5yQxJSp1mWhTakmoUkqpsKgkndtUqoqKadDHy5tdiCo7PZTzY3J4mATEE5Vj7NcTCmLiTDRKHwlxyp2AgbW5DqfUM0UKqFQPavTdpOGOLJMG8/wAT0p18Rcr2/Ny7PxqTPXK7WC5Q5mO3CfaLmg/dRrla3Qh4BRVuQ6opWzLiEadp9DrS0mhT0RdPcW0jZLVzmT8HNOP4gjoQQeVRTFBIdNy1rokxDgq9nI9Qh61I3eXLsVpkZDi1juuxoNSVQZdxxtqSk0CpSI0REqOiUpRKylISyVkgJQDpMd5huQNd1BE9BiQSxeZQAgHoMOSVAGy2paRbTSNPAOAeR6yhQdVKcTXmV5F8d2eXuPF+Rrmx3KrubuSWmfIacMY9ly3tz4DzERbK1UBCK7CfRdD1Dl85bZDIf+hmLmj5jIwphwBCYVv/AOMbjJEQy6jEblwDHNBC8dJC+nCssjmTiHLft40tF7wO6yWe7EuOTCHKsk8FSkqSq7Y+FGE7VJ+T8dKFGiVrFa9PxeYvL14QyfXaXDk0ukAMZ7XxrpPa0A8SlRZtl3y0bqt/DnYCA4MUOA/4X58MivIVNP8AZWQPsovGPC0XCU2yp213qyvW66R47qUlSry8q2OSd/2TBC20LWKrSDQ0A6JSbZM8Ca28F8v6XsLXJ/qOlVQZBaYhv4mkxXAexDiHhwzw0hUVedQm1cNTsddE92ZjsG6XFaozd+yO7xWWrVIcXvkLt7L33E+5ZJMC965Bj9hncUtkrqoDbbY3Wz9asEzsA5xHdXPSuJecyURvDHGps26/URGMCR0LP0saSSOoCAN6Kp4ipejjbCMVkKv9zfuF8uDakqdvE1s/sAmLUNi7bGfdcl3+W48n9JG0blCiyhOvUt21WFkfq7lznPHElWrwRubiuXXPCorby+uQLeJobGeCd7kVOTQmfLgtFT4gtWq0+WfjXf4yUP3C/wDOHAq13u7DvXiHb7tmluiLszDrBW1brXFYHbQhgb1FSipZrQSbeGNznSAEufEqlNWLH4L0ThSNw/Z295IA8NFRU+dgVOKrj0r9HyXxthMW73RuJZYsVabjNFWWmmjVMp38ykjUgk1r1TDczujGp5Ktx9lPugtmzENiYO+UTAqvsFfnc/zbWS3Wz+Y7ztiW+n2v+8cWlywfglN5e4h4wm3lKCkpKi1NWSpRG5wqqa16kbWxj5muITVAXesEIfYKImYtshHxEzgOzU78SR0SlssyFiI2HCohpLi0HcapS4SUhutEFak1TT6fj1YhI4NDeAX31DQBUzrshOMsQpEwq0kFbBpQEsIT3C20tIKUnvbUke9NelB2lhJ44er0wpst1vHEgr6+z31a/B/E3/mlPv8Ad8jyJ7C+McRdt5zTJYDMe5ZRcZVyDjtvwrj20S/+zmZndmWC6qVLUmDaYlZL/cUWmXIsELpnOK6Ym4uOaDkB/UeHLOnZ5xAGhrS+d5Ia3hgF1OP9I5DFxwHEgk+QubLJhuEweOeOIDHHOEQpb1y+xxl+TImKmOJXHevl7vL7yrnmGbSw3Vc2atxSXj+mGWB2Q9Pu9paRNjjLmRH5i35k4leLzinAFDkErVttxlk+pmIkuCwtGsaV6NaMGsXMDEhcScaFHIfIWaYcPHMdaNgxyztKiW5j9Bi93PvPOS2rhlt0iL799u7a5DiA66ooS04ptI2GnVv3D73XUVs3a/K9lHY7VEwMYHuMkmkZOJCNa8lS8tH7jiXOJNNW3laF5Mm4v8a5e5XI3S1eAAxOkJ3QflACJQu5Rl96vtyQzGkXS6ypq0x4sS1ocU4+7sEcMRosFCA445QJISFOOe4JPXHd281+YN0uP3rqeR8xQMYSFPJrWIrjxzJzNWqx2y1t4jpDG6c3OTtUk4BOeHbRDcU+G2X5xaWct5Ey1HGtr+9bZh4nBhqufJl3eQUSl2xFvkPwIGK3K7QEuft33qytx5O1TaffrXkv7B+avM9vHvG/3n9otpC1zI3Ne+8cxfm0K0QLho8R2o4nQiLXt388bftr3WdjE68kCq9Q2AHmX97xA0ka9AIAPzUUeX2+wcZy0YjCnR3LPhyVW7A2nQ4m1z707bi1GkZIiUh5H7xd2nm/vGUbWZEp51CHAhvr0/c2+2bHaw2cz229nBE1jVccBG0BznOI+Y/OpTWXE5KKoVpJdblcOc1rnXE7wuClHPGkN0/oBwBPygAnOt5LwQ42d4m8PuGcZlsPR7o7h1ouN6TI398XG4Qm50pDgcU4pHYekKQBuIQEgDQDr82n+RXnR/nz7qb35k//AGeS9kZHy8Nji1idrWg+uuzWsDbYuiiTS06R2MGnDnip6rVnZbNbZSt8OAFpSiTWhUE12gnX8vv9adeYrx6vwqTImkA51WDM1uZJS7opJSpRUDX8oHqD6Ch/16gtd39Rpj9SnOsgtkFp1wVKjVSDWqtvsPSlQB60On49KcVC8VrFwwqAKmKRdQ2FmrixtBqD6gJAI9iddSB1GLwHIa1wq9bKsfbIUSNykClK+voaH2TUdF7OQGPHM1s5Vk70vbZ5wCqbozhNP/wSB8dfp1LuXAWr+yswOFJL5YvKoXI0ovOdtKZDhBTXUdzUhJ9FK9q+vVRcpGGZH8adaFaTzoueML4xk+MvQnlh1YjlARof8doIrWoB9a6a9NRvJCOxKZdFSkPGCj5uNBBzPh67XepjrLSktOuOJASE7hRRIBSqlQCr0+npr0U2+6QeE7NPhUhju6VzwTsqrrBcHbW8lPyUd6RoqiUj8y96T8nPTTWo63esZMCDnWiFFXPCuTUtplIKSSobagoCnCk1RrQUKiaU9OgAQHwzwNI4r0rySlrjyUAEoASN+9YUB+odoG3alYoPbXp5jRpKrnWwAQpVazQkpmR1xniEpUlX+JNHCk7VIbp8gAaEewJ06wudGewqKR1qoJOJt/7ltywQf139y9yQlNYr6qFe7atKlJHy+unU4XrvDL+Pb7u3+VOqo7KNTBJKEoQ5u03JJFNqxTQUTrQgevrp1w+5P7mH9QPbTpBHYDRB4/JKHmX6hIqFjaCdCoEDQ/mV6k9KaX6wQPZj6v41gLUxTj21f89Kb5jjrQoVdglIICiaJKiKj4pV/wCPVnRs1qEwLTn7/T202Huc4P8A1UpHyAxERptxUagrKlqBaoApSllsKNBQKJ9vf16n7JK5lzqJwJUenwqXG9hen6SPYaWLn1qcMec1tOpqU/nSCFbB+bYdx+v9+u4eXrprZWPP5U+4d3UuC51USYz0GAl1twLS3NaG0H9VJLZ0JG0bNKeo106uZkZcXBa4ITGezP402pDkHKry4yzmHHkxmpSgkpWKH4gCnxXVS6BW/wBKHUAdUHzRsM7mOlhChPTL0xrGxMOJJWqu/kIdg3PixyXHkJccRCcdASTqEJNSP8tPw66Z/i6ZbLz/AGrHhB9XH7yPxptCZNIBBMb6SVbFt3nHGSF7nozKVISlJqtO076qOgKhQge9OvsharJA4j5go9hqqysFrdkO+Q4/lVf3NISyppQAO4lSiaUqqhPv6AfXUdNyDuoakhMxUbISlRFDQE/l9019j/iqgrWteo+VKKntrFyzuVWlaAnTQJB1IVp+b6/TqJK0lRT0QQJXjSlaiBtCdwpU+hB9NSKEfXSmnUYscMSKkNJRGp7q+J6A0n/4VIAokUNQff2Ovp0l40hDxrcbS4qchXZhD4iZVbHTUUfTuFCQfmPzVoUip/16YhOmTDOpV20Ot04CnC8ekONWp8KqlxlptzadaU+KqKroVensOrPbvUAjKqaGAl4zwNEraYilPICqFAWoBFAKnaNyUqFV7mySRT1/p0SiLlTgKGyaAv8AXV+4XHkMJaQ23UV3AmqTuX6FG5KjVWnrUg+4HRFpPEUMuUa3PM0W+Hsvy4qY7r7KVoWkncpSiugok/Ebtyq0J1A6fKIOdDXEDvDIipEcabYeWuS8VbSD8KICCVH4hSgSP/b0ySCcBSdQIBFYi4WaFULhM91SCoAMpUtxaVD5JVuAClpV7+mh60QlYrgo4GsJLjIhtGRPlRra0UqKnJLyA4gJ+RGwkODuJHt669KUkJW1XABfTjQ7cneT/F3F8R5f7rHnTksqAK1Mq+foAEFOxKBSuv8AzDpiWZsLxG8EvIUAfnlRGy2ya80veS2Ek4ovwIQdppWHMH8gGW5iqVbcP3xoIL7CHwXGWAlWilNqASoaClE6HqL9S9zsDxXBcuS9eNWW12i1t4w9z9T2k6sMDyx4AcEx60B96yC85POVcMgukq5TFqKu28tZZbrVRS2ipFT61OvW26eOJ9pqTqOgM/QMh2/HtONfMZe5A2pCBWiSCmv9Nfc/Xp6MnBMMaTngcqyypJaQkAqVQDRJ9VUoVK1NCB+ND69TQBnTfhPK5ALWMdXvWTuA96CivwoSaFNPX26Z8RXpkKf5JkPTGu2NIekymITdVF51tNQaKTU7QpR9KJT6dPtJedLUJNNeG0AvJwHs9BRM5JjUeJxe+yWiqWGtyQEglQKe7+U0Kd22hP5R1ZpbUR7UWkfuBnvoRaysO5iZpOkhFXDA59vKg1XHdusdbL/bbQshSUo+avgqpooivxI19uqpJb/VxGN+DSnuq1mVsJ/1qvPPnWBvFnatVuCCoOSXXB20IR/gSSFK9e2KHQCp6D31gy0t/DXU9xwT0wp+G4dLLqxTj6ce2sdFtCFx2n1qQ0gfFYWNh3kkBJ/5SCP9Px6iw2TPDEjig409LcEuIZ8uXp1qwcWtjcWRFe2KUtyS0hoJ9Sgk1VQ0qhJFejm32jYnB6YkoOyh9xISQCcU9BU4uAat1lyVBSo92/S1srQAUp/7eMreQaKLaqVqPU6g9FJiyG3kHAuOXZTUSvkCY4rVJYvMabtNyS7UBnJlOJrqpQlQkOFIFdqVbma16pdm8CN4xwmPvC0VuWd9pH9Aw7D8caz93urMqOlLSNqRtK26hRWlA/VUUmpSVEan0A9OpVxMJGAJ3eNRYI/DcTjnnUZuAiKYkyYrSmO5Db3JCioIcA2rIUs1ovQ+n4joXLoQuYEUVOZI50jWuJRajTQ/IKUTRVVV9RStQTUggj26jsBITIVMNSC3KCApdSv0KUp0AUogBRP4kjbTp5pwQenWkPAIRwKV13q4tNMRmH1Sih+T3ZDcWQYipDUdPbLbzqB3A2HFnRPqdem5ntjDdZOk4oOKfxptjACdGByxx9leBg2KY+EW5i0sqcJS3FvMSQQpavilo3Np9f5vZawAD1tkkMhSItBPBwPxFILHNCuJ09EX2VlrlbGmoqI14xVyzrbUGkXFm4XB6zhSjubLe5yXb0rWk1oCndX69SHBzcJovDIKKHHT0xxFMNAjBfE9rzxBaNX4eqiT8UuNJF15u4hNrukOQqXyxxfDjW6MTLkXC4ys7x9q2tMBCWCzIamOBQUCfy0pTqw+WbfTvMFw5zfCjfqIVVIBPuzqs+b7l0nl2/Y1p8R1s9o/5wG9ubhhma2EP/URZbPyn+WHN7O5Jek2riDhbhDjmMyguKRZZV1xm45jeztSK7rjdL2XXVn0IA6s/luAt2e2uWqY3vkcTy1vcipzDQnJOtQGEO3C9Jb+62WOJxOBeYYWDALkC93aSc61nMjmtSLxPgyg1HcYkPtd6OolAQskhxYIq4tSf6EA16qd3L4lw5j0BDiMMs86ssKCMALpIzrK4dMdtMlEXuoU1JIabdjvBSaGuzQ/Juu0+vuadTNtkMUgjXB3I5k1lwxrhr5Vzk5lwwG5Dbr9V9wLCwoJWlTa6gg1CUbU0H1NT0ne49MbXBcQRj2UmzP7uKYEfGh5ccT2CKhKVoB1pVWlaA+nt+Feqg/5KsfGvbirimLjbZDY+SZTzqTodyUFAKTU++09ObQrZI3t/rP5VBuz3XABSg/GmG4jLROYYP5luIaDYAG0EICytQFQoUFCNQT123b36mNbxIAH51VZEUrkKnRtwU+lKVfJxVVbqABtSSauFNFoTu9EgkqJ/Dqc6NxkQcaaY8eHqPDCvQ+lXZRAgtFbzqVJU8lJ2RyRsKxt9VFI/KBXWunTjwdAiiHfPurCUJe8pHwXj/HlWWs1lYgRf13FuFLajtWf01uEGrm9NEIBUaCorWlNepFtE2Fmk4mocspkd3cqhOZznrccxmFRj/b4xYLOyySCVO3R+4SQ86UqWQQ2KVJp9ehe53BhbcPBQiBrR2uLsTT9uwYcSuFUTHxx7H+PrXPlxXUyL7kNydc2IHeMaNbirapStobS+p8fSvt9OqgyyfZbVHPK0tM0x6EgN92eHOpjnkzpyC+0otddqxq4T2ZEqISGHnEuHvVUtsfmUd6gd6NtBUaaU61b2s07TIwdxePxqQXsA7xxr03KDBVJSJryXw3CQWWEkoaC936hWhQHdFQCnTT063OyPWQ8g90IKUHvIVuGNYK4oZh4rFLMpchMfJm5aUqZKVN9ubbx3NqD2Ss1pU1JTp1FlDW2LSHLpmXLkW+rGlNUznDNiVNG2F3Dju8ZBNUVqjxpwa3EEJHbkDY2PiF6H5/QDStOibYvH2eS8l4Ap78vxpks0XHhsyrpvDEe5wbdGlN/ZsvWWxKTOKAt/uLs0Pc648CsraGla0+PqOmb0MmjbG/utLG4/wDKMTWRAsVyqQfeDVQzbW9Z33W3VtutbNjUloKLamVGgIBHxUoEf1/DquTQvhdpOLeBHKpwk8YBoHeUEg5dfT8KxQcdW6jYdgbHxWrRR2V+FBrVSRT1/wCHUUvLsszz+FP4AIPTpXzLZdmr7sb4SWkbXGie39w0Una1uUdvcQdU1qKV6RI3WFb83s9XbW0CVIcfur0pLtpmgtyEBH2qn0BK2nEUC0blCqVEJBSdRT06nWN0XD6eVdQyXPsqLJGh1j5fTGvJf5Djp+3WSUpbCVoKfmVJWRUroKD1B/H06TfvJSPglbga1rS4ZrVR5ZFjMzWSyB/3ERJeSKEpcQotiih/kpAG4/XqtXoayQHm3H4UZslMRXg6oywUSLdLtLtfvLfvuNmcASVON1rcYKq0Kg61+o2PZaKe/UBhEsLrZ3+6zvMPFP1N9mI7KlE6XCQfKcCOvA/nVsYAuLbbchm0rkNTZEhbtwmNl2IovMoQWWGuw4lSWmULJqflvqR9OrHtBjtoRHbqJS5XEYYpgidKF37hI8iUDwwFAz9Fq97DDnzXGDLIZac2vKnyCpLriGVd5ZdeWO86miK1rrWvVvtYbiYtMiiPMk8Ux7aATFgPdxPAV4A7a3Zjr7TkkupffU02CUR0tuOHVaVFXzNPVOivfoXMYHzOkapdqPHhT7VbEGnNMfT0Wjv8RbJcMp8o/DHHrK6pq53zmjhm1RFttFxbRtfJkF1f6QSKLbjtr9vQE/XqxxO8OFkgy+ncv/KHZ+2gW5tL7KdpC4s/9bP51+mhd8dfuGTyYluU07Iul9ei29pTyEJcfm3BTEZCnSdiEuOupG46D16oEcoEOt+DWtU9gFSpWP8AGLcCS8p6zhX5pn8tXMHDXkX/ACMeXvPnDuSzJMG5coXLip3Gb3DkQ7tksXizAcWwK7cxMRwkw7XjF9zXFJMK3MOOKuDsdCXpCUrWpCE7VLeO3qSMNB29tsUeDh4moBzEKE6SqOQAoU7pBJOSKJm0RPkBF2+bUiYhhCgqOJwJbwXHFVXKsFSGI9T3aNFe75ghQ3JdSlP/AMpP19venVvbIEQnGoHhqCUw4enwrJJabksiO240yy0VstjcVJQUUcKUBY0BSSSfUkg16dcr26f0imR3XofmIB/DH8qsvGMtNswbKsTiSERX2LyjJIUFbvYN8CITUQttuqP6suE4yiiCSrtr+NadRrkyNhdHH8hxTiSMqlQmLxA52D9JGOWan0FUpkU6/ZA/DZjxVtOSoLjshUoqjtwyypttaXGqF5XbcWFBsJ3rUqp0NeqrcRXN1I3SC0op1YAdvHDNONF4zbxh7yVx4Yk4ZjhjzyFSzjfhW+ZFcW3pDMJMSQyY78rIEIYhx4zwSJMxyS+FNWODDCHFKk/J5SE7UArIpZvK3kbc/M25iysGa2BPFldhHGw4FxJwbx0jFzyjW44gduO8x2NuZHK1ynSBiXEcMMXHIJgAcTgKPQN8RcEYtDbwfGrFe8qtt2t0qTnTkVyROujFt+2g5FYYkuYppqxxLZcpUa4Q5EVLbkhhwtrcfJcSj1Vsmw+Vft5aptVvG688PQ+4cwGeUqASHuBELUKtZGiYq55WqJNNuPmB6bhK/wCjJ7sYKNaHA6S5oXxHJqa4uKZI1qAkcOZ+bLllicfcjXpKTLk3i735FkjmA05kyp7n2LtyUyU9tS9xfjOJUFsPPO7tVHoN5q853d54EVk8xxIXPc0oXPUBuo5tA/Tjmq51M2rZra1LmALpAa0HFGIhAHYEI4gBKhHANhm89eSnj3xk1KXNk5FydiVvuUcSEzELtUW6C8zlXBbilLnltphxCnFJ37vc0r155+6PnyXbvJu57s+5dJNa2ErQGv1HU9rmN1ISSWucgJCgjotXXZrBlvc/UPYkEbXSnBMGNyHIEhuHEHCv0vTDRj2NWSyNJS03bLRDiJQjRLYZYSKDXSgH9+vg35guHue57l1Pc52OeJzo9bjTENSakU9DmfeaorJXUvKebUAtolZIJpuJ11FKAU9Drp1z6cEuXitZI7UARgKgFuQESnKVQ2FbUISCRQj1Tp6f+PUXEOU02VzOdS1whuPWhNASKaDX03Ef5LFdPTp5w7mGVbIw6VUkxTAvG9SiPmNNTuqSCAaVBSTQj06FvKSHGs4Ve+OuIcitHdpsSdQaFBT+UGnqf/v9E7JwJQmn48vXUgnpZVb5bYBNWlJCTrUlJ0Jp66f+7onM5roHN4pWy0oew0jvyfjpt2XzJCkqbJfWsk0JKUrJpU6kKGmh09teq7CxzpHNIUhErIArUXjUu4EzNDKmW1OkNvdlK0qUAAoVPomoGlKD1016D3Extrpwce6uHXj6cq3LGGju5E/hVy814xHvNqTdYqEOrLe7cg1STt3BVBWoOvT8cgikEpwB/GmmlDlhQCXeGqCtVQpSwpY2GqVGoI+JFaaJrQevRYPD2At9Pzp9pXOsjj98W08juqUUhASo1oSEkBJFTQ0T7ChPUOaL9Y4e6tlgcFbnU/kz0SEJWKOGmtAPkPzaCuq9BoPb36Za4DABCTjTbAdSZYVj2L4mOXDupUE1O4JNRs2CoCSdPQ69OFhLkXu+nxpb43JhkPbWMXeWVS2Xyv5oWqifjXcpC66jUJB9jp0xo7qJh6Z+i+qtiNwaQuJojePLqXkoSBtVQBSDWqiKUIP0p/Q9clvIwJdRzaPTtrYVS0miZtTjnaaUDVKQKAgI0+JAOtTr79NQkotJOdX3hF0S605EUsHcEqFQSKKoKBRqCejVlKCdDirTgfXW2tJUjNuP8KFzyUxASG5b7TfycDi0q2btxIBRWg/6fqD+I/r05DK61vdTiRH+H5DM0+NEjkCYnsUmkycoWd+Mzc/0VJWELUneKKVsUdap3UKtK09uuy+VrxsssWohCfVjT0pBh7uYT3UK1nj3Cc5OjupUtsvMaKUoqUaKBpQU3Aag+g66xeyW1u2N7CA5DSWElowORP8ACvRNxK8RJAdjtO9sLQdw3VI3bm1A+gCiKV9T0iDdrOWPRKRqT+dYxwfki0LnmDlN7h4M7bJ77iQYha2lWralghSE1O+qgddKVHXaPsFstlceb4Lm2biJ2uw/0lV5YJ7Kwufqe1qDSxV9XOlp8dXn7aU3DcWNlAAhRG1SVeo1HqD7+x6+l21zgOdGSmo4euq5uUTnt18Gjl+NZrKrUYsxxxujjC1dxG6gFCdQkUCTQ+p9/bolcxI7UB3UHp6cah2zyBp4+nvqvnmaEhKfTdQAEEn67q7duop0McxHYY1OYUzOFYeQgfL0Kiobv/wgTUiulQNDp0yWj5uNPivKyoAgg/IE1r+XdUU1Ndv0/wCPTYbk5tbNee8uVLZpQJBqNSK1HoT/AMv4dMXIRuXGn7ZUIxSsNbZ/7ddIs2ilJZeSqhPqP/HStR1AaQ2QE5VNc3xYtJC4ZUd+CeSFutcaFHlhodhtCf1mzQ7TTcpSSCAAPrU/Xqw29xG4AFqAcuI7cvhVam224Eri0jTmowUevBelF3ivlBhEvsd5cdKkqBLjUktq3DXcG6hK91ToaU6NwObIEDXoAq4J6z/Cg11Y3mrVEwujTAnBTyHXoaLvBOd+O5oZX+9dmiUhVH2CTpuCwFHcNoND9T+HU2MtdgXD4n2UMubaYNRzDqReBIPZmT2USWO878cwHmX3MkUWU7SUB9ivypuSU7q7QACk1IHUgmNwRrgTQ76S8cNLIie0gfGpZevLvhazR1OO3SE+62CpS13Bta9wTuTuQgUqFitNa9JMTmhXBwb2Vpm1bsShh0t56gU7aD/k3+SbFrOZUXGY4kO7XADFaKkEH4p/VruClqNfUgDph8kjHENarUzJQKcsfwohBskhSW4eU/pCIe0nEdlLW5O81+Vs6dktwH3LVEfKkbi4e6kE0ChT03enqAfX36jPneo0k4DHDM+9RyFWGz26xtTk10hCKc19WXTlQfXe7Xm+yFTL5c5l0eX+X7h5SkpUFV2pbqUD06j6iBn3fT40ULGlnh/o5DhyyrHtVUNo+Caq260TT2BIFaVHp79IIJeS1AE9P4002JRpd8oPOso0sJqNFFVEkk1Wr5a7jTcRrQU9B1IjPPEVGkjLCnD0Ss2xtbSrckUANCkCgBFAAa6qA9foeprWgNUjGkgIFNY+TIos/m2r2nYCNun1X7aeg9+m3SE5/LSRqedIxNfKKuAqCk7D8Roomg0USdKj/wB3SRjiPxrVWpxnjqJN5TPltqEeKAdzgSpt1e4BPxV6gk/26L7NEJLnvjutC+uod9M6KAsZ/uHBKIqdTIYt5tkdK1ttQD2koXuSUoIK1hKgkAFZ1p7Dq4yATwviGZaU/CgUQ+l8N0mA1d7mKBFSXokuWy40pP28uSyQaJopDyhtNPQe1PcdUhshGBHpxq7+AHAOXvFPYRw/AV4byXD23VpUntoCSrckUW5qkAq9FKp9OoW4KrXlUA+P40u37rB2msY28wpxDJUlbUOjjoXRSFO0r86jbXd/X0r79QYy1xDeDcacIIAI45VY1qSkvR3tyVJWWC0ndtLSCoVKQmhINaGnt1YrdqkOwQpUCZxLC0/MFx4n+VY27z0NW7JFOqX2mcnkJCl7iEI+3Z7TTQJqEjdQJNB1Avn6beYk4NlT4U7bBzXs5Fnx51WNkLP2WQtFaGi5cbXKjbwEqWXWZLLrKailC3Qn8R1WLfT4ci5l7SPYQlE3EnRpzAPxWuuUTuW2skFsDaRQFSyahKiNSkDqPK4qWHhTsTNRD2lWg4j0zrzuuuOQ5SUArJjUSKigpQDaDX5Cvv69NuxYTnhUlsbGuVoAqLCS8mtW6eoA3D19lLBFaH6dQTK9mCYHrS67G7hLRSgG0apSNCSVVVX1NN3p+Pp1uOZ5CcBwrEB7Kyjlum3VLMphMaQ60ypp6IqQlp5lSVFa/g4UtqWoGqiDr05JDLOkjdJcAiLTPiNYSwqASvQ1koGHZvOiLk2jGbzOiIfLDki2QDMbZeCQ4WluRi6pKwhQVSnp09Ht25zxmWCCZ8Kp3WqF5YZGkm5tgdLpGh3X09lZGA/n+IyklEK8xQpaRItt1tcl21TkpqFMzoE1n7aSyoKodAU/UdOxO3a0cmiVjTgWuadLu0H48KZkNpK0kFipmDj6LTfv4keOrByp/JF4EP221/tkL/8AKCsN3zLCw45KtrcvCLZeMqel2xCgtxqGXbey6ppRKEChqAOrXbxiJ53CzHhmK2ldI1VCiMt7vJS9pTGqhvzYZ7FtlOrjcXltED1MzH45YFsbv5UU381mWtZH/Ld5wKtElMwf7uwjFpbjC6oZumI8T4hBnQQApIMqDNUtpdAQHAfoerF5efNa7NDaMUeJACewglvrT403GGyXFzKU1OvpnKOKaWk+1pB5pSPuQMTS43+7iKbfIAQzMcSnuIdIILMhwA6q7nxUrTUj16BbpYHCQt0O4nn160Zs5u/oRW/jyNVljokfvMJT6gERnyVKB/RXsoQtJ0JJBB+v9+hVm17bpjnfpd6inKplyGmAlgUkr1q2OQ5BlWOIyptQQHFP91JCUqQtHaWEIUKqcIVUFXp0b3k+NasCYAqvTKh1m5Zkbn1oU5La0NvNfGqN7e5RCgkoUU1FDQLUB/Y9UKZp0OYD3k9WedWmN5dicQvp6qleH2wzF25TWnYXKMgqUNiUK0SsJV7j0/HojtNv4jIyzNpK+uod6ULg7It/nRU4jOegNiOHFJDDm9DoClpUySlSQo1AqFAmg1HXStvkdE1uPy+iVWJBh1/Oiaxx8XVtTiNhU40hCwhYJKkg1CapKk7q/iU9Wu2f9Q3WBjQ/S8N72AWs+uRZLY08lDaXZYZbSSQXNrlSl1La1EFXbSn0HqST1KMttE0gIZE9E60hzZpHDPQvovSsNbpsm/SH3FrYiWOCA3IWApCpM2gdQ02tNQEMq+Sz9QNa9RY5n3RccBbj3np2U8Y2wDDvSHJff+VRCXCZyW7Z0w4867GFxxOEtRCUvyGIFs7+qfyhXckgqI9QDX16gSW/1stwxxJZrjB5kAL7caeYDGijTh7MFrnMTURm34db0JDTUBN+W40pSChoJtsJlMhdAj9R7QhJBKSQPbpnzK1jYLaFvAvw/wCUBe3jSLNjgXyO+Upj6cKrSZmlqt8BNvscVSy2w2ha9pcUVkJCtzYqRtNQAdP79BnblDFGLe1jRobiTmTx/hUuKNznK8qOzADgKgt2cXcHn3llmOp6MlAWlS9qguikJ+jewV3JOtRToXckyvLigJFS2DQcyQCtYd51hqy2WLEedmD/AHGAtLjKURUOKnQUhCFK1feCwND/AIn06iq1kEcTCXHxSoIwVR7TS8XyOkyHdHXj+FWYkJi8P5A/cJKmokV66sNsJ+KnpFX3BHCDRQQ3u26A6K/t0da4R+XJfEKNGpO1ThTUpBvNLM0b/M/jUYTdo023WgNNqeUzZrK3M+aglB/bIm9psBQJUg09QdB6dDHTslij0hUjYv8A4RWwxzVBzJNdsi0JyKIEx3kn7ZG5QSlC1p0HaUhIoENlOhKjqT1jrQ3kZaw5BfT+NNtk8GQOdktVbNtM6NKUyiNKVtI7jexSdrY3fIL/ACqbqf8AH26Bvgka4xuaVHSpb7gua1zE6j8DWUt1tkgB9ZQDX9QGiypJG07zSlSPcHQjpcVtI3vFM/Ra2Z+6gHfPOslcocFhkS6LM1j/AKKmwKVqSA8snck1oUg+g6dfDEEd/wC4MvxWmQ4sKFDGcx7MuVQl6T+4IbdSFAlxaJBUafMK0SP/AI1akjqDKRMAnPGpoDQA0FRw541X2VxizNiL2LUh6O4kLIp8m3PkkAUqEJUPYdBr6PRK08C0/GptrI5rXMzQ4euoPJC2n23UkodaXuCkkfFO4pI3AUrt+vrXoO9WSBwwLfhU9pa/LI1ZuCXNbMF+iEqW3P3l00CwlbaQATpoQNej+0zu8MuGYd6Ch17H3wD8pA9VEKxcJVuxN2fIUpyXcqxIoO5wxo7xKV7GiKJUWAa0rSo6unjTQbU6aQrNJ3R/paenZ8aCuiZNdaG4NGPaRUTgPKDrVGlqKnNoQ389moCalIIAT+IGlOgUS6wDUqWMeHhwHHjzprX8a+xHnV4MGShRWjyJwSAAgEusiXeY05MlSUmqHAvend6hJPVwYNNpjg7wXhO1pK1XNzH/AE0pBwPh/wDrb7q/SIeuSrVfW7ow8lUi3XdE9j4/Evwpokskj02hxoaHqjsjDodDxgWp6iErbnJIUKEE/Gvy/v5KuDIfjv8AyQ+c3FsANpsOOc9Zrd8YCHEhv/anKtxt/JePAKP51N27MQ2EGuzYU1NK9TtvgawG4LQzUzEDm4guXqHFw99TXyvdFG3UXFSv/KCG/wDlDSvGgZVMd+6U6UmgQ/2kDVLalNlCSlIIIoNdT69PmRxdq5LS0RiYLXotE7svOMqdeTVaXU6gpDqfXuKUCSFJJJ26n06egkLShJ50zI1W1Y+FY21muTWyyG6OW21kSrrf7w1ERNetuP2pxoXCdGgrUhiROK5TbUdpxSUF15KlnYFDqTq190ZY+6mXgtCgDUSgB4uxT4dqKnCravuOYtjGQybfY4bkxaZqYjMq5BN1lW2O8ptKpU1DCYiri+y3R99LYZQ6EFtOxJBEV/h/VCAJqfI0KQujUQC4gYnSMSOICdada2Z1tqVBoXDDUUUgKqKcAcUVSpwqd5zyDB4/s1sxmy3+yXq2NoVYpszsolxb2m4W1bN2vM1LcmOJf+5oE5KpsWrLcZUZqMpTyWqH0/feY/Jn2+2K126ymt5ISQwuj0yyylNTppQ13fc5dR1OaGDSxqoW1UYNpv8AdLmSeSN7JSdQDnFGoe61qjAMIRpxJJc5AtCNkvIU24odjJWq6gQft1SZjyEWhiOwyYDT64u1i3RW48cBLSG00aWKpKvfinmP7oz7g98W3QAgjCSRytHDUWIGIGog4Ox71Wex2CO1frkkdq1qQBiuaA/McczxGGFVbGsOYZelNttYudxhOu7GXHkLttmblltO1LbkgNuT5QSpPwAaSQpJJAIrULHZ/N/nUeDHJPJt7nf7kixwtI/pGDpSP6QGtVFcKNXFzZba7xWta2UhEHefjwJGDB1JJzwp7/8ACh4oYY55qcbZDbbi5l+QYVZLvkOSziyUWnG7pJiIhtNQpD7TE25OONTVxHnlIaZbkJqyhSQVnnf+UuweXvtn9kJWwTmbzHulzHbrgWo1ZJEKf0hq/pDjgpxprad2v91ZciWPw7QNawBU1anZEKQAQ1RiXEIqZVu+Zi4lta2goGlUAjU0SDSn9v79fFzzDKBIIlGoVYiUVeIoaMlcPcdp7ndtBr6aJNB6af69UeZ51EDnWnHuDT8o+NR61utOvJaKShdKAgH1096UFPc/8OmWYlDnTQCmpVI2pjvJKSSls+poCPQAVFAa69SXYMIA4VJeW6TzT+XrqhL7c48O4pS/+kt5ewV/wCVVpWhCQT/x16FTR6nFMqYAchIGVXliE9t2CxQ1K0JKSFVCgRUUFTT/AMOpMBDQFzNPNIIQcqnqSXA6j1CkFKh9RSvodaf+7og1yq3gRTgJwB9PXSiPNHHHE3F6WlHyClEKHxUSFEghVCAgk6j1HQiKQW92Yz8rinXnTUIJJXIY/lQbcX5I5bLs0yt0IQXCVIKtq0ioBVQgbUKpp/TTpjfbUui+oaO8D2+nWpBbq7hyPxpmNivLN8sKYT6kPAx9qd9Fg0boa/ht9f8Ah1Vo53FpjeuppwqE5pB1UIPI2OphzXlpQlsblKCW0EJCQkmoJpvomhG3+9erHttw0u8LNuHp+FPNJQA8T76qW3W1Mh49lSSVLqkpr+ma1SunpsUmqTTVOnReWBGE4hfj1p8nwyOypgzZ5jTStFFO6hAIpUlSk6evdAP4Ag16gFicRp+P8RSfEYuWFY2XbnkNuadwpIWEjcFf8ya1CRuCtPWtOs06cBiaWJWrxqFqbkfuDaNyAqqgPmApTmwrLX0KQo/TTpYcwtPTDL31rxMQ7rRIcXzkl9pIJ3L2gBJ3JJprr7EH39+uT7rHoldqyIrHgiQsVUNGVagVR2RWtBRW0Ap3UFfRXqfwrT316DQYsFJOdTfG7kq23JkqcJarsKT891dDtUKHckaj2p1NgeWSBa21wBK5Iam3J1nav2NrfSju7WlKANPmNhIrrXaD0YuAHBkwPd49a1EXFGjgV9PjSWua8dZYdujW1LYQJBAp8akkA7iKBJqfl7jq4+WbxwljZGe7qA7MalMB8AFcVK+spQeY0LM3OmMkt70vxQQabyncpK91QKtACgKda9dZ3L6l8DH44td2ZVjg9dAUoUom4ljstwtpdKI6lBlKkrUE0QCKAUTqr0//ABeubm8u4pSGlwcvp6Zmk6WMwAzb7DSI/wCQ+/tC/MWKOpNFygChPx/SZO4oDZ9ANupPr69fRf8AxP2lz2P3OQAiKAleTnYA9ufZjWNaRbOcMnOA6/yzpa0CUuHLYeZO1KFoVVVD8SoVSB60V/7NOvcFs8xSB+WNDZyJAWAK1PT2UQrmy+2BmUlILkZAAUkf4qA3anXck9WsOE8C/qFAWfszFr8j6D11U1wj9slATtUmqz8j/wA3+ROgJ9a9DTgq4VPFYF9pISQv6btDTUGvzoNT7/jSvTDxihwwp9upErCLSUrBqojRRGnyTu+SkitKqGg9uowBDk4VJLm6tTRy/jXVcRvYQohe1I0HpsSSa7jrurXT26RcNLmYU7A5VaBjnUVfTtVTQVBp9af41rXTXoU8GprTqCHOvdCdUU9tJptHx+VDQClTuFDQH8fXp+2cQrR6qbc3Eg4ipDCm9p5CXKACgIB2AVpuPxpVYGn4dFLedzHjV8p61DmDC1AU45Lj/A51ZdqlStqPsrjNZJodjchYo2U6Cm4n/wDF+nr0bjeSO6TiedDngLqkALm1I03PIFEf/bFxCaAJBluHcnWlQFV9Bp7dSmvlXBx9nvqC6VzszhWSt7r61qEl+S+vUpcccccTuUCKLCj6CnUgPeQdRJpGYUjCvm4JbCT29E1V8ANQo0NTTQke34dJc4EKBWFOyo48hVfVJUQCSabUkUNa11Sr0/8ADqI5pxFY1xBUV5tqRVKkg+iqHQjX1NRTQ6CvTLxpA1KW1Pa9j8vXXydCAKJqfXbWmhqQDUUP4+mvWBwcUblSy4AEjlXa0CVb0ipQB71G70ICtQPia106kxaV61Blke/5lHp6JWdjro1Qj/EKA0HoaEFeh9upBeU08KaUonCsZICnHUthJPyKRQlKt2hSo6U1Sfj1Ge4EpwpxukNVUcvofzqxsVxR2aWn3/02QAhSiAfjQEo11BqB69FLK1fOcMGpnUOWfwmlPnq0ZTjdkimFbggKSnapSEjfQgV3D2JT9OjTCLZuiLNMTUIAzuD5sBw9PRamWNXduwWqfc5C9r06EqJFjqZfW7IdVRa9iWG3nz8qCqUq9dfwLwztiiEr80wGOJ5ABTQ65tnXFw22YpYMXHkOuQ9S0Gd5hXtN5kuzsfutuNzmSZEdmZK7KH0LcWoOMrcbBWo1/LSoPt1UHsuBITLG9hcSccFU8Fq5ePHoGlw7oHBcgmFQnJLpHQw2XnZFUyFgp7+2r8f9LY4G4xSpTZTQj2P49Cd3uYY4Q6Qn5ufEcMj/ADqbbROKBoCJ6kPrrG2zuO90ptkx3u0dcU9924kJVSi1USwlRUiu0/8ADqLbB7xhG4ghcdWXsGfCslLQQCQnqq1LJLfaO2Pju+Q1GKWnZLLza2UqUD3N0mWGkbE0IJSa9WWCV4wZD3w3BQQntcmFQXhpPeerCcgn5fyrFvDv268Gewll83eZMeYQ6VxmXChlpoKcIClPbGxXTbU6dQnt8SGUzNGoyFxAKgHD3pSwmtrG/KWe1D6eqqzMpDbM9DIDZFyghRIGxVIzq1NqNdSdwI6qcswDXBv9Y+BoxEzTpXPSe3OvG9IU5XcsjbTaK/NQ3ABJVQ6p9vqOobpC84lfjUgADAV3sPpLS2Vbkqe3fJshJCQncBurWgPv69ba7AtxxWsIrGvMpU/tRU6UJ/Maq9DU0Jqr0PTaKUFKBIFeNCw33C6lKi3uKanaVLBKUqQfVSgoagdJ1NapfwpRBdllXphvupSlDTSnaqCQlNSXFOKACaCpUtSzWnSPEfqACph76aeQHYog50Rtri5nbMXTacSubsWQuaudeEx3hDdaceYDTSXHwa9sgbKqoEnT16vlrHuUG3fT7Y/TNqLnphmEz9ymgLxbPujJcNPgkIMcMPTKsCMr5SxiSiLe73e4TDy0qbdn7LxbH1EmhQp0SWFrJ0KQoetCOobdx36zkEV3I8MOILke0noq49PdT8kFjJGRAO9xAJBT8q2uv/S03TGLv5IeTruQ4TiV65EhcT4JkmFZ6iwsN3jE4K8sk43mFusu2rNoXlMSbG+6cZQl11LOzdsJSZt7JLdbNNcDS1wuI2vLRp1tMbyGkDgHtDiAinNUqsTCOLzBDC4Oc36R72B2Ia9ksbS8H+pzJNAPBowRTSjfPWbKvf8AIP57XCWtP7ncfK3m+Jb5CFFTkNEW5fbLW2kfIvJCAipJ2gae/VssWaraMD/6LWsPIBgCj10zaMLbcL85dIT1JkeVpcj0J96FPgy7vMflOsvthuQpSUBVPidzhPdU6U+x9eq45j3NdG9zi4qMedGY3NVsjGhrcFTjVOsSXolwjLkILRQsJJFFD41qoj6g6/h79A2SmOYeIEoyjDErSpGNWdkkgzceYUTu2NLSFqqpWgBSa6kqCRUClDXo1eOMlpqXgKGwsEVyRgmP50NN1TskSUhRUkuh3X0IWkLBBoCAddOqDenQ5wGWpfbViicQwLgauTimAXbklFELDNsS4UfVyW5T57hWqhSvuPT06tGxxOMjRwDQv/NzoVfv1tCFBqPp6qIWNb3I0ploqCQW3Eq0HxcoDU6U2Egj6V16vEUeghp60Bly1damuKXaZFniGwpJjqeDRqT221KJHc3Ch2LGlRUj+nRKxuHiQwj5PgedMPB8MjotTctSb9cV29grRGYUWpb4SSmG2Ru3r2mri1UISkamn49SzHJeTmFi6G5n+kemQrSiNg/qTLnU/ciW602hDCQw3b4EdThNdXl7VLcW6rb8nHlCtToBp0TdHHaw6QEhaPXzK9tRGvkc9e94nZl2dlVjx1MbvBze90QyxLzKcUrArthWqHb4LLUXaU7k6EK2/TUAdDNnlF024usA11wU6ABoQfwqTdu8PRHn3U9fM1U3LeVfukxcZASybbKnRQEu1SS5b47qVJUn5OOr0qDoPX16ru+34nkMbUBjc4e4e01OtGdwB3FPeapKyXF1u7CWpxRbkvJRIQVbRRe1IAUdUKT6g+3Vct5T4viDEHOnnsLXFuQBqWZVFlxVSJ0Xb9s8G1houBJAB+RWknbuNPf16evWys/eYe4eFOwaXDQ8d7nWOtT8p5nj91LjTq7nnbxaQRRKEi6xgS7UBsBRbIGn4npu3kkcbbEEvuffqGdLfG0eI4jAMXsqd8p3EWzGLzYtr0jfKl3Z9S9lW3lxXGmkJIAXXtEVQNDor16Lb9IILOS3xJUu9oNRLVgfMw5DD0/Kq6gyVB9tEdfYbYtlsYluFO1la02uGKpSSB3K1Faf16CwuOsNGCMaDyXSKllw8MtPzaj251l0XT7GSmZBkONoFO4Gq7nDQhTbXtRSTqSKip6mNldEfEYSHUw5rXsOsKns9OVWNbMxsV1aNtft7aZhqHkvqP25bTop7eB8qk0TQjU606Jx7jbTs8CRg1nAk5dq1GkjexHtVOBqF5S+celtSYWz9slumPLbbUh1UZxQJBSz6pDg9SmtFe9OhV84W0gMQBhcUPQ05EBKgeqhTUNurzylJUlaS0pqu5qu1SVHcruFWhcNQdRp6dD3ueCoqWyJr43A/P1zCcfZXgt0IvyBJZ2ID1VyYmtFAfBLqKiiHq6k+h9umGtDpCRx4VkD3frKN4L6Y8qx+Ywo6LP3JC0CVb5QeY2pKXXEPJDS2iAa6g7q+gKaD16ibk1jbUvd8zXYevA1Otnh8oAxac/4dapdS0OolJIClKSShYG3Zt9a10rtH9+q0XMka4DEpnyork4HlU04ztM29yZLaSqNaGHWHLnc3EHthCV//RRjQB6dJptSlOiRVStB0W8uwy3b3NCttwhc5MB/pHNx4D1nKou5PiYAXf7vAcfX0ooMgLAh2lbTDzjUYOtssrUOwlafiVEJoHdAKnT8Or7f6fCj0jutVAfTGq6xxDnIcz6Y144NymOLRGAZipdWPjGjtNrNfzd1VNxO06amnr69CvGkI0tQA9B8azivGmBfx+5Aqw+cfiNOAeW7F8h+JJMWm1TilNZPFtchINFBKnIty9/Xtno1ZPMr3wuOcLyPUx34Gg+6Es2+SQBcWYdsjP51+kFkKZTdzuDaKkInSknbX1S+4NPwNNfp1WLYt8NpccdIpEzUmcDktaPv/qUuAGuPvMvDefbVCksWzyl4Kxi6X18uLcgf+ZXCF+i8ZZEyH10Q1cbxib1guJjoIKElTlCF6S4H+JBLGV1McEOCFpIPrIVF6Y5YybYEEA6Q1Sc+8paR7Bp9ruuGuO3ufdWkBRWkKUoJBUhaUghetPRHrTSnW2tJP+pKm6wMEwrpaIbkbVn4KCkAEncih+O4pBO1JNajXpbAQaSS1MM6neEZOMNyFFwksLl2qTEn2q7ohpR9+m03MNFxcBS1pbL0KXGZkBKgA52yitSCHA90Z5tQqnXl6Y1rQHgEJqaQQuSjn7T7an2UZpa7pkV6l2K7QpyMjitTorzSZLtyXOt7CG3YEa2JZjrSlTLiNzrzjaWFVKioAkDZ3SfUOcMC8KDxUDED8ycKlRoy3aECMIBGQAJzPNOAGdVZIxqZd5SF/uka6oW+vvW60NSFWdlLGslNwzKUpmLJKXTtdbtTD/ZJ1erqYEdi+WZI0cCQMMB1V564HSCV41JEzI43FCzirvm9TAvb3iOyrQx7iiAxBVeMjfQ4hkOuxbfvag2tDqEsyY0ZyO445LUuRGcWGVyNq1KQlTi0EhKu7eUPtK1sDN582h3hE6mWwOjDAsdMV1NBUpGUcQhe5pIFVTct9Lpzb2CLiC9CSOB08MCmOI4AHE1ZEnLmnMfjYjj7EaDbbdIFzt8q4KaZVYLwuHsdmwGQ03L/AHJtUGqJK1b2UJKlbQEk9F3Ke3t7cWtoGR27GoxUaIw0FGtBxwQ4nJCTQa0gkdcC6nLnOIRwH68eOKDPED5lAxxrYO/9OBjUS8u+QXLE4t3DIXbrasT/AHFtpLaftrXHckvJQ02lMdPdnz3HFOIFXTqSevkj/nL57k3jfNo8uwzCW2trUzO0/J4kkhbkEDjpbg7lktdMsrQ2dnBEW6PEe+Qhf6UY1eSBfbwrZWylfddcqDuqU1Na6E/1qVVH9uvmnukxkuHOK6lqcVz4Ch+yFsKklKSR7rVTUkHQaarUQP8ATqvSPaDjTakisZb45DhUiqlf1G2oBoDQVGn0/v0ljwXIKwhM6kbvcDBSrQrBqDQKBpUbv+YU+n06IDSYlAC0sHhVAZ5a2pCyoJotkKLRoU0JIqlROpBrqPXoYXFkp5JSmnS3VghVak3GN4ccQ00DVuMdiqihFDTWppoQRT3HSQ9SHDnTjW6VJzNEVFWFBJQa1KTX8FUFEk+pBPp1Pjdqy5UjxP0kUEflpiP31rdlpQHf0nFJQDtSFDcagexBBrX/AMOhF4BHeNfw9PyrTCfEwxacPypKch42q/uBBUktvKUE/l+CV0Ir8apFD+PRwsEtsQ4K1zU9oqaCjAOIxFHdxJmX3ERhlTgUrtpSn9RO5e1PxJp8gPidPr1zK/Y+yukcunJeC9fwpqaPwyTmHDA/Gp3nFoF9tUhSUFLxbJ0O5W4JJ2AeoKgfYgHqRY3JZM1wwK+peXrpgKiHgVoC7hcLlid7cYfKktpc2FKlK+KAo17ZH5fiKCtdp0r10hjo7y1EwCKPWDy9tTCjguYT0SrWsWdR5aEd4NuEoJUkEBCV7TRISaKUU0/rXoXNAWd5xATKoxYXFWjGpXLmsTozjze3/pEn3Jqkig91a+p6HFQcMMc6SmkoeFDHLutwTnFri1TtXLkJ1IDekWTqFflUmop9RTo5HbRfQyS4qg/9QpzBKIDjC5KS/GLhFUvNI+ShU+4JV+QqQDoD7Vr1y7foAD3ePofbT0zdJxzJ9MqYbibiZFuZVX10BT+Wh02VoANfT69U62aWtR2BWmzljWSmLWwoL3FIQuhKt1RQgBSPQKA9D+HSpCW4nIGlxuaGkOXHLlV4Y3OavuPuRSpK1pYW0aelSj0qSNyRTU/Xo3avFxBoJyFNkeE9QMUx5H18jSzPJXE/sl3JfaPyafAKAQPluIBO2nwI06NbDciG/YxUOsduJ/HOpA/20YqIfivupWGUYpMx22z76XS22tUUoVUoBLj5AKqAkb6U0+n167ztm5wbjPHZAKRqHPIcOylNle9waQmC4GpJjPIsliwzd6wA1GcVQEkjag+nx/TJGtfTodf+XozuDS0FS4IckK++tOc6IacNPYudIE8rcrkZNytMTIcU4iGh1aKrLh3vOEiuqq/ADQnSunX1B/x+2WHafJRkjADpJGtVEwa1T7/41kwDI2RNU5u9uSdOS0N4CR8iaA611JGtFe2p00/r13djSccEqOrQQD21cnHl5QpK7dIClgjtqTuqFIX8dyCrQEJI9BXqx7dKXAxnkPXVe3BhcfEjwd6JX3ktoESS+nYmlCUBFSSFgFJ9CFDSv/s6fmgLCV91OxSCWISDPj2jOq9nR6BQAqAK0NT6UBP0Sin+vp1DcxR1p1pJIFRt5KwobUV27v8AH4j0FDXUkg+3UZwdmmKVIaCcOdfEhsriGny2VIofyg13bdKAf+FekvZqYcDlSo3lkoGS1DJCgDQehOhJJ/EAkipI6DTEF3RKJjPrX9bWW1JV6DeK11V/Smmor0hp0kEVp3eamKpWdCQ8gOtk760P4GvxUSa609vTojG0OYrMqgFWuR1Zm2XByK+E7lBOn1O41AJ9NEkjqdFM5jtI6enZTTo2vHewqz7Xd25QAqN3bSCNoCvX5DcrQHaPbXTo5BP4vbQeRnhuLeHCsyFlKqJqBTcnQg1P+VEmu70/t69SFpGCdlew7XmiV6Ep+NAR8D+YACtTX6/063WqxbrRSaJAJHyIKahQX7j2H/sPSXfKQM6xKxT6KaJAVrqajakVBoSo1/8Ab1ElBIp2JyOU5V0ajcSQdKEimtfy019Pp9ffptrAQrsqmjTq0n5kWvWxUBSUgaaBJqEjcArUVGgH1PUhrSiVFuAA5Rg48ay7CFJA2o3fFKSdDuH/ADEKprt9vUdSQDlUfsrM260JdkIedoUKO+hKqkChG8E6baU+nW/BLnd4ca046R1q14k9SGmYsNJQ2gbVqT6JTUndtTqdvofYV6NW8rkEbRgKhuBGK41IbNYZN3nMtubktBRK1BRUdpSCVoFB8VBP9a9FYoHSvAIKUxcTeDGXqPEwQZ49lWDHziz4GmcZ0V6VlJtLL+L4haWQ7cG4kx9UODcrvJUn/tpl9cB+1YB/TaQXVUTr0agvLbb2vfI0uvdH7cTR3kOAcTzf+kcACTUaK28UmUuLmkkFxy1cQ3mmS1XVv45TcWp10zVy3Wybk7suc3htkbuF/fW+uI62wZN3m3JLCZUJ13vKTDSwyX0JqpSRQjYtmlkbJcbiWxTSuLhFHqkIUIhc5yKMzoAatFBcd5I26mN/USABh0zoOcr48nRZbdrstzgXGFbVuJZbuffsN8dW5IUpxuXbriy33ZXcFSptS0LBBB165jusIbOLO3cDGwlA4FrsSuLXcV4hQc6sVrcjT4sjSCRwxHuyFZLsXO1uFq4BcWU12y4hxCChDqEbkVcQVtqJSDt19NadWK2c4xB5d3gAvQ1AkPiHuglnDqDx/BazjF6lttHa4pXeT3HnFKLin6pO0q3V2o2mgA0/DqSbh4bgcOPWmzCWvQDHhy9XMio6HS/BvaE/qb5q1rVRVVo7TS0oCj/zqOv0p0KL9UUzRxcfgPjUxjCx8TjgjR7VK1V7pUzES0kAqkzpkwmlPizsitivuE7FU09/x6p8n7cY/wBT3H8B8KNA/uHkgrx7l119lVqKUJ9CF+tAkGlR0yCSVPKnB769bAKe4tRFdhCVVFAFkAhNB6kGnpXpfBelZXqZ+Kio0OlSVAk/GmhP1AT6evWMcFw4VpVrFMIS+64pfyb7yylFRt3VqN+mlAa/h001mpxccgcKWSmA5VO8SZZk3NLjNnu99EFae3HtLbLUcSNe395PlFuNHSkajUqJ9Oi+2xiSfX4ckuhEDQEB4aicB041BuyNGjU1qtOfsVOVWE3mjuM3dEx/HLrbVMgtzEsT4U8Ljr/6iJjTa3QUj11B1HVgi3P+3XAlmila1MUIOHUcqGm1dcN0B7c+SVcFtvMHP7ZLctUBi8wylCJtnbYSlxa1Iq29JiJIMUIVoH2dUrpXow+eHdbYy2oEkRGLRmD15EcxUN0Zt5El7kg5nh+Nbcn/AKUjhFNmleYHMU1uQuLPy3h3hTFJclrU2+O1KzzKmGZBHbdkQ51wisvpBJQUDd69BNxhfb7U23aoEs73jH9MbNAB6h73eyhxnbP5h8bBILWOM8w+aYynHkY42YcjjnWtvznmaORvLzyczT4JGTeQnOGRfpqSS2uRyTkEZCmabgUORoaPnrrUdX+wbG4xxR/I1gHsABPtBoZt3is2+JsyOk0FxPA63F4ToNQGPqoXr/aIsu+3yAt9plbDglMPJJZWGn6LCWAfiutdaaA9Bby3ab2WFQCHKvQ0YheY4WHP0WqByO1uW9yXFeCi604qS08shQfb31Q4lYO0gp/uSOqrfwGEFjx3gdQ6jpRu1lbLpe3AHA/jXdCuS51ocjqUd7LS2FEKBUVJRvStVT8tBoBoK9JhuDcWhYTiMPyrJoPDnLuBxFVDd0gy4qN1d7SEuEChKkuFv2oK0PVXugDKxrsV/NKMtQNJ9Mlq/wDiEIF4lpeJCP8AtYq1AVqW0FQaOgUj1FD/AO3q/eXGte+RrslZ7gaAbgSGiQHENPvon120P3BDISUlaVhvaUq2goJ+blQPiKivrT8erl4Cy6OYoEwh4BxxrGMtmzyW1JSKtuIbQ3VS0VDlahdKV2g0I9PTrcbTAQ4IuVbc8D58V9foKIbHnbaITTcJsR3Hwp9/uigkd3VbzlfkFV0SdQB6Dq0WbWBiMADjievbQ2V7gC6QlBx5VG8yuMZqFLjbUIbZjuOrU6pfbUtLSV9tttG9OxsaAmv1NK9Q9zljZG5pQANOfZlU22GoazguH8arXjh5uNxi7Pl746btd8juAStJ2JD91eShTRHxSotMAAg+2vQbaC2LYnSvUB75He135CnriPXdBoxQY+zI0NeVTxMcnzSuokXOcEpAotcdu3QmlEkCidoVQAEEnXqk38hcXyHNznfAfhRK3jKgZtaBUMZcSiXbewVqZU+0CVIotRBSKKbAKT8a9D4npIwN+Un2mpUrA9q8UqzMiUw2y7ILz32z+1txClLKEvdoVSydUt7CQTUaH06J3OhjHOdgw4VGiB1ADgePKsfYYiq8YIEb7cf7tmSdjoq4llq6KcU6oE70pcbaPrTX006RZwuW0cRpLZyceQcq+7jSpXq+VjThow7Ur7ziU/kbeVS0rW8e1NW3Q7g0hll1vQgehbFfb0p69K3Z77ts7hm4EjoAKRbhsT2nJoIFQ9wTJF4TALQYJg2lQRUDuMKt0VbTlaneVbhU/U9D1fJdCJNPcZhzGkY0+1rGxeIQpU9qqfZU6dtce3W/7h1QJqlYXtURUgJUkqAIo0ag+nRWSHRHrJUJUXUNWnjUYcuzKHP+0bKnVKJSoVCkbdSsEUCQsj0Pr0NdI1e4O96Y06Ldzvn7o99Z1yd+82ufbp1HnhGU5Gk12rT2jVTBCUipQoihrSnS3PM0Rifi4DA9nCtuiEUjXN+U4J6c6wVvbmPJQz2XnXWkpIQpoKCy2AVVIqqpB0H16ZjD3BCCqU68xt74TWc8amJlxMcgrlS2ii5SVHstJSlZjNhIKC62oaF1Z1SRp+HU1gZBFrkwkd7h/GmJi6V4DADh2L/KqOzG5CZb3O6n9Zb7LiV0CVBKlqIbNB709tOqzuz1tiXfMXD40UtYkcNGQzqq3FqS0raaEhWutaAGtD6ioJFeq3qLGFD6cfyoqACccqKe1TzKtVmRGjIYiCHb/soTW1KWKsoCintgAuurqpRNSQdeuk2sgfBF4Y0x6Wo0ZDCqxMzTK/UVcScfX1qa3tylstIWQl3uPggalJSQhagfQ1P0/v1Kv3HwIxxBNMWwa6Zy5AVjLce1IbUCklbgUig+RoKJKq1J1PoPp0LxWlvdGfkamPp0o0/Dq5wce8z/AA3v+QEsY415I8NP3l1CwypFvlZxa7clQWpSQhJlvtFRURoD0YtmyMumacC4OT1scMu3ChO5u1bZO0d493BUwEjCQvBBx6V+mXfm5yb1dG1hIdbuM5LvxJG9Mp0KpWg9Qeq5Fp8Jv/CPhxpqbV4zk/qPxpHX/qF+HbFyT/GLm/IFwsy5+Y+NXKvGHKWGXeMlPfsNky/I7dxhyqJdEKL1lvGN3yEp9BO1t+Ew6NUdSLZRcgBEcwg4LliOOCd4eteFORPax4LlQnThxLhgP/EGn1Jxr8/2TGIUlwUbSU/pipA3g10JNUmh/HX39up7mEO1CpYeAEwr6jlD4U7Sjjbf6rlQo906VSigBOm6n09etMGoZYikKAU417Wozs2OtCEtoW2nuLcK1JqhG9x0qSlKir4AEEaa0HSiNQSlsJaUFZS0qj4/nGKv3qGhmI0/erLdGpIbcRGbudgdBdcSnuMuFnYhxdNxCArWunUe7hd4sTCEcXOCdrCU91ONcPCkIPd7pw6PAPXjV53ftWtLcyC+zDrsdjlvtqYjvBbchtEdaUlgxHloCkUCkutn8ekW99Pt11FeWTgy7hkD2lAdLmlQoKghcwQhGFOiFkwMUuLCCDjwOGfP4VCckzS6XSS0Se8uOuV+uFMNh4PoQ7KecUQpplje1XcrUFINa06v+5/dvzbfxtaBbQyAHU5jEc9cyri4RjoBgirQmHY9tjkVrXEYccMMjgi9lUk7k14yC7SLVjrcecpLC3XLq+pyMhawQ247CYeLkmZ2jUAqKQ+sCgQk0POGXG/+aL+S3he+aUgOe9ziMTgDirnY4ABAeQBqxeFbbdAJJQGY4NAUp1TAfhW51/6aPCX7F46843qbdWL0qfyhcEtzo6kqaH2cKMy8yra2hPdQsfLaCgHRJI1Pz/8A8u9hfsPn6K3u5xNdHboiUAAaGl6DDp6hkpzqfHdtvYLaZjCxohfgesh92GdPoyd8d99bRBJqEiuhIrQa19K9eA9xkWd5bxJp9W6D6GqQuFZDi3DRCm1LJ0Oih+caflNTX8T0EJXHjTXCui3PJYWAUgodWUpUNEhQVWtdKlNdfw063GUdlgaxMOgqRTGmnmyKCqUhVTSv5dAD6CtOp5IROCUto1YcKpbKlMPtPhdAtIKVVV6K1BJrqon09uoUzceopGly4DFKrHB7mu33yTGQQUOvoVQGm0mtRrqEke3+nTMjDHHqbxNSXFoAICrhRb2Wel5tsJJJKU7TWoR7nWnqPUeunUq3emHGkPCt1Cq+5osbV3xuVva3rDC9p2gk0SoDaPapNT1F3Zg0B6d4FRSWEAlTjSAuXcfNlyeaQhKB3VFsbD+YKOlANqSaVppXqZtExlgcw/OHYj3ipkQUBflKY16+NsvXbJMdkvBKe6iqySDRWpVUgmtR6+39uhe/bcJmEtwJHsTKnXsAPhyYNX3UfeMXyPe4DSCrcpbaPShpQUK0kUI+Sh/T/Xqgh4ZO6EqCwp7MiKgOCHDnVBc2cf8A3TKrhCY2vIUVqolKChKDqpVRQhfufr1cti3Z4f4ExVxOPZww6U5CQ3AZE58ug7aCdF3kWOeWX1ONBtZQsgHUhRqgj0UQTUnSvV6Ft9RGHtRfTGniORR1XHY82bdhthTqSduvcI31IAqgGhogUp6fj0FuYPCcWaSvPn2004Ylc6jz82I5kUK4b07mHHVBW5NfnHeaJBp+feulPx/v0hjJG2r4wMHJzzBB9D66wrrA6eupvx/ckNS4yQobKpFSo7lr9QSCakKB9eqfv1u4xud+r3U/MWuKDNppmfGU9qRAjoKjuWhJO4gp0TQk+mm7TXWvXOo3DxNDvmSmnhEWpvlTCmYa3WhtoD+f5ElNQdKfCgOntXpVw1AvCtN7RXZxPkxblmC6qqStQKVEEk7qfl11ANTTQ9PWU7WPAaEbl09dKc1xBa3tqAeU+NiTbBMYQV95SEnaDoVU3VoPWhpX1HRSOcW10JHHug4cTl6LW4QrS5cQMvjSk/IOM1Dxq3WlpCA5OmxW9pFFBLJUpxCkGiaJUAAeuteQXl96bok6Wse72oBTsILn6x8oCe3hQZ3GW7aLLfP1O2DGU1XZQpJSSgJBoCo0pX39OuxWcDb6/txpU6wa3cI5ukYk4JSJ+U5wuXIWRSSpRSh8Mg1TQBA/OnX/ABXp9evp/wDbWz+j8lWUaIXBzvaU/CkXUjQ9rMBojaPYKgKXDXaQPQ66glWtR9KkfWleugRKFBGFQZC15UFcMO2pLY5xhTGZCTtFQhWp+Q3AblUqE01/16IW8uhwI7Khzxl7C2iCuLKLxZmZjRLi22qLCSlKqbfQqBFKA+vrTqxuWVgJzAxoJDK+GVzHIF9mFUvco6kbqjRBASAKnT4moNAa/wBh79CnhCnGikTi4L6qjEltR3JIoQDQVArqCQRu03fQe/TekYk8alROB4q6v4hpSoL1Nab9NKpr6BQUQKH+/wDr0khGFo5GtFBOCcvfVeyUFCyqhNNAmlNoHvWvp+PVenaQQ6jDXjSlfK0lxBVX0FNKVJ0BNB7gdN6SW6uFaZgRXstcwMupZdr21qoQfSlKVr7/ANepdnM1jvDfxPoKRcsWPU3NcakkiNQJcbKlIUNHGwKKFd27Q1+O7om+MjvDFo40PapOn9Ve63TXI7iR8qCiaV0HsBX2FdOn7eVzMMVWmpoWyBCO8Kse33Vl1lPcV8qV1FK0JBUdytQAB6+vRVkzHBScKGGKQOLUxFZdE1C9qW16iqtKUOnrQn0/vp0+1wdlnTZwwNfLp3ArFaa13CpI0HqPZB9x+Hr1p4KdK1wrHOJJ+J9S4dwrUfKlPiKg/U/Q9NEVuusskeuqwDoPQCu2gH/MP/b0trWtCnE0sSvDdIKD091dsdoFz4qCqjbqANPxJ9fTXpTNK90Vpz3PAa4qh41MrfAU6lCygkVKaJPy3f8AMCqqTT0/p1LYwgKM0pt0gYUA71TSLZpKtjbTVSooQEBNQaaJ1qKAg/I/XqSyF7jpIIJNRZHriuOONWtjmJkMd6WCwy2KrKyE6HQUXotKKj10B6OWVp4TCXhCq1Bln0uAYScEQfnU7xqdbWJ0mc/22rNZ4br098UUntISvuNpWdiStYSaE0IP9uitlLCJXSvI8BjSXHszAqLdhxhETE8R5AAPDHM9lDPIyKRN5J70F6PIvGeSP965I6y6l9604nHhljHca+4WKRJEiOhvuoQdwaJSTVZHQFl2926ftuaZrg+NImJZEAkbF4F2GAxReZqyNgEdmGk/txdxqhFdm4/j1NXFa8oaj9y4PN7pTrqm4zy1opHRHFCltNaJZFamg0oNdOrLHfBDJJg4lB6qh+EF0cOI4Vkk5Fb7u1fJl8j2m/Wq0WifPmtXGDEmtJcRHcfTtkvI+4adUGa/BaSKV09elh8F94jJo4p2Bhwc1pU8GqcQpTIinWQ/uMjtyWzveGgqQMcOxKaDyFwh47eFfgXwpYc34d4h5b84/PPjs8t3jKsvti8psfiz4/XXtu4oxxlGauMaKjkV4PxwLmXHHXbw5KU6XIcFDLnmvy3uO/8A3B+4lxLt13LtvkPy3L4UrLQ6Bf3pJPgSOOrxYWBrjLqBAjDWMDZJC8ch2zd9z89eZJHbdd3Nv5bsS1+uNxa8tEjmwxAFGie8dFLLO6RjjDZaIYWh5dIVvcNeIuFc1cpY/jcdeRRrKIcrJ82FhusO0Mw8Qsfbcu05EiU06xbp12kONQmEpKS4+8SgDbp2fc7SzhiNwwlsjsGsagap4pwAzSuzR3cjngFEJOA4Doq4DLspiErwe8PZN2cgw+HYVuMqGwg48/lGa228ux0JDaLmiDIvy27gZqRRcqI88lyhWrb6CnPZKFGuQNOaFF5rhx9VSRdOIy7zTgo/j/CsDfPGTwfwWU1jUzhDBk3d+2SZ1pTeXMmnJlSmt6IsW4zpd/7qUvzAhKwkk9pRVT06gO2+1cQ1zQU5nHEqakDcbgRBzicSmA9XqpZF6vXBl5ud0gZF4a8V2O5NKXbbhHwzKeW8WkWmVDcLKlWuNHu1xaMhbrf/AFVtrDiSDt6SdtsNRa1sjHcdLvgopbLy9IBWM9EPszX3VafBPj14hcrZS9h3JfGXLfEzaYbl9t+YYtyjdZsWXGjvMJest7YzDGZkOMuWw9ujPRldxSkkKHp1g2yzDUEs4fqAUuCY8kwHacuFKfud3GO+yMt6avWSvDknVaNe7/xE+GGZxsqe4t5+5wxK6m3vvYzb741hWeYza7iLc47EF2ltwMfvlytMuW1+sUFuTGCiEhygB0dmDWl8UrlALgCAcl45/iK03dW+I0SMaGuKZ444AjgRzrXIZx65yL3cMbZMRUizXG4W+4S2HHEW0ft0x6HLuCpT6GXEwCpoqR3AlatwBAPQy0imvS1kYAUKSchjmTyou97A0ScHemFW7bLK1HZFqickTY/ZUVMxbLBjpgF/aNynD2F99VfdSyoj0PVrt7bwmi3ivXhMg0DSvXDE+taGSPPeeYlXmcfjh8KxmVWG7xGm5V+abyO2V2N5BbWhbr5DqNqnXm2NzMyMkg1+J0Hp03uFtOxofdgSwZB7e64fmKTbSxvejO48cDiD2cqidquVywe9Q8gx66rKWe68xPZKmUL7KA49DmMpX2z3GKmoqlSTUagjoXDPc7Xcie1eSx2fI/6SMlTFakzNhuo9ErQTyOOeBSv1Gf4l7fg/DP8AG34u3zEcaVj7V84cuPkDmKXEhUy+51kcC65ZkeSXB/akuOXD7BpLNRRuM22kCidbJvRMu7mFpBgaYmMHJrgwn1lz3Fx4mqDtys2x1y5Tcv8AHlcSfme0va1OTQ2NjWAfK0YZ1+djF+8vV5vmWoS8q5ZPkOS5K+4AEpbayvIbpkPb3oIJKTNqCP8Am9Or59M+OV3ggqHOROAJKfD107aP0WUAeU/YjBXmI2qPVXVk9uh30tImlNuubYKWLg3t2svAb20S0IO5Ud4+vvU9Q7+Jtw5Je7Pz68j0qfC8sxZjHy6dDVHZo3LbabhXaImHcLcpCV7EgtyYbytrbrLqjR+Ka7gRWgNPXqr7rHIgimbpmYfa08RzHKituGtYXMKtcnaDVU26QYVzdjOpJjytyFBNQQoEpadH+YJ+g6rUTjbzlh+V3oKnvJkbr451F7rs/dIya1Sy68FKp8jQhwA+n+nsT0PnANxHyDj6+NTdSwn+rSKt/iSQPu7g46oqAfZcJqoVqnaCCkgEj6dXLys5ZJCf6gaC7iHeEg5ijKsDTVwhTZDSw65Fj1Siit6g8un5tA2tATSo66NDG2Rhe3E+nvoDJMIy3iHFKxM5tsOfNlS3GUb0BdEgKWkBILI9ACDt9vfqMQjgCMRl+HZWnI9q4plyGP5VM8anyCGmn2h3WmEoQa1cKh8/ijuABSUA03GhHRW2kfoBeDqApqSNojxdgCF5euo7yPcUttOFa3URwlK5CGgEvrCyaNpWogBCvUgVHqOhm9PLmAYgZ0/bsRrQEzz4VGLdGlx+IcPr2okJVgW7MW5ISPjKuE2VVDSz/wBde4JTpQj36HtjkZsUDR3YjGVx/qcTlzqQCDcFMXF3wFD1kzrDkdKI7rSowuVzDRYSlVQ21bkaqSSXDX1+nv1U79wLA1p7up2XTTRCBh1K5QR+NRmB+nKZQxue3rQUO9spDbhJO4Eg02e/sOh8YPitDVJJH86kPTQ4FUT09tWFdlWtiCpguy7s6tKXV7WqRhI2hKm23CoUUgj+h9Pr0buBEIyx+p6jlh7e2ocTXk4EAA5k4/yr47V2lxuMIEchi5XC5TG0IQSsJLk6cA5oFHvKi+gHxSR9K9NJOWWcYwme84D/AIj704VtwawSPahYF9BWczafbrdaLpiOKx0rmJgSv3a7qKFhtxLDndihaNwLpWKqUmgHp1M3F0MUD7K1xl0HU/qhw/llTds3W4XEpRmGkczw9VSW14Xj13ZjTIpuVvuarTZ2Z91dQl6E66q3wyIaQkgsFtR+JT8lD8epcG3WkzGyM1Mm8Nup5xBKDu9MfbUV11cMJY9HM1FAMExOPbXolceKLbyXMhbkxtTIbqW1dlBNWmXSdqlV9gP69Oy7WQwgysczjww6Vpt1qcoaQ4c/jUBfsGPwy+qC44qIFJacSspK+7WpQt4/NQPrTT6fj0Cfb28bjoHcVOtTWTyn5z3/AHfz49K86vtXSzb7dFU0txQVK3lS1KQ2CNo0O1JFSSDTQdacY1DIwhGdKTUdbySQMKyL1wZs0NX2qFInPjtpIFXG0IIBo5UkfU+2v16xzwwIPmJpLWB50HFagktLkx9cmc44pSzu3OLKis11Chu3qoRSo9tK9RHAuJLlWpAcxjWtjGrFPQ1WmUuLdipACgkTG0A1rvKUKAoaCmh1p/f69AN3OuAAD9Y+FEbQ/uFv+moEqM46NqdVOPIjoSnVe91YaSEeu4EnToA6EuCNycQPbh/GiWtre9yC0TsArhN22LHon7FtllCSn51bZCBrUAK3anroFsBGGMZ+gJ7BVemLnB7jk4r2Lw9VTO6yexb7Oiek9xa5byw2UqUhlSm9xcNDruqKCp/49EbshkTA/iSf51AjBL3aR3cBXW19khxlbDTtJDrAYcPy3oVqlLew0RSmtfbWnQ5wCBBnxpxBVq4/eHLZkvH9xZcP3Fs5A49usRJ0Ul2055YLkkJWfk0gux6/HTXohE8+NGQUOtqdO8BUG9iDrScIo8GRVGBOhxAPaiGv1R8kuyX7tMmGoVPcTPUCRUGc23KWmnp8VPHXoK2IguaMg4j3mh3iOcGu/UWgntIBIHtpcn8syI93/iv/AJEIjranQ14xXu4IRpUP2vPOP7iy6PzUSw5F3f0Ht69NODvFj0qus5f8D/4VJtHtddxgDHxGf+ofgtfm2SmQQrYhNBuSWtqik7Vbk1Fapr709terDIBmaU0oVArEsgR5CVA0Svc2SrRBC/y0Sf8AqBBVSunrr0wMHJSydTf9Ve1ta23VO7ls/IqV26kj5EgpQk71lKxoB6evp1sYFRnTweNGjjXVPT2v9qzFHc2MtjM9xRSW3vvWJMSSaCigGRIG72UrpEw/2Huy+oah5qCD8caQx5eZoxmIHE9gQ/hX8uDa2XmIqZUsN95hK2g88iIrZbI7gSGQ8WkFJJUAhOn09etzxNa8YDVh/wCkGsicXRk4EJh0GoipHHZgPux2bsmQq2yHGU3BuOVIfVHc1Uo7NXEkhO9CRv2g+vTV1btmhcxAS4ZZcq3FM6N2sfMPXXzOl2C1rfdtFqIUl9EeL+ydmQqY668hDECEw0fuFyZb6kN9tvapa1e506EwsfbuMjHeAADqcugNaArnE4I1oUkqgANTmOkunMhaskryGgIupxwA9Zwx7cq/QJ/iE8a8l8ZvBDBrLm1uFjzjNkS86ya0utNMybbPyl1VyFulJZASZMGE40257haSOvk597/O0Pnjzpuu/wBpI47YH+BbucSS6KEaGuC8HoXtH9JFWSeJsVwLeJzXxwxMjVuRc3GQjprJAPEBeNGBkT9O5ueTUVO2upOtSQNKCmvXl25cri5e7TL2K46RhVUSXFOpX7BS9FJ3UVurUEetQAdfWnQ7HWeApJYW51547qEOIYPzSmikH3QD6mtKBIV/c9PNIDhypJrOBQcQUqJAUKIIOnpVXr7E+3UoY1jXJVa5PaG0l11pRHc+agqhFVfmTT/m06alIGJ40tsrkTOqOixHo+UNqABbTRSgk0NfUDd6dz3APr1Hkla6A/1VIaVjH9VEjjU/5A7/AIpFRuPyOg+AOoBrTpuKfEHLnTZxOOWVSnJ2hcbPKb2lX6Kqex+VNySP+WupA16dvXmSIlMUpkcVzpLfk1iZauEt9DWxPccJ2oB3H5HeVq20FDqNSOo+0S6JXOOIcntzSpQewhojBA7aBaPKXAmoUFFBDqV0IX6oICdyTpsoDqaVr1a5YWzQkIoT41KL1YA7F3p7KLbjPkBtKmY5kn4bKgK2qCjSqQUkE7PUfTrmu97TI2QzRtLZFz6Cm5A04KCjV9fKi6b+yya2lLhSoqQK7kpUQSnaVkCtdNfX06FW73MPJ6Y0wqjTQD858UP22W7c4DW1KgS5t1SEgFdaAUBI9z10jYt3b4bYpHagMMczwHs48K3A5zXAykKuXTgaDp+/3KzuFslxNCoVqaBI9SSCKHaPSn9Ner/Ht9teN1BKkAgucU7gFeoZk8WFLJcDqQFJH1qBU1rUUB9emv7M3xNOGjKk+IxVDSlEdhty7MxCVED5tpKRpuAVuJaJ3fJQ9vTrl292xfCU5H0NOaMHFxxRB2+nOmV8P3NKosf5hdEICiVVWhJApQ+qqjQinp1xyceFdcgv8PjUaTCNpJUg/ilEpdWfvbU8kgf9JWpqqhpQaChoUaUHp69LlfqbpHp6Ctt0gu6jBfTOh+td1VYb4tBJTueSNpUd22qhVtaSK7aan6nTqIxpJcxjg1xOBp7FFaFUY9npnRK5BAhZ7iG1VH3EM9ymqqltshKdTqqqdR69GWuMsQfm8BO304isWOI6MsQvH1Ly4UjHyKade5At9hc7nZhG4rWipSTQpQ2SDX5NlJH4f367b5Ji+m2iWYoX90D4n24VIjc1sIcBm5fwHsoEfJe+2zCcHmqEqO3IW0tdCU0Se2aBJrUr/vor36759qtnu9/36GNrXadQGRxU8PVlzpjUJLgajpaCMuHWkGzpTlxnTZ6yVLmyXnypX5qrcJRWo1X26f0HX1PsLSLbrKLb4f8AahjDB1QYn1lagzkuldIRg4lK8R/ME1B9Fen9gn1PoPT+vU3UcOlM/GvY04qqa6AD8voaA0T8kjSnT7OFJNXXgWQ/D9ukhLiFIKdpKglRUdqd1dTrQ+prT6dWKzulRj+SdKEXsDSjgAHDjxPGvblFmMZZW2EuNOp3b9AkpURtUjT1IVoK6063LFpJTjSYHkkZ9lVRLYUhagkbh7naRX/k3jWvy6iOGNEGHvJxrzMUQw8lWoIUSkDTQflOvqDqP/b0hF9dOSN1PHqqEzI4XvWBt1VT1ACidAKaDcehMsTS3rjU+OQl2Py8OlY9paG07SEmlRWmo0+X0rX+/TLdLGpTzmqV4V3OQO8nvR/1Boo0AG30BJ+o3dadb6++zL0xpsXDh3JBjUisEzvf9lLSk+gSrUbSKgLNf+VOv1+nRGxkJbokzqJcDveKwpUiesywqrYUsFVCUjcVj1SakilBrT6dTzG5pXh2Ux45Jx+f8a9keBLTsVQ7QE00NaJPyUEK0VWmn06U2N65Ulzg4YZk+2pNEt8txYQ2yvcdQkbtCTRW1VAD6VP0A6nsjc5A0FKjyyRBhaSpPJPj1qaQsdmrSO5sSD6hW7RKdFEIruUa+uo0HU2O2kLcaHOljbzJr3nF0N6LcbUqgpsFQoVqE/LU0IGn/Hp76UNCuIpHjrg0YV5P2Bx1aktIruOlEitQKVNKqqr0006bdG0lBS/EAzCVLrNx/NlLSSxuFU7tyDQEiuulBSvUyKweWqG+nSokl6xnHGrMiYczCbbEgCoVX5IKFaGgW3Q6NV0r0Tisg3F+fKo/1THq5quP49az7DESGQ4UoWUg1S4AnenaD8CBuBP9NfTqeA0YU1I6WRuODeHJa+ZN1nXR1NuhJU2hakpcbFdUUCUqWoEilKVHoOmJpZZkhiwac/T8KRFbC2/dlKoMuf8AKq+5qytrFON77i9gdK7m8bfFuLyTVaf3Ra4y0pCAqimynTWpr0M3+6babZJZWhJlOkOPVxxA65UR2i2NxfNvrgfthdLU5cfyqhMZStjJs5mA0etcS0WtlYqe2iLa2AtCVCoH6np6fLoVtz3R3t1IT3hoYPU0fiaOzOWCJmCHUfa5KthwyZ9psjX3HYaLKUSXyhW+O0G/kpJqKuurX7jU6+vR+QvmgjYqDieVQfDa2QrmtFj4QePls8wPLTifxveclW7hu0Q8k5Y5+uMaeq1yJPFnHFoVfswjyrqG3Xbei/KRHtod/wDlplKVXSnXL/vD58f5G8mTXe1O0ShuiPBS+eUaGetpOsZ/LjVG+43mG78q+ULndLAkbvKfBgIbq0Oc1z5JAFCmGBksjQAe+GKCKwXlr5QOeTHkZyHyvGVJgcfi72/AOIbWiM+zaMe4c41YViXG2PW1xtr7CDDFuiOTNqSA4qaVKqsnpf2u2VnkPyDt3lyQn6tsZnunlS6S6uD4krnOz7qtjx/owp77e+VpfLflG2s7hpG63DRc3Goq4SytaRGpQlsEQjiaCAWlrlxJpif8ePHVuyjAMsuHHXN3j1evIHPr4LC54233ki28f83wcPxWQ+1aEWCBn6cZxjOH80nyHLlHjWW8PTG2yyhxlbxLaGvNX3L2Ly7urbPzNFuFttwjBbfC2kmsVcAXB8sIe6HQoY50jA1QcQ1CTE25RWU7o71skMQKCR7XBjhpa7UJC3wtJVwQv1gxuJYAWl2azZOZ49yNOxXlvDL9x/d8NUhFwwbOIFxssxEBSqLrDnN2+6w3kOPBUeXHDKFEEtOrTWtghvrXcrNm5bXNDdbXKO5NC9skTx0e0kaubSjhxAolE9sjfEYVQ4EcPy7DQieS2Xs4PdrNdMtOUZNjkmEubjGZswZ2QZJxtc4bociQ87Edns5Zh8pxIRHmrSicyCG3A9RKiGv7l9tM1SDGQMSMRjkvwPqNHbGJ8rDp+UcO3H3+6gby7yZs11Pduj0ez3KS0l+6OQ4ci3z2Zro2qCoLzbD7LMqIAtltSUjaoKprXqDLfiQ62kNPErU36SUElw4dmfpnWKmeWESRGt9mx1Nwas1lbjSXRDSwzJlPsqo/MkSBqXnQCEJWooQKqpXpbbm6maBB4YiA54+tAcaaktGtRz3OxPJOwdnoawGXeZPIVztMrHMYirs7d7kpS5NnXaS5OWp5QDKiqE7HqpgkKrUCifQitXZJbt8fgnT3zkFxXDE5oOWC5Vgt4HO8RzflaVyRBwHDGh8/cMfud4cbblmJHl/asSu1CkTZt4ukJKjc5y7dA7jkhEqcVrSCSFFXpXqUTZB5aXiK2AQlM9OeC5LljSRI+FhkKd0L3nBoC8dRQfjRQYb4d+SPIVvNw484C8gr/HEYz23o/Ed1bTLjpC1NSoinpjTpbcbSShO0E0qOg9z5w8jWQ0Xe8WcLwiB5RTyUakPSufz/AHc+2UV26zm8wbMbpr9Dgy4Eml+WlxY1zVXAocDgar1ix3zG5F2xe6puNpyu1XByNdMVym33Gz36zvoSlH2Fwsl6jRZ0JbmqiCjYr1SSNerjtc0E9i2eznjnt5e8x7XB7HNy7pCg9QMjVriu7XcIY76xkjmsJArZI3BzHjijmkhRyzHECq+yXGmVYzeFQorzE5qSxCbtvbcWt653F12N9tEATVTzrzgShoVFVjZ6kdQL61a+0e2AHxiQ1reb3FAB2koO2pwuGRPbJK4CJrS5ziQAGNGpznE4YAEnsr9YHhPil3i3wO404mvDJYv+CeDMHELu29VD0S+2/wAf5SLlGfFAoORLg6ttWlQpFPboheu1b0+RpPhi6aP/AAOa0/8ApNU6xbNH5eZHLpM30LyTw78b5B1GDhX5g8K4XIWCzNRZiYCHLbbg72U1UGmozbVEk126oP4kH6ddFuZ5yrY3BgLjljhyFTIGt+niLhqIjZn/AMIzrx7YsSQG1PS5zsgn7hztOvLSpYO1uiQVkAeh9SPfocdDHgEue4jHM/xqZGrmktAQeoV5srsn7vamYc+O+YLig3DmUWiZanmqLaLKHglbjSgKKYWdq01pQ0PTd9ai6h8GUHw+B/Uw8EXhzacCOtLtpnwv1tPf48j6cDQzZJZJNtAmEJfYZkCO5KZ3JQtQXtS68ldHIxJpVKqbfSp6oG5WskDtZxY0oSMvZmPXlVgtJI5Cn6kyPX41A5a1SJ6VEkukrJ0JJIFNxA0JIPQJ5c64aOIWp/dY3k0en8qt3i1pzfPT3UI3vNo2FFaqCCSlZSQQg6ajq6eWQQXhUDnAewUG3V7SWpiraMDAZTMQyWVrStpa0kIUShKlJTVYUR6pKzoNRQa9dIsXBodHzNVmZmpqgYj0UVlH7pBts6ahTBlPrfWtxtWxexoKoySop+SVpVpt9+pLpYoXnUFcTl0rZic9jSTkPVWRt98lvyWxHYYjJUsJCSy38duiApR3qIbQqtPcdbjuHyuTSAPTjSDbt0qVOHD8uVVVynLMm4XiGZHdeYta/tI7S1oZclNRXX01IH5Qqh1+Oh16Bb3I5z3xtKubHgP9SE4+uplr3dGrDHHsWsdccOyTK4mOMTnZEPEbLjOMWq1tR3m0P3d02pmTI+zQqh2vyHlDcRSoqOoc1jd3jI4pCRaRwRtABQuOkFydpWsZcQQSucCS/U49GhcunXjWDuOC22DbGIduTbPvLZc7tDuMOLJLzjEiT+2vttPSSaqkIQ4ltzUkkn26iT7THHA2KIRh7XOBAKoTpOfPgetSmXTi/U5SwgeyvI9gciN2FXCRAgJcPpGcLi07FbVMFbS1I9RShAJr69RxtboyDM5jWrwX2Us3rZAWwg6uorH3KOiHEeiQ7xBdQVBa21I7chJVQoS2hdUlOz3Ua7+lXIbGwiORhPLj09OdIiIc8amkhazUWIYzvGV2iyHmiYjjcQyQUupQ/FyMiQgbQVKS96kVO6nSgxPo52EhW4LniJMe2tkh4eHfLmfdhWJeai2exXWM04l2auJOiTShpxTzqXGnFBaXCkkvKUSSCdD69MOjbHbliq8Ag4Z9aW5xLtR9XIdlEHav1MUs/YJZZFstzUgMgBoON2yLRx96pKnXdoA1oCKA9W6Bq2bA0kN0NHT5RmaHuTUf6sT1zqjr5f3XHHGG5ARG1SmqlAkoUACaqGwVHpqPXquT3GtUP7fCnYYwoccTUHfnLQt1e2m5JCkEjY9uA/UQNaOIHofUjoXLKASufuNTmRF4Xh6cK9dtfcYJUHdq3khp4lJLim1UWTuTq2gAa60+vSIiQSSQp9v8qx7CXEt+QD+f8q9UhcVhfeeKe8UBxKfk6naCNvcSvUbq6j+nr0qQsb3nfMlN6HvxbkKhl1dWsuvINENBDu5CE/ptqUEggDRICztp7dDppCFPDOpkTfDYG4r2rVaZJO7yWY7bYbAWpygrUDYEEAEn8xqfwPVd3S51aYm4Ykr7qKW8Hh98/MRWCtuxd3tbLigUplBZJJCe6lJKASCa7VD1HUO1Ou8iZIgAd70wWnZv9l7uKAeqiVssJ243JplC6NQ2USH1qUUglSUobYbcpUuSVq2/X1PV8toXSSgDJoU/gPXQOd4bHjxP86yeZyv/ALZagNqQGbfGRBUhGjYlKCX5AUr32E7SdagdL3SU/UiJqaY2p68zTEDdUbpB8xKqOmGFezHXkvsylntn9uO1qoOoWgCiKkFSkKUT6Up0xbnWCTwpAboKOwcccetXBx5Z0ZRyBxhZGh3F33lHjKwhaASsm655jtuA1BKdokV6JW7WulY/NHA+wr+HrqHfyFlpMvymJwxwzaRnwzr9UPKLQmPeLjFSCBBkuwkfiiCBFQQfXVLI6BNkLiXg4FxPtK0KexzABiSAB7An4UFPn1YYd48AfOqy3Jl2Rbbp4n8wsS2GVIbfdTGx83GMGHHAW0FmfCacUSPyII9SOiFg2KTcIA9NJlAK5Yg59uVMzSTW0LrmIHxGAEc11Dj2V+aGyhCVI7m1a1JaLgShSRuKElZCDr2txP49F3s0uLTwpzUcWYlypyGkcTUau0V1jubQOy2tyjRFSwtY3EAA0Pc9SK0HUdzEHQVJYQHhfmI4KhA+H418w5KVMl1QQs7aHdQhagQkIO5JWhZCqkg6j8OlRgFtLfrBDW8T6Gvm69049FWFdxVvyixqRVBNC5dobQIpUhKt9KDQ/j0xeNS1a4Zsnjd/52j30/bNa6YrhrikH/kJ9FrzZM05CyWQwsprHfYWptYKVKSu1Ritx6hIKAmgCh6mg9emr5Yr5zORHr7oxrdtqNmCfm0n/wBRNS5D6/smuz8iltLYqmgU4pVVDueoU0CKAkj619epTh+2OSVHzOWPHp/Omc/ws+NVq8hvNqyT8ztTU/CeF455Am295pLlrnZQqT9ri7MhCyG3UW97uyyg7ipxCFEaA9eav8m/M975f+20m37c4sutyk8KR7cCy3aNUgXh4mDOoUcTVi2kmCGS9BInKQxnk+QfuOB5tjUNOYL63s8wzJphlFuiENx4iOwwhAABQ2EpG1KaD26+Tu93v/sj5G5fiaJABgDGKGjLsFUjPu5k95Syo1T+Yk1Nfy1PuR9B1TH9/Glh7i3qlRNE91TikfBQTX5JBpqfoAAkj+/UJSqUkucnQ18R5PcfcCahWqTUalJ0KtfSg9h6dYMSlJIQVlFXdmIUR33EJcIoDUaD0GnpSnpX06mM1OHNONJSsVcUl0KU4d7BRuB+KhtrqKim5VP79R5gTnlWCq1nW9pp5MhNEubySomgI3bQlSfVVa6V06gSK0YZJ76fa5GgcKzdtmfbpqDRRV8R9Rp8hQBKh+PTLVGAzpJRwWrehO/cwNVJXubqKV/KU6K+RI0/8epwOuItOdawCdRQD+SGGOz40t4NFXxcUf06mh3KQa0qk7Rr9egjgYpA9rkCgp1H8K2wlhHogNKOy6xv2+a7tZdpVSKJQCD8idmlAn0Pp79X+xnZPCHgjSfjUoOP6j66w1nusm0SG3mVOMkU3/IggV1JpoCE/X69Ju7Vt0wtKE0oMEhQZ0bXEPIaLg0yw4980USrc4UrKapSEa1SlR9qD1065ruu3PsJtWJ6D8KbkDnNJwQJ2rV0ZrZo19tDySEqC2qbqJP5qkqqanVf11r1m33PhP7SPUmJSmGkDA86WZyXhtvs92dE4CMlwubSqlCQR8lUO5KRX1H9OurbPuE1wxIFIB4cugqS55A0tQYYpVCPMWRm/wAS2/ft0luOJ7m5FP02HX9Plt27mfzepSfqOriz699g+40HuAc+JA7eOXOmNbtenFOyr+t8hyHLaW3tAUpO46aA+p3HTVIPp/frmdxE2eItcq8KmyAlhQ5Z9aY7wHeGrhEjp+IdSGtUK2gJBIUohJ0oqmnoR1xnerQwXL2OUOBUYdaZma5EPp1o12FgxkhzchRQBQ0qFCpCVAaFJrpSvQ1rGnE0kqACKHPkOCYU771lFfnqATqNTQ1IAH1109emJWDB3EmpUcixgHFCnaKs/h/MEvsyLc8sFKWTsQ5TXckpUlOorQjUa1GvWrSXw5nxOPzN1Y+9OtMXCuxaBpBpUnlU19ryne7jEG5bFvmSG+2KpDo3r3kqFFbtv+nXoTySWS7c2F5COlYvUEdKkRk/TMBKYkVrK+UnNGQZflk/FJC3mY9udJkIKiElKlKLTTe7Tar1PX1B+yHkLbtr2yLfij3uH7Y/1IFJ7OHXsrc7Gwt8NvzOGJ4pyB60LDPpqQPUJ3HUA6U1+O0gevv16OYVHXjQ6RpOHuru2pSr0R6AmprQ+mpFKj36USa22NuJ4LXUFkKGtBWgodKA0J1Hrr0+x64HOmHM0lDWctc5caQh9KjRtdQEEpBCUipJJAApp+HUyKQtxVCKYkYHBCFwq/LVcGr/AGwMPOJU6lNG1OJFErAKhtQdCDWhPrX26sMEjLhmkfMBQaQOikKfL6e/0NV3ebb9u67uRtB0BoaOEk010Bp7JB6hyxlj0NTo3lwXlyqIFCkrc+ugrTb8hpUp1J1/06Y7KlOeHJy9PTnUYkgIccaIpqo0Kfr6n1BJKjSv+nUGQYkEU835VGRqMu13qbJr6ka0oPf+wH9+hkqqWpRAHUwHpWStExcV7tr+SVf2KQBSgrWmnUixkcx2h2VMzxtfGTx51PLbFt0iSmQdqaAKLrVKqAUDVSNQTU09K9HI44dQkwoS58oBb8astE/H4rLfdq47tHqoJrqEqUQPoBr6HTowJrUADOhojnLkDSq11f7ltDYAjx2dFj5bO6okV2kAkhA+g6R9XCcAD7KWbaVeXpwrtRlrzlUsxKbSDu2hKUp0+O33IJrQevTrbokYNpDbZustc5E9/ZWSaud5l0Sl0ioSVKQg0CT8QNxJAI1/r0/G+Rxxy9MqS6KIYuxAWphaLXc5TtX3CsBO4gfl2JFUUBOiln3106lRxSSORoKVGfJGO9gEq5sbxxptxDrrYUnYCSqn5fUlJI0Kakn8PTozbWLGEOchKVBnuiRpbl0z9OFWMZUSKjtsNpBSEtnaBRKtpFVU0AINN2uvRB2kZIBQ7wnOOp5K+yo1LkPSNyyaD8qdqvkRuoUkagIJ99AemiEqSGaBhWIZt7818ttiu8gHaDtoNdT6k1109OkEF2FKEnh95Mqld7tycSwy5XyG2mTdkDZFbb3LccJSQvYykbiW926ta/TrJdVvaSTx/wC6GkgJjWQyfW3bYHoIsF9OK+6hFwEtZbdsygX10yJ8qA9dYwcGrc61OtzIyghdRtaUCKU9Dr1VtsAv5Z47jGQgu9YIIPtqzXSwMY6PABydEPSojiDsj99zy1y0qTPlTO84hSO24pl9tK217SEihSk/hpp0P258n1NzA9RKXqnGpd0xvgQyM+VPfV7vstPRmoUFXeX9shaUpSpIKu0lS2h6Jp8fStSakdWlxa6MRRlSn4Y0LUhxcclo0v48cxh8T8H/AMtvNjtyftGU2Dw/xvhzELiyv7d+FN5z5JYsFydZkKUkslcC2dlW07lJWQAa0680/dSM7v5u8qeWrkj6C63vxpNXy6bVnikHoigrhktcm+6dt/dd68reXXBzmXt+86VRqCW1Ehf/AKPpvHDuBDscFpe9pvWEu2qHYImQwlz1QxGctDrsiG8mO01+hDbjTUMdxtuO0miQmmlfWp67EbqO4c4MkY55Uo1zXZ9hNdxcGSOdcR6XRuJOpqEYk5OCjp0SsFlUeHcZbUaTFZlsogsuMd0Bwh9bSKyEFQK2HwfRSTVJ1B6YkcQS1e6WhRwPaMj2HCkjU3EZZHkRyIyI6EGmE8C/yTc48eY5aeL+cbHZvM3gC0MJt9q425vvN2TyPxxbqJCf/InyFipl8l8ZSI6GkJagSHbrjy0gocg7T1zi5+31vZbjJv3kS7l2DzDL/uGFoksrk8rywf8Asy6iSXSR+HMSiPoDNsMDSZtqd9JcZ6QCYHYZeGCDGqkkwlocSr435UZGEXXx58i58SN4888Wu13GVJhu3zxR8rr9jfC/KCzFfdkJsvHXJ8l4cFcq2Z6Q2GllqXaLm+ygFUJClEiFL553ny9J4P3I2uW3tRluG3MkvbCRP/qwNDryyJXUQ5k0TflElY3d7jaWLu8LogMBNH34jkAS5vyE5o8M0qiE1dmc+P8AyXYuUbTy9d/DzlHI8+xDA3sOs98xbFLBm1mcxy6Pfdw4V5XZWMhs91Ram3HWYNwZdfkJhOdoGg6KQ+efttuTm3FrvmzuL2gI65jhPYY5jE8O4YtFTbffLVzCY52OYpI7/E+9KGLlrgvDM6Xi1zz7wy5Xy2+WkuyHrnj/AAnn3GT0rubC/j+UvYjZ4asxskWUne2AhCgncA5RRBL/AF/l179cO47eqYhl5bYj/UPFolDuDpe6JYnIh7xBK9MfQVApPGnjzi0Fm5ZL4J3OCwF/cyXrjwzyrDskG3tLCnlOXK4wkuuSloBI7jwaQD8jp04252QkNju7N5HBtzA4qvSQnH28qW+6lYS0uxXmE95qfxufvCG3QHncX8L+CIUS9tKivxoOEdyU7bo6wO8b7AuzUjcXE1IjyGlocHy9OiD4dlTwrmDU4cCDhxGB9D2VDvLX+56RewxSNYVbraHAHmAcPWlU5d8j8eJkl/OcQ8ervxliGPz1z7xk1m8hOcbNe3ZC44j2a2R7NEy+VHNouN4WgrgQwiWtKapfbCTWJdMtpmfTiNn0h/S6OJwPq0ZDgCTyNQpPK3l27b9PebZtcsbhi02sQBGWPdBPqQ8VoffJ/k2+8ptqxXkOBc7hm2MYhC5O4Z5LyqAmFysnE1EqvPGWZXJciVfcwwtceOZNhl3o/ucNtG1SlIUFGt7R5cj8rb6N38uufb7JeO0XNlj4IlI/ZvLdpXwZNXcmY3uShyoCKpFj5EsvInmM7j5TkltfLN8RHc7frc+3ZM/GK4tg8uMOIIewFCCDkqm//C34F3/zr8uuL81yezqV46+PFwxfnXn+9vRFGy33LILjUvi3haK8VJZl5RmN0trVynRdqjCszS3nNpcbSrqzLhzHsvZNPcJIBGD5kIYORER/def0lrG5vFWzc2+NB/b9RD52/uaT3mQB48TgUdMB4UYKag+R4VsZr9BrkvKW8a4/5iz+8tNyoONcTcsZfco7qE9qVHs+BZHdH4LiVEJLElLHaKTSiVU6hQxmWSKBuLjIwdveHvPGo19K2K1ubiYhsYt5STlpVjhhyAJwFfljcbvt3DFrdImY7FbTMYZlb3G1FtX3SPvmokfcoqCoyH+1TRKUJHv12Gwd4sRM8Ia9eIVf5ZUnw/poI7eOQkxMazVz0gN1HqUU8FqzXsnmWaIXMbxbFbK+6uOymZdUR3nGUqUkOOxYbaEyZUlVSptsrQDShUOiD7x1sz/pIIYySArk9zcyeQUU0yyc5DNPJInDFo9afhVB50/yhf5ZZk5jZJcSKy5M2w8dctKkbySpD0R991xsspoFK3lKj+U06qG8Sb7POUuIgxrVQMIKckJ4cSuPDCits21YE0O15KXemFCTlV2v1puMhUpxqVDlyVsSG9qhHmigLjUhhxNQFp1BFaGhBr1zTc7u8tLgum0vje5DmhUcQaslqy3lgACh4HrHUVX47n3SZKWH2o7gWmKtQWpCqK+aG5CkhDrjNQFUqRpWnQZgcZ9aEMTAn4LzFT3AOaWE97in5Vc/GDpU5IZUtFQ+h1CQUbyhxICipKRXYopoo106tnl2Yl5YU+bLtoLucWhodjlRm4hHi9l18dtx5D/b+XbKjRpJWlFKApSqlK6nrq1kGGMvwLg5PdVe1nSdSjr+fbUobt0N9511xtsAOJU8ohNNo0Kt6a7AkfU0FOiEcbHuJeAnH05VqVyNAYpPxUV/I7drmSjJitNxGUEtwwKrVKQ2S2qa4uvbC9wNBTVJ1r03+y+QviaGsyHVOPr+FNudJFGAcSfd0qscxiluPyDkSobH3TWNXNmG4sE/YstwlR3HwohO15SXDQgfHd1Xtw7ourstCticAvABqL6ZVMhwaxgPeKes1geSs7/2jYbTjGO7UXq34rYF3KVt7iret61QEIZaLql7nhuUpSiTtKtNOhu9buNtt22dp/8AbGws1FPlVrUI5kr6qVa2IlldPIe4XHD151VuBW64LxgTpspbTs3Ib3Nc+4d3uykk2xhKkp1UsrWCSqpoRQdBtlZMdv8AElKOdK845nEVLuDH42iMd1rQAB6ZirOy9C7dZ4FQgy7irtx4iBV92O+UKS5IKSpW3uJHsSa9GtyWK3aD/uPyHEjrUZmMijIVCo2AsRra/fskmJisLVRkBwrdcAIUvsI3Uoknad1QB0Oj2pohN1ekBhOGOPVKe+qfqEMY74Ht/jWVu62wnj9DIkNoDEU73ypVGUWa7OhDLRCiw2liQFJpSta9P3RA+kAVBxPIMf7AhrUWb9XZ61FR2QHUW+8PJiSA2iLNR33W1BoKcZU2ldTqXCVevuT0y4Hw3FCmk/CnkVzQSMfd6Z0QJnqGFXC2RJDaHbZYLfH+2bbH3D8lFtihSn1EBKCyKApB9TWvVqfKPoHRMIDmRNCDMnSFJ/hQosLZFT5lx9fDtoW1kKUW3W3lFa0qUpWm3Q9xDYClJo4TSvtpTqjSvCYjM0YjDkJZmAnavwThXQUpSpajTYF00IVVGnx2rI/USfUj206h6ip5A06CI9LXFXu+Pp669EWU0l1OwoSVminHE/FAJ26JqKb9aivT7ZIwVCdv4UlzJXNU4Jw/Gsy/Z5Ek95hQdjpSClaXELKlk6bklY9Cf6U1pp046Nz8Qe7SGTNYMRifhwrDycXnbF0jL2AA17qNrqlHRKFdza4CfQDSnTTrMub1w7DSxOCcu77/AMqqvMrU9bX4j8hppvfGWENgEr3IeIqU+u0nSvpX06re7Wpt3tkcAmjL10Sspg8FmJUr/Cq7S6qLKYkGh7TrbtNtRVKqpSE+pJPt79AGuMczXnBCtEy1r4yw5JjRu4kDb7Su8So6kPswm7hNYASl0SUs1YaWVgmjClfk0I1rTrrm3AMtTcvakgZqI6pgOwcqpty4+LozCkD11VUt+RNU++4s91+QuS4s/J0rVuUQpJFU6K0r8adViZ75C6QnvOKn4/y4USa0MaGtwQJh6c6kePuK+2cZqUtPgEOFIS4kj0CT/XT6EdSLUqwjFD7aZnYMH4h1Fj4osqk+RfjlGksOOhzyK4MaXHQNzspoco4tuDbVCF6a0A+I16MWDSbloCpj/wCl1At7eG7VO4EACMf+ttfqZZStP+4L6KhQ/d7kQRqP/rHh6+wI6rNvjGDwQUq4AbO4f6j6saXb/KRl6ME/jM8/sl+6MKWjxezbH7RIbcDTxu2b3LHsIhxo69yT9xJTka0pCaqIrQHojYte+/hEbdZ1kkdGsc5fUQPXUZwjdpjmKRukY1cs3t9D6xX5qcmY2+lDqQltJHYW0yCCZcQdhajQH9NaUpVT/JRNKdWGaQyuDz85z7Rn7a01h8QlBmSvbiO1PdWMQ4jY+Hdzxe+DgQAlJoaoDe/crRWh9TTplCBTpAc4O5ZV4YcNxTr6Iu0p2laEVVuSd4CSivpUGlNa+nWo2OJLW4ilvYQhcMf4VIciiCDjePW8tpTKkZLj5kuCqNr7l/jrcYUUkqJjIYSgf8pJH06d3BhjsY4/1meNe0yDD1JTdnKX3D3jIQSJ/wCA+rrUayp5AyghxSe5K+xWGW1btrAtSQ2865rXcpJ3I0BOtOoF6B9b3s3FuHTT6YeupVo0us9TF0tbmeerlWViPqW2dqUqSptop3ABtSwClXbHqNgHp6io6cccB2U0AGlDhjW2D/C5xRlXEvCV3yrIrZbbS/mFwduGO5JCUy+ZtseoWGLq6EVZlpKiEjeUJRQaKr1VPMnlHZfN+wv2zzBAy4sppdQavfDQ3SoIxbiuFJ3HcHWt3FFbkl0MRbI0g6dRdq45lP1DpjhTdV8x2pN9RjuUHsTqpDUtlSVMLSo0q4okoG4nQV9Ovnf91/8AETzHt8k+8eRHOvdsYS4wn/cY3NAPmIaOLdSckotZ7xHINEuDuWXxzPsq0rhbUzraJVrkNzGFo3oUy5qoEEneEkmo9CfTTrxLu203+1Tus7+F8N0wkFjwW4jNODh1C0aa4PCs9OlQGGiTHU4ZG4EVSUn3PpUK9DtHVdxaodWz0yr0GWGnUUFO4Sgn82nsPruV+Hp1gIBFZWKvtuMp1t0OrQnagb0qO5sp1Naae1DWvRi2eA0sPzLWCsvapCVRlR3XO44kbRqBU/8Aw60B/t+HTNywasEQ/GsK51HsggvOt0joFVLoCNUt6im5CvU6f+3oVI0uCCnGHADMr6JWDioWy6lBcUdqRUGh2qSK6Ee3tXT09z1Ge0A4ZilkI1ETpVm49dC80WQ5QNgopu0T61AJOqfrX39OtwO75U930ypDsE51AOVLe3cbTIPb3nYuhOlTTUhVQAd3oSPbqHdM74PVaS5xOAzFKI5WsSI1zebUgDepwhCxtSpwufnCQAUggVH4ip9ej+yag58Qp5pGQqqWcORMj/E/KhUAVBsn3T6D/I/lB6NP1KvEen8hToeAVU1jLYbjht1bfV3Q2FI7qAgJIrXeCa7KEAUr0NvoW3kJicNMoyNL1B6uIGIQ0f2A5LDyeyRlNuNOL7QDiSSVKon5VQdNxr8fSpHXNZY5bad0L2lpDsFqNJHoPdXR6JS8fPmDcsfsrd8tiXEltKypTQIUFJFVaDQUR6p9DUn1167j9nfp7zdG2lymhxTH099biJOoBFRPVgfYONIDnc1ZF/viyoEx8/8AdS0qSXFnaPsJe1INdPkaevv17vt/Ie2f/H7h2hvyNOX+ttSTbgNDhpU558lTrT50OJWU7xVSNTWgoSAEqAJCSlQ9Qevna5pC6cjUpxaBqKIR6enOi68f76Y1zjxytRBUlPy0SFabUrAFCQUg+9COubeZ7cNl8UoNSj21Ce4A8cAfQ0yND9IjUgbtq0VGpoSQCfWpIp7fXqmNJDATmlJcdWIwFV5mEZNzgvuoAXsDi1FXwptATRB/5q+xqFDptzi4BMsa20p3OdVngEty3Xt5LiylshYSAdSr+tKJBSaH1HUTAStkwJAI9v8AHhUmaMeHiEUD2ig85yjwZXJMlM9SEtyrZObKFqB7gKXNiVoJ0HtX1J67h5Ynnh2lk1uola6Mg9QB6Gmirompghd8a1fvNzDIGMclpudvbDbNwW8w5s1CvkXEFda/qA12g1IHX1Q/xz8w3G5+XZLC5OMYDwOXAp6iKdcXSQNkKANw5nH+OVBy07uoNx+QrWldpr6JrSqaCvXpYEHEVGT09Mq9NCARWhJ1SNRT6V9tT/WnTo651h610KpQ0puUfymoIHqAanT+vSgabczViEWu1t1XcCdSoCh0/DX8CPw9OpjXcRUeRhYUNT3G7y7CcapQIOhSrdSqSPkFbtF1oaj6UoeillOYyDwOFQLiIPPp7Ks+5NtXeCJEeinkpSa0TtUkUBK01oCTrX1p0bkjZIwHN2dQmnw8RmPTGqqnIW08tRBT8tqgQBoqp3eg2n8NK16DvBaSMjU7Ip6eiVGLihKVB0JTuptB9fQVBJ1PoNR9eokgOo5LUmF4RHIcaiDmwuEgahVTpUV+lPXX3r/boe5C5UBqfGTo0qAfeK/qEdxZUK0T6A6a0rStK06wDiMxWw4MGl3LOu1i5PwZLbgO5IArqQVJr6kpoKilPSnWxdOgkBPy0h1vHI0tKhasmzXazXXa28ntPbQkAn4lR/MToTQn09ujdpcW05IcUTrQi5iuIEDMevwXgtWAxjtvc2qjqSBUFZNCk6fFIKEgqNPT0I6LMtoXDWwoaguuJU7+Dvh+XwrPwrFGZKTQVH5qJGxRodxoPWpp+PUmOFrcPQ1FlmcSp+Y+i1KIMaI0sgD3SSpIO0kJ2gHShAr66UPU1jGL1FMFziMSUqeWvstNgpQhS1DVBIKkbNEq0P5EilB/folbvZGMu8aYlYXgAc8can8GQpyKCFFKyNCT8K7SPl6ElX/Hok1xIC1FXIHga8cic4gOJqfSqlK1KgSTVOtBuVp+NOtucMUyraB5AbguHL29K/kV11wgVoNEqITU1NCN41PxHp69JU6VOVY4ISMx6Y1ZWOQWy6hQXvWQkKITQIJTVSa19kag+vTkTdRwzpmX5SBwB9PXQT+SudS7tl0eyY7cbhFt9mB7r8GXIjKdfSKAOFhaUuAFJ09NOqR5l3Gd1022tXvbEwFdLsC7jlyGFWvy9t8Mdr48sbXSuGBIU6eAC5VR1u5EvVmuMW6SojF2ksNrZclrK4UuZHdQWno85cdIbkh5k7VEoCqe5OvQOHd7i2lEsjBLzKlpIOCEjNR0FGX2UUrNAJCgEA8EyI5Icq+2ckWJrd3sCZUJ+P3moSp0kTJUOLJWXHID72n7pCbcJ7KXwS2CQD7dLF2DL9RaamPCgaipAPAn9TRwXKtSREx+FKhYUVOJHHoTzGdSm38t5dBdY+5jWe5FhwLQsw3IUltaaHc29FdCdxPrVJBB6kxb7eRuBe1jnA4HEH1cPdUafbYw0iIvC4494evKjt8Ff5DGvDDm+48mnivC+TuPs+Yxe38wcKZ63HkxrvHxS9Lvdmyvj2+zYsu1wsvx2dIefgouDC2StW1YptcRy37qeSYPuRZQOs7l+373bPkfDJiY2ukbpe14ahdE8IoBa9pChQoPO/PX2/k80RWr2yNbuu3l7rdzm64neI0aop2hHtY4sYRJGS6MgnTI0uY5lNv81OQP5B8X5PvXkB41eLXmZ4/Yje749kGPcXtcd8Eec/D/AB+ww7PXyJxvhgu8PMM1TjmPPHtuWwXSI7KZcQ+Qk7lc7n+z1zslhFuflHdbvbfMcbGhxfL49pJMCDpkCNLI3FDqOCYhgOAq7PtzuuxwRbhsG5ybd5kEYJildH9NK8adYDo2MbocVDRIyVBp1NpcXkj4jr4NzDF3sFzC+83cFcrY5Czfxc5kx+yREO8rcfz0qdetmU/uEu3222ck8aOrbteQ2ltSZolILyGktbqehPsG25++Fvd7RDDdM+5G1Stt7za7Vkcs8bkct6WzSxLt6AOWIvkBcQDobqJy2+5tk7bXXW5C3sJ7V7m3gnMjWxvbgBG2NsrmukKgGRYo3DQZHB0bnE9z1/EF5I8D+IuD+Z9qz3iXnXjS88YYZy7yxjfES8ofyng/BOQpCIthyufPvFvbxrlPFcfu7yLXk87HJLjuNXELEqMYyFyEkN72vcPL273W07kIybW7kt3SRuDmGSL5yO8XeG4d+OQgNezFuoY1dto33b96tILm18RjriFkrWSNc14Y8owPBa0NkXuvjVzo391+k0oq7NRJZUmSxHkoJSlxqS028ydlT8W3AptVCKg00I6Huc6PvsJD8sCmFG2awVaoWrjhXvLMd4d4iVguWZ1ikqZyLy7j8ZrD80yTF1TlsnCrpHQhqwXO3OyHIsi4uNo3khG7aig06DX+zbLuQE252dpcu7zVlgikKHF2LmEn15cMzUU2drNcO8aGJziGnvMYVOGIUdcf4V5//PDyJt91mWp3yX8hoF3sTcZE0t8ycoJ/ZWnhvhNSJMvJIyGEuIFQU7gPSvVcf5N8jOGhuzbShOI+jg45L+3xp07NtzwXm1twc10t9aVn7X5YeSlimMybN5beVlyuTZ3sHHeZs7lwu4hRPZek3m8ybW+hR/MkMvN60UCD1Gl8gfb2VumTYNpkBCEfSQtX1hrSPbUZ2ybVINJghDegI+BFZy9+RWc50wi53TjTjiPyvKmXGdl/JDMac/KzxpUdCrfc8g40sabJg9vz1hxKjcLvCRERdvgXYodC3XJWybCPLzX2VncXDtiAH09rK7xfpMTqjiuHEzPgOHhwSl/glQx+ghrZtpZm3Z4EMkjrcElrXYloP6Q4qS3NNWI5mmJcNWbji2Mp575Wktct8NeP3Cd45/5JxzKIDlgtt9yZyKnHeJuIIdhtr0WFbYnJPJ10gxn3EOKmfZNvpCh8ukfcHc9w27y9FZ+X5XM8y7vdRWVo9oxhfIfEnuGtxB+ltWSy4qNegHEih2/TXkFu2HbkF9O9kbVJGkOcAXAjFpCjFDhqpUnjlgfJXk/5X8TcdWi4JlcqeQPIH/ln+53CStMSDc8/E+3zpLa3S+iLaMatspbkZkbkoZittpFKdWllqbgRbeJDrOhpeSVIYQ5z1/qIa53V3bWby59rs0vhAyPaYgzXiXSOc2OMuIAXU8tLiEKFyCv1H+BODeMPFriLA/HzgzFrTiPHXG9jt1miRrTCahyMmvsO3xYV8z3KJKB9xe8tyydGXKly5C3HSpYQCEJSkWSZwmeXkd0E6R/S1VDQPjzKkkmg0WuJGatchTU7/wCo9AHPPaQrf6Wo0AAJQufy48i5Vxp/F/5vZZYAn9zXw2nEUPKcKRDt+f5bjeGXqY3sUFKcbs95fSkDWq+ntsliZukDn4kPJaObg0kdqZmt3cMlxZuhwDXuja45o0yNXPDEBAvNeFfnsPRZSrQUmebXGjtpYbDYKiGkpShATQgNBtKNQAVHrqbvFfbEvfoCcKU0jxC3EuJJJ5ce2ovKtnfYjKTcn3W29ilStqmysgbdu4EEuBJ+NfQHXobJD4jQdZTNfw7eVPDulMCajl6jRY9quje+UvuRX3HHUFx2Sooa37Cv8xSCBXWop0I3MMhspcXFWkrxJHPpTsIc6RpCID6qFjK2F3JuHHakuhiRMircTLA7tuSj9GQ6iQDRaQ0rdt1IqPU9c4vtV0AwE6dTc8wMjj2VabUBgJAVwB9fEA/nX3nUlly4RbDAcajWXGoDMC2RBIbQRIdbbdlTXmNFCVKUuq1klSzrp6dTNykjErbaHS23haGtCjM4kpzOZ550mzDwx0kmMzjjyToaxVimLtNwhyk07alJZk7VVIZc+BTuRooAkKV7J6YsZPp7hsoyVCnI+i0q778ZZIMAA72Z0W2EX1baJbT62ng2UuJbJoXAsEhbak/mSSPUe9OuobPeFpc16EZjr2VV7mNoIIUKf5VZMe6fd0QmOWkulJSvevsIFSFg1VV1xWmmtej7J/E7oBQ+zr29lNA4dKmsWKW+ylKFFKmQlAaSkCqT+spKVAEKb0CupwbpAHBKjSpjlqB9fSoNzC7GhYxfbPBacLkzGi5IUhtRq27MZ75Wrdt/WcWACSSB6dAPMEjWbdPBGO++LFBwUKvbTtkC64Y96aVT0/Gh8ucNvLOUb+tY7VhmfZQipVUJfFtiMRwqKVjctJcZpQV6qE8Ddy36ZVFo9AvPS0DD1ijIlEVkB/7zST6jVyvswolss8aNGhuxGH30pcdIaDARdI7O0s7kFayE099hrUa16sgbFFDHG1rSxuAXgjgMqHt1OcSVB41iUQ3slziOua0mNbLbuT32xVpplr5FQKP00LVrT2/06jaJL/dwZAG28Yz4IMezH3UmV3gQHSheUH4VH89vsXKJrlox1hCLZY1voAD1EutIITX5DWp3V1O4knT16Z3O8ivJjbWYHgRBMMinHsHvp2yhlgZ483+47EYqU59DXjyO4Itb+JTYkJ+a5Bx1c1bLKZLynVt462w2osFNUx2XXSKoBGv06TdyCF8EjWlxbCXIATj4aZcc6UxmouaSApHqx+JqBS52XZNapsm6NSI9qjIVLVRhTLD0lTzbUeKlZ2NlLjiwkpOtB6V6DukvruFz5QRbgqcEBKhAvbwqQWxW7w1h/cIwVPX6/cM6IHOJDOIW5hMSC7GevMRaJrTylFReSlDbzroJIQlSvRIFQKfj1bN2mbt8TSGnVK1D8CvSh0BdNLoJDkOCcBmKHCQ4agJA3HdXafjuUa7to1AA09j9eqRI9xxo2xukJXhKyaIUQo0G2ooaDQVFKanpnWfVS/VXXQ126pTuChuqUmlSK0rRVdfSn0623V8owFb+NZaPLeQv4BzVQKDSit9A3uFdCke/tr04yYtOGVNSMaW95AR6vT8a9T1/MZC21qW8T8+0FIVQJqPmD6I3fSnTzrvSMcTypPgt4r7aqbL7wLlPaWlO1EeOpntDcSnetSyBuJB21p9Ka9V3c7r6iYJk1qfjRC1tx4ZdxJUH86wOPJZmZBYIwih+Sq5J7DRTVp0hCloW4E1JRHWA4a/HTWg6hWgikvIYy1ZvE7vJevQHHlhUiUSMY92oaCEPT+eVF5EhymMcnvOloCSgNuuvPEtOUBPdNVBaQSToAR/w66Vokjs36iEIQlc+tVl5YbgNGJGIqsRIiMrSHJrILW4OubgtVK6pTX5FFCPidadVpz2MchcCmZ/AdKIHU+MkNTHAZev0zqSQLnBS2osoYUVkpWoOIEZW00o2g/NBJFSB7jTqXFLEY1YlRnBwXUuHHhR4fxyWiTl/nP4TWRxgren+U3ETS0fnKo8HI2rwtSi58VNpbtxJ+gH16I2ZcWukIQtY8+oMdxoNu3dtS1gUvfG32yNwr9L+6vOuz5724kuzJLlSfXe8tZP1Pr1X2ABgAyAHwpDzqeXEqpJ99Iz/APULciPYh/GrccKRHW/deb/IvhHCbclFAo23DZl85QyZISFJLgMTF4wI1Hzqfbo5sLC6+dI3Eshd7XlrV9QX11HkLDJGyQftFxJxy0scif8AMWr0FaE94QbbOmhakhTjgktpBHYacko3lxSU0SXApB2ge9OilwwRzOBRDj7akwkSoihvXPD0x6V1RoE6T9sY0VQRINQp0rTGQRQl518n4BHv6qWaCnSGwyyJoBIPs9tKdNG3Vrd8pz4+rn+FTO1MRLG1KlqUiRdC4hmK6pIEZlBRuU4w0qoDiVnRSq0J0GnU+GFts1z3YzcOQ7OvWodxcGc6BhGmIzJ6k1HL/JMl7D4z6dy3M2xxuQreW1vpbcnzFOr/ADCqu3pUVqK6adDr5+o2zXZm6iB64uP4U/aN0ieTDR9NJ6sh+NRjMlj/AHW28wCht5m07HykdwF1uVGIUoV+CAkDX3Hr1A3FwF8HM+XuduIIqbYf/ZCDkNeHYQffWVt8GXcDbrFAIVdb5Nt9mhNN1BVLuMtEJBbSQSrYXt9QamnTj3BkGKatPv4e+sib40rWgEtJ/j8Frej8fIdl4A8UePsGnb5TMDGIKUtvkrkIeXHShS9zlSpCnCV0PoT08bZzA2BqAxsA7SKrF1di+vpLvFHkpzQYAewALUZxqI1cVXLKopcfbcU4WYU/e8G20BQHbDgUtncPoTQUFOm3QuBDCceY+NKkmaY2QnBvPj66jlt5fy/FL5J/aLjLYiocVts894qhpqo1aYfBKgBT0INK/TrlXn77J+QfuPAW+YrKP6sqk0YDZAeZaO6TzIQnmtELfcp7ZCpe1uGeQ6H+dE5h/khiOQpEHLWf2iev9LvLSlDLyzTeUPJ/SXRQpX+/Xz0+6X+GXm/y0+bdPJr27hsoV2jEyNHUfOMMsHAcTxqyWe8xTtDXKH9UB69D6kWp7lOR4/abGL9aJsa5siikttOBxxCCnXanfUqH1/DryDP5f3Xb7x1ludvNbzMdpcHtIQnJCc14UXY9r3BoI1HhWVwi+RMzsZuCdpQ9VISkapUKin9aDT69R7uF9lN4T/8AcHt9PjSi3SU4iso5j6WVJXHWpArv261KAancakkn1H9Oo5uXOweB6q2uGOIrtlH9FKXdpUANy6bviAPzH1Tu9j6jqKffWh0qDzWFJd7iQUndUVG1KhuoKn/IbT/bqNJGpUfN+FOtcNKHOv7aZ5gXHtO1KXwpKfc/UVSSBtCffqMXeC4g/wAxWnpmKlV2abuNudaolXdaWEJqQSDU6D8Pb8etTOa9oLDjTZ6UqryQtrluuC/gqgLhK6VKkpGtSaUFBrr6+nRTy7IXXBbJmVFPMOC0LWNX9bcnsuGpDiRtqSASopSQs0JpTU6nq1zxHTnTrmoh4JVsu2GHfooqGy4UK+CAdxcVVyhKvRRABT9Oglw4auOoGtgluOHb8K7uL7hOxO/qtsoO/aKWNgO4Ciq1WQRs+ROuuoHVe3i3bcxtkYA6QZ8+nsrJGukbqH8Dzr++VFjiZpg8yKWw4XGFLRVY3AlBTqKUBSD6agjot5DvZNr3NlyFHhvBK9T6Y0xEocq4kp+Fa19x4Int82Y/GQ0v7B+7zS6ShVC2i2znE0TT8wWgClfTr6EWv3Dt3eQ7mQuH1DYWp2+Iypviqzk8Dive4YHLDiOVOxdADqKEKNSTQUFR/iK0Hy/4deCmLoK5VIHH+lCmWXwT8aIXhpUtN0hlpCV/9wNwSaUSVgim5SU/E6DU/Xqg+bBGYjqJAw9tRe7pOrJMKak33DYIvc3JWI40P5lGqSNxbqke4HXOwGlmBwpoIoWsWewu3SPvAllopWUlfySAR6DaVkhJA1pqTr1oaTCfEwxwrbsJBox9OtUOaIvjn2W51P3DoVt3Jomh3q0odn+or1DjXU1evxqZLq8PHi71igV8k0pTyFaHWHFOyi3LRNjIS8hSYSiSt4ukBPwWSAASokaDrvXkHHYH6sGoEXmCU9RFNx6SxCgOr+XvrXv8+ERE3uKWHu4o3QUSUrSoI2q/KVISNgT9P/Hr6M/4zOnMb/Eag8B3JPdT3/7M9c/EFL0bLgKKCvyNBoCFn83v6D/Tr2AzSgqGelepRc3KolNKHeaiu7SmhNKU9da9PhKadrXu1xVPnu9gK1/Ma0qFU1BBpWnt1s6fVWh4vGv4nb/eqqCqq109KD8x/wDZ0uMvA7oVtOEjSNQGdZiEp/eD29KjQFOp2+pJVTcR/TXqfCXLlj6eqoMwiDe6Se3+VWvj7lxDaUuxlKY2J2uBxtIAp8aJK1GgHp9ej1sZNIBB00ImTWURfTOsXfREU46apRR1XdSmpqo66kgpCh6D69N3KauvGnoF8MKvTsqv5oR21AlO2hqpNdND6ACtaetNa9D5BGQVKFOvotTYlUrUQVs3L2/k03GvyI9qVFQSn/2dQ+6vRKmx8F54dvKvRHDW1W1dRQVFKeldlKj8pNfSvSe4RwB4dlOvQtJdhh7PT2VjZW3cn00CvTdqa6+o6hXCAjjW49WKrpXBa8zPc7qPtt3er6I3V9vpTQj19umY9QeDH89LJbp74GhePOrsxd/J+23WFJKQE7SHWghdBr3R3TQqHpWlNOrnYOvSP3GoEHEe/Gq/fNgLiY3IOHb0wVOXCrXgv3EtVfgqQanRL0bYFBPzCaPLO9RIpTSo6LMdIT3moe0UEcG60JGrDtrKRlyVKNWVINFFI3t6mmoJCl6D8f7dSG6lH9VKdpTHKpvZUpLrZkOBB3/look+h+JCSAd2n06lW4/dbrOC009Aw6M/TnVi730xqW9pLg2ELJUykjX1VvWFaK/Do24kN7gWh2Orvc8awClTe4BIRQ6bDVBJUCNKA1oU0oRrXprVIXd4IKeAhQ6SV9fp2rWWiKd+IQgaqUAoFG8JAFTQmhWfxFfoOnSX8RTIXqlTpx+8Rseuf+2oLlxua4T28JeisFpCgru7FS3Y61LQkmu0Emmlel98QPMOLtPr6+z28qaLWOePGdpjXkeWOS+mVLwvSWTcJxui6XEvOGUhYd0Uqu4AtpI/T/vXqi3It/Ed4h/cxXPL86vVuvgM8BfB0tTsTCoTMRbjHUlbqEkKJS6oLIICqbXUhG75D30A6ETC1MZCgdcfeM6lMMwlaXBaxlv7AdUWKmn50orsKa6/mKQDX016hxBmruHGpr00HX8tZl0D40UncUitE6pSD6fGoIJ+hr9enZQ3gcfT0wplheGd4K1On41jZwaVH1IbdSpKmABuK3RX4VRUpCh6n/XqOcjzrEZwPtzyxz/lXbZ1oNygqQ0tNz77QgohKV+6iZvAaVaVRFGZ3+5QpDFVbvx6XEYy8GYMBx+ZPWi8E92dNXXg/Ru16fBXvavl66tWHLPCi74va8uVcV5mri2Tym3wYm6zf91tzUE8UuZXtV99+z/7yZXjKeQi3XuftKheqevQC+PlAebdv1CE+ey8fS/Ta/rwVw0/SH6jwl/rWH+rBa5zvx+3f9yTfxZ/3nQzVoXx/D7mjx/B7/g/Inijw0RcKdH/ABo55/KpiPh1y1bsP4MvXK3glfcG52ts7JM+zHhOwY9guKTMRuTPkLkPBVh5+yzE7Jkc204sJj0trH3zDXOKkPMuyPTsW9Xu5wWNrb+brOKeRrQ5kscjGXj4C/uR3Qhfr+na5fpXSsZ3S/wnPatPSWW3T39xLtF4+CcqJWSMc+AP0nW6MyMLRckJ42hzn4M8Ro7lItyzGcGssaxrwDki3ZrY7nhMDKmm7lYswxu/43Icekx2OM8lZn4+/bp/IsS3xmH1yrdIfxp77kJFybcQ4gUe/ZZxyn6F8kloWtLdYR4BAJa5cC5pJaXL3kU4lKuVu+7cwNvWNbOMHFpVrjirmhVDSQqHELgoFZTI3P8A/SvCYeYrBOUc6vFQKUyE3hWRYYkxFdl5bqpqYiGVtLQARvAQVU6hvIEbVCjH404NXidxVT8RlVd5TMLci0pvtovr802eKph3MpbjUpMclfYaDL7/AHV25Gv265S0rUfyADqG9zFHdOr1VIjAVXEafXUekSs+cRttFs7EdTZ2uxn4P2zbZpt2NW2TIfJSj3Uo1Fajpp7pCoa1BzJ/LjT7GwagXOw5IfyrNYanKImQWSXd3Y1zsTE4O3W1XBos4rNioZc78W7SY7sJyO49XRwu95BFQCfiW2BXLKQGDnx6BOPaR2inP+nw0J61T14j3kU0nynvclHiriGIcBYY4/49W7MeMso8oOWYdztrMa/8s5JarkOI+MMdxd+8qzeDwjxmWZn214uNvZi3vJn3FKLRbioXQYHG78/2+5+ZWi1mNtdRbNZk60hZo+uu5pmarf6ydY9EDZC+G1a3Tr1SEVsG4funi7gCy4EbmwMVQWYlzyWq1U1BgLlUvJaulP7/AApXHlKJ/Jjw/auCbJwTP5LyGDe4GP5VzqiwSE4HbG+xKzy9cP2nKMoxuDc+XpOFtSIsURm7ndG7e5JXBjFzctHQJLi9gc1u328U93JLGwl7nN8GLxG+PK3Q4FyRqC0aimbdGsgX5t/vA2eM7JjuJuY2tDvD8IOcUbLN4ndIi+aJi6nzaWs/cLHN/SpZbtH38jtPkxw6tLBdQ5uW2DQLO5AKSulaHUVp1ZLgua06AT7F/n7q1GITKQqRrgcfbSq/50lSP/4U3mCiI2r7IWXi8zXkFvaqCnl3Ci6lad24MLWEBVRoD9Knrzj/AHP7sXP+Qnli1ftstv8Ab5t5J483iwOa6IW85QsZK54WTww8uZqywAxq9mLZGeVrrwZGv3D9tMCCD4jcQoHBUT1VoOyjJXa1C5JbaRVOw1QobSole4JKl1BoPr17oJlda/8AUANC9v51QiI/Gw+ZSvs9Mq6prUQWpgxpLJHy7ydi9u7YrYKqbA7h1pt61IGeAPDIRca2zV4x1Llh2LVe35Sf2aSlpEksqhzEyVp/IhxTTqd42ud9XbTqoBO4j0HVf3fGycMQ3SVPLDoVqfDhKpQ4hPw6UKt9+4bix9wZkLPfDRjKWhoNBI2qCH0IWFE0pVSlDXTrm0uAGRKcF/ED8asUJfqJQooUenvqL5em3ryOWC4llxZhGUpxKloZkGDH7oTsCnHEpPpQUJ6Z3IW5vXAkAnSq8DpCoiqKkW6iAcc/jUdVHjISVMTw8PmA3FZuCFbQNVVcYS1vPuN1R1DLIgFjeSeQDh+Ce+ntROEjUHM6fVxq9sKg3NbEFEa9XpuUtlJW8uNK7TLTpT3UlDsF0LajIp/8SvavV62SG58OMMll16P1Apj2jh7TQO9kiV3iRxop4hfcVx4cqvSFGy+EVBm5Wy9RgaILseZAUp4o+SkFDIjhYRqmidxOlK69XOFm5RYMeyVvYW4+xKCLE7EAt9a/xq2MeuOWNriC849LeYS4khUO42krcbBO4R/vZEZSVKFfzDaPck9F7ea+0pcwlBxDmlfaQaZlbFiA4a05ZdqVF+SZ91n2zLHZ9hl2OG5boqoUZydbp321rYktKt7TrsOS+pwzJiEpdUklKCs7glIqBG6vmfaT+MxzBoHFpKA4KhOZwKKBxpUAa1oEZDjipHNMc041HbuvKZV/DzDdhtdxdjoXDiRRa5cqLHUlBcZhOtvqjOJblVBU2VVVWlfXqDMb19zqaI2SkYAaSQOIBBQoeS41IdpTFVXHNKp/Jf3iO1ZWl92fJNyvbhkudxmSiWbsyVsS25IZUohSSKqGyp0J6Abh9QwRtCvcXPxxBB1DAqhqbAWEOKADSFHTj6zWWkLzBcZaobVxajFCvum2FJUyg0Pd7ym1KrVPrUn+nTgO4mMmIPDExHDquNaS0B/cLSVwXP1fwqtYbl4Qq5C2R3Ho6kJ+6U24lDiFlNAKFaXDRf0BBPv0FgdcNL/pwS3j+FTEZpXD18ulWJb3MiRkOPCPHkOrcxmI28qQ6pP20b7OIRIbDm0PLKto2igBr69WCB1+LiINa4kxYqcggxC58MsKiTCDQcRqXh7/AEzqQXxWeR5NvORIXPinKLEuGlgxottQpm4sLYZd+ZirdmPpbQSshCVKq4pIB6l3h3hkjDfq+HxmEAaQ1ARhyU4DE4HEmmmfSlrhGgdoKrmvDrWN5Ou+fuXqQrLMSu8eYZEhQbN3sRQlSnV91usSU+0QhddQQCfU+nUbfLrdHTD662e3+lHxonII4+v30uyZbgARvYXJwHw9FqqE3O6UVsxp7ZRfc3XS1lQFP1N/6yU07fqBpX36rvjzH/2CB1e386I6Gr849hr+s3J2u7/bkorp+RVzhAbP8Qoqc2UI9CDp+PSGTH/6J/8AE330kjgDh2V6W7i6U7xj0lKaAMMt3KB261NS453ioqHtQA9L8bur4LkTAah78VrWgp84Xsr7kSr5IbAj21qAjZ8y09GkSS2AahBMpSqE+tE0r69Ic+d2TdPrB/GmGMhB7ziX9QQPePZ7qisqTLDTjcW3OqcSUfdSJUhkSXNPiS0XN6a/hp1GlfMG6YWKOJJHwValhsJCudjyAPvNQOUqapau4hDeppQoV/pRfv0ClMxecAPZ+dE4dAZ3cRVkcSftn7hfBcCf3FcJpMNadHGoG9RuC4aWgp5btaBYb17fr8a9G/LfhfUS+N/9o0jTz0r3tKceaYp0qHuXiaWeFlj/AAVcKvq8sWEwoolzZibcSsNKkNS1KSQKVVtZSpQWrU1AKfx9rjdstjGPEe4RcFBP4caDwvnDnaWgv4oR+f8ACq8pgYcdQpThSl75vNKfDazoCVsyWSEVBqKKJBH406Cf/cnWjtWeYX3gj8akO+tQFyomAw+IqV2qPgKG3VMXC6PlVFFDcRpl9CFHRAWpSmV7FaA0BPU6CPZw0lkkp6aUPt/hUSV9ySA5jA3HFSQe0cqad/EDFsSv5KPCVM25vNwm+dLRJgOS40gSX7uzYcgctFtcEZp7ZImXAIb3kJaTWq1oT8uiTAxtrP4RLh4D0UIcvYoCmhe56jbxh2H78SnprHrQlB+VfooyCorVvSpPzV6kFQNT9Ca6/wBuq433VHx41rjf+paXdE+NnhmW2nl2L/8AKb5SN1ALaWf3NPCbJsaVlSwsSHGjNDVARQLrQa9WPy2WiecEAnQztTU5U7cFTpUO4DjMwgkHQ9BwJ1RqvDAKikcUWtNGUbR+6PqcTGMhTnwafLZ7aidNi39oUkIp6V/+E9HXfTeMdWnWefDsX05Vv94gIoj/AATPDGv4pToBLKHS2NKINGi6CrulJSdo3Ofl7dSB0skgHwwo9PTCtoNIQj0yrEPKlfrd1CQafEKUN4cSr6j1Kwff0APUBxmQ6xjTzfBXu5+vp6s6geQmQDYC2lap6MpsKrekaOPPfcugoPy2o/7QumqiE7RofToJflwbEWAmX6mLSOZU+rJc8KJWnh6pBKnhGCRegTPnmldGYFP7tF7Ap/8AQrbBKlOl5E2Slppf5W6OsqUqoO0BNFUVoY+4L47dHNvt1FBjzGPKnbL/AGXeJ8yHLJECnngcOfJRRGeKUXFpnkvwu3m1yYtNgRlTLqX5bEyUy9cUN0tcXbBjyXEJdfJIUtIbCh+YGgMlgBni1FGCRp7UyHYSg5c0ppXNt5jCC6bwXhoGBUhF/wCUKeZyANbjnLheVDsjTaS3jiYUNMSUzq0tgMpDbi22lKd7RRrqlOtNwrp0Udq1454+2qZb+HpHh/0hPT09tSCIttjDIzeNM/eN/boBkNrbaWFlI+Sm31NLojX0FD/w60UwXNMPx9dbK6iudUBclI3SP3Bpnvkgnepr4qBWECiDqFeqta+gJGnTIDMdBwXrT3e1DlVQ3ZLhdcVGccS2FqqhxKzGKyoVCCRVOw0psJBH9+m36tYDfm6Z+6pEaIdSp6enxqVWN7kFFsf+0iXF6311Dro+woR6s99xmhCR+P469edfu5B9jrgOh8+zWUG4Fh77ATcALxETZCe9iNTeacaObY7cmFptRqj4avwUj3UePjhdct/ZDGueMOfYbzS5NXCylRVvNQqObgl8IHt+nXr5c/dny59tbPd5bjyP5hivIHOJETra9jLRwBdJbNaT1a4jlVpjluCzVLG4SYKFb7QQUTtQ0Ucjt1QpJXt2gFFDu36a/AlO6tK6+nt1xFi/q9Ov86frFSBH7Tm9VF6mtCUj5aggfE0Hp7V6XwrAtQ6ciD3Pk786ip2LpSoJqCDqQaH+mvTL1Xu506CeIxSoXkaVpkR1QFqcXt+SKOA03abSsNjZ/f8App1CmXVjnjWBE4+gqZ2tcow2/uGSFbfTcmvp7FKzoE/QHWtemW6fXSHZ454UAvlGIZdfottKqqCCANm6i+4UhIU3UproT6fTqdsai+BZiccvV6qcjXR6eqlnvF5MxP2YU4e4e3sKwSNyfyBe2iB/lUmvtQddACJ3/lT3VMb8uOSVd+IScp2td63PBABIKXodSgKT8RSTuCVq9KjTXqt37IPFJif3+IR2SYcEyzpCDRiQiVb8V9ZdaD8JCZexRQe9FOlR8VJDpcJNTU19R0FmDUOsnTTJDkzOhajnIDspdrkCdGcZjagkuNKoO0QpadrilVKPYDqdtwi8Y+GQiBaQMimdLDuSMe/81ceo81v+7mgja53P/wB2TwDUJ1Vv11+X4ddwtnX3/wAVue67Robxw+dn4csKUNakD/bTE+nCv//Z\" style=\"height:426.61pt;width:422.25pt\"/></div></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">10</span><span class=\"f charStyle-15433314 ps8195\"> Property, Plant and Equipment cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Property, Plant and Equipment</span></div><div class=\"ps6289 ss13\"><div class=\"ss778 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:165pt\"></td><td style=\"padding:0;width:57.75pt\"></td><td style=\"padding:0;width:57.75pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:57.75pt\"></td></tr><tr style=\"height:38.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss767\"><div><div class=\"ps8197 ss766\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3618 ss768\"><div><div class=\"ps8198 ss27\"><span class=\"f charStyle-99bfcfa0 ps3829\">Buildings <span class=\"f ps2\"> </span></span></div><div class=\"ps8200 ss27\"><span class=\"f charStyle-99bfcfa0 ps8199\">and sites</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8204 ss768\"><div><div class=\"ps8202 ss27\"><span class=\"f charStyle-99bfcfa0 ps8201\">Machinery <span class=\"f ps2\"> </span></span></div><div class=\"ps8198 ss27\"><span class=\"f charStyle-99bfcfa0 ps8203\">and </span></div><div class=\"ps8200 ss27\"><span class=\"f charStyle-99bfcfa0 ps5027\">equipment</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8206 ss769\"><div><div class=\"ps8198 ss149\"><span class=\"f charStyle-99bfcfa0 ps8205\">Under <span class=\"f ps2\"> </span></span></div><div class=\"ps8200 ss149\"><span class=\"f charStyle-99bfcfa0 ps4185\">construction</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7481 ss768\"><div><div class=\"ps8200 ss27\"><span class=\"f charStyle-99bfcfa0 ps8207\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4630 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-2dae0141 ps1\">Historical cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps567 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8209 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.02pt\"></span></span><span class=\"ps8208\">2,139</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8211 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.49pt\"></span></span><span class=\"ps8210\">3,595</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8213 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">1,879</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8214 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.61pt\"></span></span><span class=\"ps3891\">7,614</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Additions</span><span class=\"f charStyle-a61f3c46 ps8215\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8217 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.54pt\"></span></span><span class=\"ps8216\">188</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8218 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.01pt\"></span></span><span class=\"ps3551\">269</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8220 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.51pt\"></span></span><span class=\"ps8219\">668</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8222 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.23pt\"></span></span><span class=\"ps8221\">1,125</span></span></div></div></div></td></tr><tr style=\"height:21.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss773\"><div><div class=\"ps8223 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification from assets under <span class=\"f ps2\"> </span></span></div><div class=\"ps8224 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">construction</span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8226 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.01pt\"></span></span><span class=\"ps3551\">562</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8227 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.02pt\"></span></span><span class=\"ps8208\">1,470</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8229 ss775\"><div><div class=\"ps8225 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.95pt\"></span></span><span class=\"ps8228\">-2,032</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8231 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">0</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7938 ss776\"><div><div class=\"ps7893 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8232 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.25pt\"></span></span><span class=\"ps7482\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8233 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.25pt\"></span></span><span class=\"ps7482\">6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8235 ss150\"><div><div class=\"ps7893 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8236 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2210 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal and scrapping<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8238 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.97pt\"></span></span><span class=\"ps8237\">-273</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8239 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.97pt\"></span></span><span class=\"ps8237\">-925</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8241 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8243 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.19pt\"></span></span><span class=\"ps8242\">-1,198</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6454 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8245 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">52</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8246 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8247 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8249 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.15pt\"></span></span><span class=\"ps8248\">109</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6077 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8251 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.99pt\"></span></span><span class=\"ps8250\">2,670</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8252 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.61pt\"></span></span><span class=\"ps3891\">4,471</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8254 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.65pt\"></span></span><span class=\"ps8253\">510</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8255 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.61pt\"></span></span><span class=\"ps3891\">7,651</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5730 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Additions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8256 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">26</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8257 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">36</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8259 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.04pt\"></span></span><span class=\"ps8258\">371</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8261 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.53pt\"></span></span><span class=\"ps8260\">433</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1488 ss776\"><div><div class=\"ps7893 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of subsidiaries<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8262 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.25pt\"></span></span><span class=\"ps7482\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8263 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.25pt\"></span></span><span class=\"ps7482\">4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8264 ss150\"><div><div class=\"ps7893 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8265 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">4</span></span></div></div></div></td></tr><tr style=\"height:21.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps279 ss773\"><div><div class=\"ps8223 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification from assets under <span class=\"f ps2\"> </span></span></div><div class=\"ps8224 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">construction</span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8266 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.54pt\"></span></span><span class=\"ps8216\">218</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8267 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.01pt\"></span></span><span class=\"ps3551\">467</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8269 ss775\"><div><div class=\"ps8225 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.47pt\"></span></span><span class=\"ps8268\">-684</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8270 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2964 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8272 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.09pt\"></span></span><span class=\"ps8271\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8273 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8274 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8275 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2969 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal and scrapping<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8277 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.62pt\"></span></span><span class=\"ps8276\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8279 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.5pt\"></span></span><span class=\"ps8278\">-391</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8280 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8282 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.49pt\"></span></span><span class=\"ps8281\">-408</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2972 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8283 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.09pt\"></span></span><span class=\"ps8271\">-66</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8284 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.09pt\"></span></span><span class=\"ps8271\">-45</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8285 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8287 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.35pt\"></span></span><span class=\"ps8286\">-111</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8288 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8289 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.99pt\"></span></span><span class=\"ps8250\">2,775</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8290 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.99pt\"></span></span><span class=\"ps8250\">4,598</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8291 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.65pt\"></span></span><span class=\"ps8253\">196</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8292 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.99pt\"></span></span><span class=\"ps8250\">7,568</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8295 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps236\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span><span class=\"ps1348\">Excludes NOK </span></span><span class=\"f charStyle-eea200a5 ps8293\">270</span><span class=\"f charStyle-eea200a5 ps8294\"> million in paid investments that were capitalized in 2023.</span></div><div class=\"ps6289 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:153pt\"></td><td style=\"padding:0;width:48.75pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60.75pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:38.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss780\"><div><div class=\"ps8197 ss779\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps8298 ss781\"><div><div class=\"ps8200 ss43\"><span class=\"f charStyle-99bfcfa0 ps8297\">Notes</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8300 ss214\"><div><div class=\"ps8198 ss210\"><span class=\"f charStyle-99bfcfa0 ps2958\">Buildings <span class=\"f ps2\"> </span></span></div><div class=\"ps8200 ss210\"><span class=\"f charStyle-99bfcfa0 ps8299\">and sites</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6968 ss782\"><div><div class=\"ps8202 ss163\"><span class=\"f charStyle-99bfcfa0 ps8301\">Machinery <span class=\"f ps2\"> </span></span></div><div class=\"ps8198 ss163\"><span class=\"f charStyle-99bfcfa0 ps8302\">and </span></div><div class=\"ps8200 ss163\"><span class=\"f charStyle-99bfcfa0 ps8303\">equipment</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8306 ss783\"><div><div class=\"ps8198 ss41\"><span class=\"f charStyle-99bfcfa0 ps8304\">Under <span class=\"f ps2\"> </span></span></div><div class=\"ps8200 ss41\"><span class=\"f charStyle-99bfcfa0 ps8305\">construction</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8308 ss214\"><div><div class=\"ps8200 ss210\"><span class=\"f charStyle-99bfcfa0 ps8307\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:23.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4630 ss784\"><div><div class=\"ps2856 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Accumulated depreciation and <span class=\"f ps2\"> </span></span></div><div class=\"ps167 ss779\"><span class=\"f charStyle-2dae0141 ps1\">impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8309 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8310 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.01pt\"></span></span><span class=\"ps6541\">-1,152</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8311 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.7pt\"></span></span><span class=\"ps5907\">-2,969</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8313 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.21pt\"></span></span><span class=\"ps8312\">-5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8315 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.07pt\"></span></span><span class=\"ps8314\">-4,127</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8316 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation for the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8317 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-210</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8318 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.22pt\"></span></span><span class=\"ps5944\">-360</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8319 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-570</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8320 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8322 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-f6126ac3 ps8321\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">12</a></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8323 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8324 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.46pt\"></span></span><span class=\"ps6015\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8326 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8327 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3108 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal and scrapping<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8328 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">275</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8329 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">921</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8330 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8332 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">1,196</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1429 ss787\"><div><div class=\"ps7893 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8333 ss220\"><div><div class=\"ps7893 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8334 ss788\"><div><div class=\"ps7893 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.46pt\"></span></span><span class=\"ps6015\">-6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8335 ss789\"><div><div class=\"ps7893 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8336 ss220\"><div><div class=\"ps7893 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2950 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-ac370e2b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8337 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-39</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8338 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-54</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8339 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8340 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-93</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2289 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8342 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.69pt\"></span></span><span class=\"ps8341\">-1,129</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8344 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.2pt\"></span></span><span class=\"ps8343\">-2,469</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8346 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.09pt\"></span></span><span class=\"ps8345\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8348 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.45pt\"></span></span><span class=\"ps8347\">-3,598</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1485 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation for the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8349 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-293</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8350 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.22pt\"></span></span><span class=\"ps5944\">-530</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8351 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-823</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1551 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8352 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-f6126ac3 ps8321\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">12</a></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8353 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8354 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.46pt\"></span></span><span class=\"ps6015\">-7</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8355 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8356 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-7</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8357 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-ac370e2b ps1\">Disposal and scrapping<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8358 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">14</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8359 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">393</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8360 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8361 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">407</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7403 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-ac370e2b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8362 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">46</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8363 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-46</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8364 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8365 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps517 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8366 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">37</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8367 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.38pt\"></span></span><span class=\"ps5985\">42</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8368 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8370 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">79</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps521 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8371 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.07pt\"></span></span><span class=\"ps8314\">-1,325</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8373 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.82pt\"></span></span><span class=\"ps8372\">-2,617</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8374 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.09pt\"></span></span><span class=\"ps8345\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8375 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.45pt\"></span></span><span class=\"ps8347\">-3,942</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td colspan=\"6\" style=\"border-bottom:0.25pt solid #8996a0;border-right:0.25pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7251 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8376 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">1,541</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8377 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.24pt\"></span></span><span class=\"ps5913\">2,002</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8379 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.15pt\"></span></span><span class=\"ps8378\">510</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8380 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">4,053</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7435 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8381 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.11pt\"></span></span><span class=\"ps7646\">1,450</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8382 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.86pt\"></span></span><span class=\"ps5957\">1,980</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8383 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.15pt\"></span></span><span class=\"ps8378\">196</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8384 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">3,626</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8386 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about right-of-use lease assets</span></div><span class=\"f charStyle-58d2db5a ps8388\">Intangible Assets and Goodwill</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Intangible assets mainly relate to capitalized technology development in addition to goodwill. The technology </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development programs are closely monitored to secure the desired technological achievements in time and </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">at acceptable cost levels. Technology development programs that meet certain criteria are capitalized and </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">amortized over the expected useful lives. </span></div><div class=\"ps8389 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps8390 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Capitalized Development</span></div><div class=\"ps8391 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The technology development at Aker Solutions is graded according to a Technology Readiness Level (TRL) </span></div><div class=\"ps8392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">consisting of eight phases. Research and development costs are expensed as incurred until a program has </span></div><div class=\"ps8393 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">completed the concept phase. Development cost is only capitalized if the product or process is technically </span></div><div class=\"ps6739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and commercially feasible and the business case shows a positive net present value. Capitalized </span></div><div class=\"ps6740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development mainly includes internal labor costs in addition to materials for the development program. Any </span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">third-party funding is presented as a reduction of the capitalized amount. The capitalized development is </span></div><div class=\"ps2036 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">normally amortized over five years on a straight-line basis, but certain programs with a clear differentiating </span></div><div class=\"ps2037 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">offering and a longer economic benefit may be amortized up to seven years. For development projects in </span></div><div class=\"ps2040 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">progress, a full impairment test is performed annually or when impairment indicators are identified. Assets </span></div><div class=\"ps6742 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">are written down to recoverable amount if lower than book value.</span></div><div class=\"ps8394 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Goodwill</span></div><div class=\"ps8395 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Goodwill represents the consideration paid in excess of identifiable assets and liabilities in business </span></div><div class=\"ps8396 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">combinations. Goodwill has an indefinite useful life and is tested for impairment annually, or when </span></div><div class=\"ps2908 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">impairment indicators are identified.</span></div><div class=\"ps8397 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Other</span></div><div class=\"ps8398 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Other intangible assets include IT systems and technology development acquired through business </span></div><div class=\"ps8399 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">combinations.</span></div><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The decision to capitalize a development program involves management judgment. There are strict internal </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">rules defining what qualifies for capitalization, and the documentation of the assessment is monitored </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">centrally. Management makes assessment of future market opportunities, ability to successfully achieve the </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">desired technological solution and the time and cost it takes to develop it. These factors may change over </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">time. <span class=\"f ps2\"> </span></span></div><div class=\"ps8401 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Judgment is involved when determining the amortization period and when assessing impairment or reversal </span></div><div class=\"ps6651 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of impairment. Impairment indicators are assessed for individual development projects, other intangible </span></div><div class=\"ps6652 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assets, and for cash generating units including goodwill. Impairment testing is performed when impairment </span></div><div class=\"ps6655 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">indicators have been identified. In addition, goodwill and capitalized development programs that have not </span></div><div class=\"ps6656 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">been completed are subject to an annual impairment test. The impairment testing involves judgmental </span></div><div class=\"ps6658 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assumptions about future market development, cash flows, determination of weighted average cost of </span></div><div class=\"ps6660 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">capital (WACC), growth rate, and other assumptions that may change over time.</span></div><div class=\"ps7852 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">11</span><span class=\"f charStyle-15433314 ps8402\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">11</span><span class=\"f charStyle-15433314 ps8403\"> Intangible Assets and Goodwill cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Intangible Assets</span></div><div class=\"ps6289 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:200.25pt\"></td><td style=\"padding:0;width:72pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:24pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss648\"><div><div class=\"ps8404 ss147\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8409 ss791\"><div><div class=\"ps8406 ss790\"><span class=\"f charStyle-99bfcfa0 ps8405\">Capitalized <span class=\"f ps2\"> </span></span></div><div class=\"ps8408 ss790\"><span class=\"f charStyle-99bfcfa0 ps8407\">development</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1012 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8410\">Goodwill<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7572 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8411\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8308 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8307\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-2dae0141 ps1\">Historical cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4630 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8413 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.8pt\"></span></span><span class=\"ps8412\">1,127</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8414 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.99pt\"></span></span><span class=\"ps6367\">3,783</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8415 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">396</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8416 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">5,306</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps567 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Additions from internal development</span><span class=\"f charStyle-a61f3c46 ps8417\"><sup>1,2</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8419 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.38pt\"></span></span><span class=\"ps8418\">46</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8420 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8421 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8422 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">46</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of subsidiaries<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8424 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8425 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8426 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">30</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8427 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">30</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8429 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.91pt\"></span></span><span class=\"ps8428\">41</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8430 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8431 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-41</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8432 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1473 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of subsidiaries and assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8434 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.22pt\"></span></span><span class=\"ps8433\">-426</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8435 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-81</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8436 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-202</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8437 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-708</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1535 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8438 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8439 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8440 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8441 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">6</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1069 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8443 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.78pt\"></span></span><span class=\"ps8442\">790</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8444 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">3,700</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8445 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.65pt\"></span></span><span class=\"ps7741\">190</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8446 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">4,680</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5479 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Additions from internal development</span><span class=\"f charStyle-a61f3c46 ps8417\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8447 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.38pt\"></span></span><span class=\"ps8418\">65</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8448 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8449 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8450 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">65</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6868 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of subsidiaries<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8451 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8452 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">19</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8453 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8454 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">25</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5500 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of subsidiaries and assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8455 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.22pt\"></span></span><span class=\"ps8433\">-205</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8456 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8457 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-34</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8458 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-238</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps55 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8459 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8460 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8461 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8462 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-6</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1446 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8463 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.78pt\"></span></span><span class=\"ps8442\">650</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8464 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.11pt\"></span></span><span class=\"ps7646\">3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8465 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.65pt\"></span></span><span class=\"ps7741\">160</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8466 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">4,525</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8475 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Development cost funded by third-party totaled NOK </span><span class=\"f charStyle-eea200a5 ps8467\">5</span><span class=\"f charStyle-eea200a5 ps8468\"> million in </span><span class=\"f charStyle-eea200a5 ps8469\">2025</span><span class=\"f charStyle-eea200a5 ps8470\"> (NOK </span><span class=\"f charStyle-eea200a5 ps8471\">11</span><span class=\"f charStyle-eea200a5 ps8472\"> million in </span><span class=\"f charStyle-eea200a5 ps8473\">2024</span><span class=\"f charStyle-eea200a5 ps8474\">).</span></div><div class=\"ps8480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">2)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Excludes NOK </span><span class=\"f charStyle-eea200a5 ps8293\">5</span><span class=\"f charStyle-eea200a5 ps8476\"> million in paid investments that were capitalized in</span><span class=\"f charStyle-eea200a5 ps8477\"> </span><span class=\"f charStyle-eea200a5 ps8478\">2023</span><span class=\"f charStyle-eea200a5 ps8479\">.</span></div><div class=\"ps6289 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:147pt\"></td><td style=\"padding:0;width:53.25pt\"></td><td style=\"padding:0;width:72pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:24pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss794\"><div><div class=\"ps8404 ss514\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4764 ss796\"><div><div class=\"ps8408 ss795\"><span class=\"f charStyle-99bfcfa0 ps8484\">Notes</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8409 ss791\"><div><div class=\"ps8406 ss790\"><span class=\"f charStyle-99bfcfa0 ps8405\">Capitalized <span class=\"f ps2\"> </span></span></div><div class=\"ps8408 ss790\"><span class=\"f charStyle-99bfcfa0 ps8407\">development</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1012 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8410\">Goodwill<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7572 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8411\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8308 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8307\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:20.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss521\"><div><div class=\"ps3620 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Accumulated depreciation and <span class=\"f ps2\"> </span></span></div><div class=\"ps3621 ss514\"><span class=\"f charStyle-2dae0141 ps1\">impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8486 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.75pt\"></span></span><span class=\"ps8485\">-741</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8487 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-683</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8488 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-319</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8489 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.07pt\"></span></span><span class=\"ps8314\">-1,744</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-ac370e2b ps1\">Amortization for the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8490 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.75pt\"></span></span><span class=\"ps8485\">-138</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8491 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8492 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8494 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.23pt\"></span></span><span class=\"ps8493\">-151</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8496 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-83fc4ffa ps8495\">12<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8498 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.46pt\"></span></span><span class=\"ps8497\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8499 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8500 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8501 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-2</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-ac370e2b ps1\">Reclassifications between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8503 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.34pt\"></span></span><span class=\"ps8502\">-38</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8504 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8505 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">38</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8506 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7503 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of subsidiaries and assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8508 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.26pt\"></span></span><span class=\"ps8507\">426</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8509 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">81</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8510 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">202</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8511 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">708</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7507 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8512 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.46pt\"></span></span><span class=\"ps8497\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8513 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8514 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8515 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7510 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8517 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.74pt\"></span></span><span class=\"ps8516\">-495</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8518 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-599</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8519 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-99</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8520 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.69pt\"></span></span><span class=\"ps8341\">-1,193</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1435 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-ac370e2b ps1\">Amortization for the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8521 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.75pt\"></span></span><span class=\"ps8485\">-126</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8522 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8523 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-10</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8524 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.61pt\"></span></span><span class=\"ps6410\">-136</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7516 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8525 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-83fc4ffa ps8495\">12<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8526 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8527 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8528 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8529 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5936 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of subsidiaries and assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8530 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.26pt\"></span></span><span class=\"ps8507\">205</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8531 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8532 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">34</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8533 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">238</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7521 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8534 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8535 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.28pt\"></span></span><span class=\"ps7608\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8536 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8537 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">3</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8538 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8540 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.36pt\"></span></span><span class=\"ps8539\">-416</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8541 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-598</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8542 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-73</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8543 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.07pt\"></span></span><span class=\"ps8314\">-1,087</span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5525 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8545 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.78pt\"></span></span><span class=\"ps8442\">295</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8546 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">3,101</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8548 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.93pt\"></span></span><span class=\"ps8547\">91</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8549 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">3,487</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8550 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8551 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.78pt\"></span></span><span class=\"ps8442\">233</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8552 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">3,118</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8553 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">87</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8554 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">3,438</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8555 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Research and Development Expenses</span></div><div class=\"ps8564 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The research and development expense was NOK </span><span class=\"f charStyle-15433314 ps8556\">77</span><span class=\"f charStyle-15433314 ps8557\"> million in </span><span class=\"f charStyle-15433314 ps8558\">2025</span><span class=\"f charStyle-15433314 ps8559\"> compared to NOK </span><span class=\"f charStyle-15433314 ps8560\">88</span><span class=\"f charStyle-15433314 ps8561\"> million in </span><span class=\"f charStyle-15433314 ps8562\">2024</span><span class=\"f charStyle-15433314 ps8563\">. </span></div><span class=\"f charStyle-58d2db5a ps8566\">Impairment of Assets</span><div class=\"ps8567 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In 2025, Aker Solutions experienced record-high activity and solid profitability. Activity and revenue is </span></div><div class=\"ps8568 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">expected to come down in 2026. The group is adapting to changes in market conditions and taking </span></div><div class=\"ps2533 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">measures to adjust capacity and cost levels as well as broadening its customer footprint. Aker Solutions has </span></div><div class=\"ps8569 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">a solid order backlog of projects, with balanced risk-reward profiles, and high tendering- and FEED activity. </span></div><div class=\"ps3314 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The company had net impairments of NOK </span><span class=\"f charStyle-15433314 ps8570\">10</span><span class=\"f charStyle-15433314 ps8571\"> million in </span><span class=\"f charStyle-15433314 ps8572\">2025</span><span class=\"f charStyle-15433314 ps792\">.</span></div><div class=\"ps8573 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Impairment Testing Method</span></div><div class=\"ps8574 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Individual Assets</span></div><div class=\"ps8575 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Each property, plant, equipment and right-of-use asset is assessed for impairment triggers every quarter to </span></div><div class=\"ps1613 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">identify assets that are damaged, no longer in use or will be disposed. Capitalized development is assessed </span></div><div class=\"ps1614 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">for impairment triggers every quarter to identify development programs where the technological </span></div><div class=\"ps1615 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development or commercial outlook for that specific technology no longer justify the book value. Capitalized </span></div><div class=\"ps8576 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development programs that have not been completed are subject to annual impairment testing. The </span></div><div class=\"ps8577 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">impairment testing of capitalized development includes an update of the future expected cash flows, </span></div><div class=\"ps8578 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">assessing status on technical achievements and reviewing cost incurred compared to budget in order to </span></div><div class=\"ps8579 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">identify if any of the capitalized cost should be expensed. The assets are written down to recoverable </span></div><div class=\"ps8580 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">amount, if lower than book value. Reversal of impairment is assessed annually for assets previously impaired </span></div><div class=\"ps5225 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">or when reversal of impairment triggers have been identified.</span></div><div class=\"ps8581 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Assets in a Cash Generating Unit (CGU)</span></div><div class=\"ps1623 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Impairment indicators are assessed quarterly for all assets (including right-of-use assets) that are part of a </span></div><div class=\"ps1624 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">cash generating unit (CGU). A CGU represents the lowest level of independent revenue generated by the </span></div><div class=\"ps1625 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">assets. This is usually the lowest level where a separate external market exists for the output from the CGU. </span></div><div class=\"ps1626 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Impairment indicators are reviewed for all assets with assessment of market conditions, technological </span></div><div class=\"ps1627 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development, change in order backlog, change in discount rate and other elements that may impact the </span></div><div class=\"ps1628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">value of the assets in the CGU. Assets are usually tested using the value-in-use approach determined by </span></div><div class=\"ps1629 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">discounting expected future cash flows. Various sensitivity analysis for change in future cash flows, growth </span></div><div class=\"ps1630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">rate and WACC is performed for CGUs with limited headroom in the impairment testing. Impairment losses </span></div><div class=\"ps1631 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">are recognized for assets in CGUs where the recoverable amount is lower than book value.</span></div><div class=\"ps8582 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Goodwill</span></div><div class=\"ps8583 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The groups of CGUs that include goodwill are tested for impairment annually or when impairment triggers </span></div><div class=\"ps8584 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">have been identified. The company does not have other assets than goodwill with indefinite useful lives. </span></div><div class=\"ps8585 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps2533 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The impairment testing of assets is by nature highly judgmental as it includes estimates such as future </span></div><div class=\"ps8569 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">market development, cash flows, determination of CGUs and WACC, growth rate used for calculation of </span></div><div class=\"ps3314 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">terminal value and other assumptions that may change over time. In particular, future cash flows are </span></div><div class=\"ps2630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">uncertain as they are impacted by market developments beyond Aker Solutions' control. The oil price </span></div><div class=\"ps2631 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">impacts for example the investment levels in CapEx and maintenance projects </span><span class=\"f charStyle-58bfcdf3 ps8586\">by the oil companies. Carbon </span></div><div class=\"ps2632 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">taxation impacts the investment levels of carbon capture and offshore wind </span><span class=\"f charStyle-15433314 ps8587\">investments. These external factors <span class=\"f ps2\"> </span></span></div><div class=\"ps2633 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">in turn impact the markets in which Aker Solutions operates. </span></div><div class=\"ps8588 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Climate-related Matters</span></div><div class=\"ps2009 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The energy transition may curtail the expected useful lives of oil and gas related assets thereby accelerating </span></div><div class=\"ps8589 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">depreciation charges. The group\u2019s assets related to oil and gas are likely to be fully depreciated within the </span></div><div class=\"ps8590 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">next 10-15 years and projects related to oil and gas will be a part of Aker Solutions\u2019 business activities over </span></div><div class=\"ps8591 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">this period. Aker Solutions will be engaged in traditional oil and gas projects and will also be engaged in </span></div><div class=\"ps8592 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">projects relating to decarbonization solutions and services for existing platforms. Therefore, Aker Solutions </span></div><div class=\"ps8593 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">does not expect any changes to the useful lives of our property, plant, and equipment. Assessment of effect </span></div><div class=\"ps8594 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">on useful lives is not considered to be a significant accounting judgment or estimate. Aker Solutions note </span></div><div class=\"ps8595 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">that assessment of useful lives of future capital expenditure may be different, and local climate changes in </span></div><div class=\"ps8596 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the future may affect useful lives of certain assets. While there are no identified immediate or short-term </span></div><div class=\"ps8597 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">impacts from climate change, Aker Solutions is aware of the ever-changing risks and opportunities to climate </span></div><div class=\"ps8395 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">change. We will regularly assess these risks against judgments and estimates made in preparation of the </span></div><div class=\"ps8396 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">financial statements.</span></div><div class=\"ps5802 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Under all three climate scenarios (described in the \u201cClimate Change\u201d chapter under the</span><span class=\"f charStyle-15433314 ps8598\"> Sustainability </span></div><div class=\"ps5803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Statement) </span><span class=\"f charStyle-15433314 ps8599\">the group expects an increase in the frequency and intensity of extreme weather events. This is </span></div><div class=\"ps6797 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">not expected to lead to any effects on useful economic life of property, plant and equipment per </span><span class=\"f charStyle-15433314 ps8600\">2025</span><span class=\"f charStyle-15433314 ps8601\">. </span></div><div class=\"ps8602 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The expected future cash flows used in impairment testing are affected by climate changes as the projects </span></div><div class=\"ps8603 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions will be engaged in will change going forward. The projects Aker Solutions tender for are </span></div><div class=\"ps8604 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">based on the pipeline of future projects needed to fulfill the energy need in the market. This market has </span></div><div class=\"ps8607 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">changed during the last decade, and Aker Solutions renewables and transitional solutions represented </span><span class=\"f charStyle-15433314 ps8605\">20</span><span class=\"f charStyle-15433314 ps8606\"> </span></div><div class=\"ps8608 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">percent of the revenue in 2025, and we continue to see material projects within this market also in the </span></div><div class=\"ps2066 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">future. As the cash flows used in the impairment testing are based on current backlog together with </span></div><div class=\"ps2067 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">identified prospects, the climate changes have an impact on our impairment testing through the projects </span></div><div class=\"ps2068 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">included in the cash flows used for impairment testing.</span></div><div class=\"ps8610 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">12</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">12</span><span class=\"f charStyle-15433314 ps8195\"> Impairment of Assets cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Cash Flow Assumptions</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">When estimating future cash flows, </span><span class=\"f charStyle-15433314 ps8611\">five</span><span class=\"f charStyle-15433314 ps8612\"> years of cash flows for the </span><span class=\"f charStyle-15433314 ps8613\">period</span><span class=\"f charStyle-15433314 ps8614\"> </span><span class=\"f charStyle-15433314 ps8615\">2026</span><span class=\"f charStyle-15433314 ps8616\"> to </span><span class=\"f charStyle-15433314 ps8617\">2030</span><span class=\"f charStyle-15433314 ps8618\"> have been used as </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">basis. The forecasted cash flows are based on firm orders in the backlog and identified prospects in addition </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">to expected service revenue. ROU lease assets are included in the impairment test. Management has defined </span></div><div class=\"ps844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the growth rate, post-tax discount rate and estimated future cash flows as the most sensitive assumptions in </span></div><div class=\"ps845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the value-in-use calculation. The forecasted cash flows used in the impairment tests reflect organic growth </span></div><div class=\"ps1352 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">only. Other parameters in the assessment are the predicted long-term oil price per barrel, mix of projects and </span></div><div class=\"ps1353 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">services, level of operating expenses and capital expenditure for maintenance of the asset portfolio.</span></div><div class=\"ps8620 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Discount </span><span class=\"f charStyle-7b781339 ps8619\">Rate</span></div><div class=\"ps1722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The WACC used in the impairment testing of goodwill is shown below.</span></div><div class=\"ps8658 ss13\"><div class=\"ss98 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:207.75pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1021 ss799\"><div><div class=\"ps2498 ss128\"><span class=\"f charStyle-99bfcfa0 ps8621\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6929 ss799\"><div><div class=\"ps2498 ss128\"><span class=\"f charStyle-99bfcfa0 ps8622\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8625 ss672\"><div><div class=\"ps1729 ss210\"><span class=\"f charStyle-99bfcfa0 ps8623\">Post-tax <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss210\"><span class=\"f charStyle-99bfcfa0 ps8624\">WACC</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8627 ss672\"><div><div class=\"ps1729 ss210\"><span class=\"f charStyle-99bfcfa0 ps8626\">Pre-tax <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss210\"><span class=\"f charStyle-99bfcfa0 ps8624\">WACC</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8628 ss672\"><div><div class=\"ps1729 ss210\"><span class=\"f charStyle-99bfcfa0 ps8623\">Post-tax <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss210\"><span class=\"f charStyle-99bfcfa0 ps8624\">WACC</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3001 ss672\"><div><div class=\"ps1729 ss210\"><span class=\"f charStyle-99bfcfa0 ps8626\">Pre-tax <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss210\"><span class=\"f charStyle-99bfcfa0 ps8624\">WACC</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #b6b6b6;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #b6b6b6;border-right:0.5pt dotted #b6b6b6;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #b6b6b6;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss801\"><div><div class=\"ps424 ss800\"><span class=\"f charStyle-cb0bd68b ps1\">New Build yards<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8630 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.9%</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8632 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">12.3%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8633 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.7%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8634 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">13.4%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss801\"><div><div class=\"ps424 ss800\"><span class=\"f charStyle-cb0bd68b ps1\">New Energies<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8635 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.6%</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8637 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8636\"></span><span class=\"ps8636\">11.7%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8638 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">10.0%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8639 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">12.0%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss801\"><div><div class=\"ps424 ss800\"><span class=\"f charStyle-cb0bd68b ps1\">Life Cycle<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8640 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.9%</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8641 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8636\"></span><span class=\"ps8636\">11.6%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8642 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">10.0%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8643 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">12.5%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss801\"><div><div class=\"ps424 ss800\"><span class=\"f charStyle-cb0bd68b ps1\">Benestad and Power &amp; Controls<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8644 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.5%</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8645 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8636\"></span><span class=\"ps8636\">11.2%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8646 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.6%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8647 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8636\"></span><span class=\"ps8636\">11.5%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6226 ss801\"><div><div class=\"ps424 ss800\"><span class=\"f charStyle-cb0bd68b ps1\">Hydropower</span><span class=\"f charStyle-a61f3c46 ps8648\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8649 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.9%</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8650 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8636\"></span><span class=\"ps8636\">12.1%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8651 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.9%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8652 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.9%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3809 ss801\"><div><div class=\"ps424 ss800\"><span class=\"f charStyle-cb0bd68b ps1\">Additech<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8653 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.5%</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8654 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">10.6%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8656 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b ps8655\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8657 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b ps8655\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8659 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps236\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span><span class=\"ps1348\">Hydropower had significant tax losses carry forward and no tax payments were assumed in the 2024 impairment testing. In </span></span></div><div class=\"ps8660 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1348\">2025, Aker Solutions Hydropower AS merged with Aker Solutions AS.</span></div><div class=\"ps8662 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Estimated future cash flows are discounted to their present value using the weighted average cost of capital </span></div><div class=\"ps8663 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">(WACC), which is a post-tax discount rate. The WACC is based on a risk-free interest rate, a risk premium </span></div><div class=\"ps8664 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and average beta values of peers within each market. A separate WACC has been calculated for each of the </span></div><div class=\"ps8665 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">CGUs taken into consideration country specific risk premiums and long-term risk free interest rates. A growth </span></div><div class=\"ps8668 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">rate has been applied to calculate terminal value after the </span><span class=\"f charStyle-15433314 ps8666\">five</span><span class=\"f charStyle-15433314 ps8667\">-year period. </span></div><div class=\"ps1303 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Impairment Testing of Individual Assets and CGUs</span></div><div class=\"ps817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The table below summarizes the net </span><span class=\"f charStyle-15433314 ps8670\">impairments</span><span class=\"f charStyle-15433314 ps8671\"> recognized per group of assets and per segment.</span></div><div class=\"ps8729 ss13\"><div class=\"ss98 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:174.75pt\"></td><td style=\"padding:0;width:38.25pt\"></td><td style=\"padding:0;width:38.25pt\"></td><td style=\"padding:0;width:26.25pt\"></td><td style=\"padding:0;width:26.25pt\"></td><td style=\"padding:0;width:26.25pt\"></td><td style=\"padding:0;width:26.25pt\"></td><td style=\"padding:0;width:26.25pt\"></td><td style=\"padding:0;width:26.25pt\"></td></tr><tr style=\"height:36.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8675 ss802\"><div><div class=\"ps6931 ss54\"><span class=\"f charStyle-99bfcfa0 ps8672\">Renewables and <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss54\"><span class=\"f charStyle-99bfcfa0 ps8673\">Field </span></div><div class=\"ps6924 ss54\"><span class=\"f charStyle-99bfcfa0 ps8674\">Development</span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8677 ss804\"><div><div class=\"ps6924 ss803\"><span class=\"f charStyle-99bfcfa0 ps8676\">Life Cycle<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8679 ss804\"><div><div class=\"ps6924 ss803\"><span class=\"f charStyle-99bfcfa0 ps8678\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8681 ss804\"><div><div class=\"ps6924 ss803\"><span class=\"f charStyle-99bfcfa0 ps8680\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #838e98;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps5878 ss806\"><div><div class=\"ps474 ss805\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8682 ss807\"><div><div class=\"ps419 ss59\"><span class=\"f charStyle-99bfcfa0 ps1023\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8683 ss807\"><div><div class=\"ps419 ss59\"><span class=\"f charStyle-99bfcfa0 ps1026\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8684 ss809\"><div><div class=\"ps419 ss808\"><span class=\"f charStyle-99bfcfa0 ps5079\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8686 ss809\"><div><div class=\"ps419 ss808\"><span class=\"f charStyle-99bfcfa0 ps8685\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8687 ss809\"><div><div class=\"ps419 ss808\"><span class=\"f charStyle-99bfcfa0 ps5079\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps5881 ss809\"><div><div class=\"ps419 ss808\"><span class=\"f charStyle-99bfcfa0 ps8685\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8688 ss809\"><div><div class=\"ps419 ss808\"><span class=\"f charStyle-99bfcfa0 ps5079\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8689 ss809\"><div><div class=\"ps419 ss808\"><span class=\"f charStyle-99bfcfa0 ps8685\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps567 ss810\"><div><div class=\"ps424 ss805\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment of intangible assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8691 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8692 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8694 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8695 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8696 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8697 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8698 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8699 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">2</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss810\"><div><div class=\"ps424 ss805\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment of property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8700 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8701 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8702 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8703 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8704 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">6</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8705 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8706 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8707 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss810\"><div><div class=\"ps424 ss805\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment of right-of-use assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8708 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8709 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8710 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8711 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8712 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8714 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.16pt\"></span></span><span class=\"ps8713\">15</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8715 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8716 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.16pt\"></span></span><span class=\"ps8713\">15</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1473 ss810\"><div><div class=\"ps424 ss805\"><span class=\"f charStyle-2dae0141 ps1\">Total impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8718 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.59pt\"></span></span><span class=\"ps8717\">2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8719 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.59pt\"></span></span><span class=\"ps8717\">2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8721 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.59pt\"></span></span><span class=\"ps8720\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8722 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.59pt\"></span></span><span class=\"ps8720\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8723 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.59pt\"></span></span><span class=\"ps8720\">8</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8725 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:12.31pt\"></span></span><span class=\"ps8724\">20</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8727 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.93pt\"></span></span><span class=\"ps8726\">10</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8728 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:12.31pt\"></span></span><span class=\"ps8724\">22</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company had net impairments of NOK </span><span class=\"f charStyle-15433314 ps8730\">10</span><span class=\"f charStyle-15433314 ps8731\"> million in </span><span class=\"f charStyle-15433314 ps8732\">2025</span><span class=\"f charStyle-15433314 ps8733\"> (NOK </span><span class=\"f charStyle-15433314 ps8734\">22</span><span class=\"f charStyle-15433314 ps8735\"> million in </span><span class=\"f charStyle-15433314 ps8736\">2024</span><span class=\"f charStyle-15433314 ps8737\">). Impairments in the </span></div><div class=\"ps8739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">year related to fixed assets no longer in use and right-of-use assets with empty areas available for sublease.</span></div><div class=\"ps8740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">12</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">12</span><span class=\"f charStyle-15433314 ps8195\"> Impairment of Assets cont.</span></div><div class=\"ps7480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Impairment Testing of Goodwill</span></div><div class=\"ps816 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The groups of CGUs identified when testing goodwill represent the level where synergies are expected and </span></div><div class=\"ps817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">goodwill is monitored. ROU lease assets are included in the impairment testing. </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The book value of goodwill for the groups of CGUs that include goodwill is shown below.</span></div><div class=\"ps8760 ss13\"><div class=\"ss98 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:308.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss814\"><div><div class=\"ps8 ss813\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6929 ss583\"><div><div class=\"ps2498 ss210\"><span class=\"f charStyle-99bfcfa0 ps5041\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps2997 ss583\"><div><div class=\"ps2498 ss210\"><span class=\"f charStyle-99bfcfa0 ps5191\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #929292;padding:0\"><div class=\"ps261 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">New Build yards (Renewables and Field Development)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8742 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.52pt\"></span></span><span class=\"ps7590\">1,302</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8743 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.81pt\"></span></span><span class=\"ps3600\">1,302<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">New Energies (Renewables and Field Development)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8744 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">226</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8745 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.8pt\"></span></span><span class=\"ps2849\">226<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">Life Cycle (Life Cycle)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8746 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.52pt\"></span></span><span class=\"ps7590\">1,300</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8747 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.81pt\"></span></span><span class=\"ps3600\">1,303<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">Benestad (Other)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8748 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">188</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8750 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.33pt\"></span></span><span class=\"ps8749\">188<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">Hydropower and Power &amp; Controls (Other)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8751 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">82</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8753 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.92pt\"></span></span><span class=\"ps8752\">82<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">Additech (Other)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8754 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">19</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8756 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.04pt\"></span></span><span class=\"ps8755\">0<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7503 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-2dae0141 ps1\">Total goodwill as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8757 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">3,117</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8759 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.02pt\"></span></span><span class=\"ps8758\">3,101<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8761 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Assumptions</span></div><div class=\"ps8762 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A post-tax value-in-use method was used, with pre-tax rates calculated using an iterative method for </span></div><div class=\"ps8763 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">illustration purposes only. The forecasted cash flows are based on firm orders and an expected share of new </span></div><div class=\"ps8766 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contracts. When determining the terminal value, a growth rate of </span><span class=\"f charStyle-15433314 ps8764\">1.5</span><span class=\"f charStyle-15433314 ps8765\"> percent has been used for the CGUs. </span></div><div class=\"ps8767 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The annual impairment testing of goodwill did not result in any impairment losses.</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Sensitivities</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The impairment testing is affected by changes in demand for Aker Solutions\u2019 products and services. External </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">factors such as long-term oil prices and governments\u2019 policies regarding renewable energy sources and </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">decarbonization impact customers\u2019 investment decisions. The testing is also affected by changes in WACC, </span></div><div class=\"ps392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">growth rates, product mix, cost levels and the ability of Aker Solutions to secure projects as forecasted in the </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">cash flow. Multiple sensitivity tests have been run on the key assumptions in the value-in-use calculation to </span></div><div class=\"ps401 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">evaluate possible adverse changes. This includes changing the discount rate and growth rate in addition to </span></div><div class=\"ps1641 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">reducing the expected future cash flows. </span><span class=\"f charStyle-15433314 ps8769\">Reasonable changes in assumptions would not have lead to any </span></div><div class=\"ps818 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">impairment of goodwill.</span></div><div class=\"ps2569 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions acknowledge that our business will be affected by climate risks. The growth rate embedded in <span class=\"f ps2\"> </span></span></div><div class=\"ps2570 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">impairment testing is lower than the inflation that is assumed in the WACC calculation, leading to a negative </span></div><div class=\"ps2571 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">real growth rate. This is embedded in the numbers to reflect that the oil and gas activities are not assumed to </span></div><div class=\"ps1722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">have infinite lives. When material climate risk effects on operations are identified, impairment assessments </span></div><div class=\"ps1867 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">will be reassessed. Climate risks are assessed and described in the Sustainability Statement.</span></div><div class=\"ps2879 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The recoverable amounts exceed book value for all scenarios and for all the CGUs in the goodwill impairment </span></div><div class=\"ps2573 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">testing both in </span><span class=\"f charStyle-15433314 ps8770\">2025</span><span class=\"f charStyle-15433314 ps8771\"> and </span><span class=\"f charStyle-15433314 ps8772\">2024</span><span class=\"f charStyle-15433314 ps8773\">. </span></div><div class=\"ps2710 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">See note 10</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about property, plant and equipment</span></div><div class=\"ps1953 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">See note 11</a></span><span class=\"f charStyle-27c8d1b7 ps8774\"> </span><span class=\"f charStyle-15433314 ps8775\">for more information about intangible assets</span></div><div class=\"ps1689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about right-of-use lease assets</span></div><div class=\"ps2079 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-8e659db2 ps1587\"> </span></div><span class=\"f charStyle-58d2db5a ps8777\">Trade and Other Receivables</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Judgments and Estimates</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Judgment is involved when determining the impairment losses on receivables and customer contract assets. </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The impairment is based on individual assessments of each customer and default risk in the industry and the </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">country in which the customer operates in line with the expected credit loss method (ECL). The customers of </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions are mainly large, international energy companies with low credit risk.</span></div><div class=\"ps8778 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Trade and Other Receivables</span></div><div class=\"ps8797 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:292.5pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss816\"><div><div class=\"ps8 ss690\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6834 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4954 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Trade receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8779 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">7,144</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8781 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">6,026</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Trade receivables, related parties<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8783 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">592</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8784 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">342</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Less bad debt provision<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8785 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.12pt\"></span></span><span class=\"ps437\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8786 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.53pt\"></span></span><span class=\"ps499\">-161</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1417 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-2dae0141 ps1\">Trade receivables, net<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8788 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">7,719</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8790 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">6,208</span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4986 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Customer contract assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8791 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">4,743</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8792 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">4,721</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7938 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Other receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8793 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">549</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8794 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">204</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps4789 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-2dae0141 ps1\">Customer contract assets and other receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8795 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">5,292</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8796 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">4,925</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Bad Debt Provision</span></div><div class=\"ps7794 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:292.5pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss816\"><div><div class=\"ps8 ss690\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6834 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4954 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt dotted #818b91;border-right:0.5pt dotted #818b91;padding:0\"><div class=\"ps261 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of January 1 <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #818b91;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8779 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.53pt\"></span></span><span class=\"ps499\">-161</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8781 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.53pt\"></span></span><span class=\"ps499\">-116</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt dotted #818b91;border-right:0.5pt dotted #818b91;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps7011 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions made during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8783 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.12pt\"></span></span><span class=\"ps437\">-10</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8784 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.59pt\"></span></span><span class=\"ps8798\">-67</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt dotted #818b91;border-right:0.5pt dotted #818b91;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps1461 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions reversed during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8785 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">139</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8786 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.16pt\"></span></span><span class=\"ps8800\">31</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt dotted #818b91;border-right:0.5pt dotted #818b91;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps1417 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions used during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8788 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8790 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #818b91;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps569 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8801 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">7</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8803 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.71pt\"></span></span><span class=\"ps8802\">-9</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7499 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8804 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.89pt\"></span></span><span class=\"ps6485\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8806 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.23pt\"></span></span><span class=\"ps8805\">-161</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8807 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Aging of Trade Receivables</span></div><div class=\"ps8809 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:292.5pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss816\"><div><div class=\"ps8 ss690\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6834 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4954 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Not due<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8779 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">7,240</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8781 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">5,394</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Past due 0-30 days<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8783 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">149</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8784 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">270</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Past due 31-90 days<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8785 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">98</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8786 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">223</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Past due 91 days to one year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8788 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">86</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8790 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">360</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Past due more than one year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8801 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">163</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8803 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">122</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7499 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8804 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">7,736</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8806 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">6,368</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8810 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">An unstable geopolitical situation has increased volatility and risk in financial markets over the recent years. </span></div><div class=\"ps8811 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">In Aker Solutions, the credit risk has not changed significantly, as the majority of customers are large, </span></div><div class=\"ps8812 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">international energy companies.</span></div><div class=\"ps6779 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">See note 3</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about customer contract assets and trade receivables</span></div><div class=\"ps7858 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_433\" style=\"z-index:1\">See note 21</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about credit risk and the ECL method</span></div><div class=\"ps1635 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_442\" style=\"z-index:1\">See note 24</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about financial assets and liabilities </span></div><div class=\"ps8813 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_460\" style=\"z-index:1\">See note 27</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about receivables to related parties</span></div><span class=\"f charStyle-58d2db5a ps7083\">Financial Investments </span><div class=\"ps7716 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:292.5pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss816\"><div><div class=\"ps8 ss690\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6834 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4954 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Shares in SLB<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8779 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8781 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">2,197</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7011 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8783 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8784 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">2,197</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Shares in SLB</span></div><div class=\"ps8818 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">As part of the consideration from the sale of the subsea business in 2023, Aker Solutions received USD </span></div><div class=\"ps8821 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">306.5 million from SLB in the form of </span><span class=\"f charStyle-15433314 ps8819\">5,057,706</span><span class=\"f charStyle-15433314 ps8820\"> shares in SLB. </span></div><div class=\"ps8822 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The shares are measured at fair value through profit and loss. The investment is exposed to currency risk and </span></div><div class=\"ps8824 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">share price ris</span><span class=\"f charStyle-27c8d1b7 ps8823\">k. No currency hedges have been arranged for the currency exposure during 2025. Part of the </span></div><div class=\"ps8827 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">currency exposure was secured with put options during 2024 and</span><span class=\"f charStyle-5b8fb5b6 ps8825\"> </span><span class=\"f charStyle-27c8d1b7 ps8826\">a loss of NOK 114 million for the put option </span></div><div class=\"ps8828 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">was recognized as part of net foreign exchange gain (loss).</span></div><div class=\"ps8829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The shares in SLB have been disposed in 2026.</span></div><div class=\"ps7670 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_433\" style=\"z-index:1\">See note 21</a></span><span class=\"f charStyle-15433314 ps7693\"> for more information about financial risk management and exposures</span></div><div class=\"ps8830 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_442\" style=\"z-index:1\">See note 24</a></span><span class=\"f charStyle-15433314 ps7695\"> for more information about financial assets and liabilities</span></div><div class=\"ps8831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_3634\" style=\"z-index:1\">See note 29</a></span><span class=\"f charStyle-15433314 ps7695\"> for more information about the disposal of the shares in SLB</span></div><span class=\"f charStyle-58d2db5a ps8840\">Cash and Cash Equivalents</span><div class=\"ps7716 ss13\"><div class=\"ss820 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:275.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss818\"><div><div class=\"ps40 ss817\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8842 ss511\"><div><div class=\"ps3500 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8843 ss511\"><div><div class=\"ps3500 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss819\"><div><div class=\"ps40 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Interest-bearing deposits in cash pool<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8844 ss513\"><div><div class=\"ps40 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">2,621</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8845 ss513\"><div><div class=\"ps40 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,854</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss819\"><div><div class=\"ps40 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Other interest-bearing deposits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8846 ss513\"><div><div class=\"ps40 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,094</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8847 ss513\"><div><div class=\"ps40 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,005</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1461 ss819\"><div><div class=\"ps40 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8848 ss513\"><div><div class=\"ps40 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8849 ss513\"><div><div class=\"ps40 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">2,860</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8850 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Available Liquidity</span></div><div class=\"ps8853 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Additional undrawn committed non-current bank revolving credit facilities amounted to NOK </span><span class=\"f charStyle-15433314 ps8851\">5.0<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps8852\"> billion, <span class=\"f ps2\"> </span></span></div><div class=\"ps8856 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">compared to NOK </span><span class=\"f charStyle-15433314 ps8854\">3.0</span><span class=\"f charStyle-15433314 ps8855\"> billion in the prior period. Together with cash and cash equivalents, this gives a total </span></div><div class=\"ps8861 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">liquidity buffer of NOK </span><span class=\"f charStyle-15433314 ps8857\">8.7</span><span class=\"f charStyle-15433314 ps8858\"> billion, compared to NOK </span><span class=\"f charStyle-15433314 ps8859\">5.9</span><span class=\"f charStyle-15433314 ps8860\"> billion in prior year.</span></div><div class=\"ps8862 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_433\" style=\"z-index:1\">See note 21</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about cash restrictions and the cash pool arrangement</span></div><div class=\"ps8863 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_436\" style=\"z-index:1\">See note 22</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about capital management</span></div><span class=\"f charStyle-58d2db5a ps8867\">Equity</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Share Capital</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions ASA was founded May 23, 2014, and the share capital was NOK 531,540,456 divided into </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">492,167,089 shares, each having a nominal value of NOK 1.08 as of December 31, <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps8868\">2025</span><span class=\"f charStyle-15433314 ps8869\">. All issued shares </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">are fully paid. Aker Solutions ASA has one class of shares, ordinary shares, with equal rights for all shares. </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The holders of ordinary shares are entitled to receive dividends and are entitled to one vote per share at </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">general meetings. </span></div><div class=\"ps8870 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Treasury Shares</span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The group purchases its own shares to meet obligations under employee share purchase programs and </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">variable pay programs for management. Treasury shares are not included in the weighted average number of </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">ordinary shares.</span><span class=\"f charStyle-15433314 ps8871\"> Earnings per share have been calculated based on an average of </span><span class=\"f charStyle-15433314 ps8872\">482,225,016</span><span class=\"f charStyle-15433314 ps8873\"> shares </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">outstanding December 31, </span><span class=\"f charStyle-15433314 ps8874\">2025</span><span class=\"f charStyle-15433314 ps8875\">. Consideration for treasury shares sold in </span><span class=\"f charStyle-15433314 ps8876\">2025</span><span class=\"f charStyle-15433314 ps8877\"> was NOK </span><span class=\"f charStyle-15433314 ps8878\">154</span><span class=\"f charStyle-15433314 ps8879\"> million.</span></div><div class=\"ps8886 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:330.75pt\"></td><td style=\"padding:0;width:92.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss757\"><div><div class=\"ps8 ss756\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8064 ss822\"><div><div class=\"ps2498 ss821\"><span class=\"f charStyle-99bfcfa0 ps8880\">Number of shares<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss759\"><div><div class=\"ps40 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Treasury shares as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8881 ss823\"><div><div class=\"ps40 ss821\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.64pt\"></span></span><span class=\"ps4517\">12,843,557</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss759\"><div><div class=\"ps40 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Sale<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8883 ss823\"><div><div class=\"ps40 ss821\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.72pt\"></span></span><span class=\"ps8882\">-4,845,014</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1461 ss759\"><div><div class=\"ps40 ss756\"><span class=\"f charStyle-2dae0141 ps1\">Treasury shares as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8885 ss823\"><div><div class=\"ps40 ss821\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.39pt\"></span></span><span class=\"ps8884\">7,998,543</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Hedging Reserve</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The hedge reserve mainly relates to effects of currency cash flow hedges that are not yet recognized in the </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">income statement. The hedging effects are recognized in the income statement according to the progress of </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the underlying customer contract.</span></div><div class=\"ps6674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Translation Reserve<span class=\"f ps2\"> </span></span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The currency translation reserve includes foreign exchange differences arising from the translation of the </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">subsidiaries into the presentation currency of the consolidated financial statements.</span></div><div class=\"ps8888 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Fair Value Reserve</span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The fair value reserve includes fair value adjustments of equity securities at fair value through other </span></div><div class=\"ps2036 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">comprehensive income (FVOCI).</span></div><div class=\"ps8889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_364\" style=\"z-index:1\">See note 2</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about currency translation of subsidiaries </span></div><div class=\"ps1620 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_517\" style=\"z-index:1\">See note 10</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> in the parent company financial statement for overview of the largest shareholders</span></div><div class=\"ps6820 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_439\" style=\"z-index:1\">See note 23</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about hedging</span></div><div class=\"ps8890 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">See note 26</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about equity securities in the fair value reserve</span></div><span class=\"f charStyle-58d2db5a ps8892\">Leases and Investment Property</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The company leases a number of office buildings, manufacturing and service sites in addition to some </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">machines and vehicles. Contracts that contain a lease are recognized on the balance sheet as a right-of-use </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">asset and lease liability unless the lease is short-term or low-value. Vacated leased property made available </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">for sublease and property with operational subleases are classified as investment property.</span></div><div class=\"ps8389 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps7044 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The lease liability represents the net present value of the lease payments to be made over the remaining </span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">lease period. The discount rate is calculated for each lease based on a model that includes swap-rates, credit </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">risk and country risk. The right-of-use asset is depreciated over the lease term and is subject to impairment </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">testing. Several property leases contain extension options or cancellation clauses. The non-cancellable lease </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">period is basis for the lease commitment. Periods covered by extension or termination options are included </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">when it is reasonably certain that the lease period will be extended. When management has decided to </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">extend the lease period is typically an event that would trigger an updated assessment of the reasonably </span></div><div class=\"ps6681 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">certain criteria.</span></div><div class=\"ps2056 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">When a separable part of a leased property has been vacated by Aker Solutions, the right-of-use asset is </span></div><div class=\"ps7050 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reclassified as investment property and assessed for impairment. The investment property is measured using </span></div><div class=\"ps8893 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the cost model, meaning that the book value and depreciation of the lease term from the ROU asset is the </span></div><div class=\"ps6663 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">basis for measuring the investment property. When testing the investment property for impairment, the </span></div><div class=\"ps6664 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">expected future sublease income is discounted to present value and compared to the value of the investment </span></div><div class=\"ps6665 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">property. The cost model together with impairment assessments is also an estimate of fair value of the right-</span></div><div class=\"ps8894 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of-use asset classified as investment property.</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company has a number of subleases. Income from operational subleases on investment property is </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">recognized as other income. Subleases covering the major part of the lease term in the head-lease are </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">classified as financial subleases. The portion of the right-of-use asset or investment property subject to </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">financial sublease is derecognized and a sublease receivable is recognized in the balance sheet when the </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">sublease commences.</span><span class=\"f charStyle-15433314 ps8896\"> </span></div><div class=\"ps6674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Judgment is involved when determining impairment of the investment property. Impairment is assessed for </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">separable parts of leased buildings that have been or will be vacated in the near future. The impairment is </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">sensitive to changes in estimated future expected sublease income and sublease period. Further, judgment is </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">involved when determining whether sublease contracts are financial or operational, as well as when </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">determining lease term for contracts that have extension or termination options. Determination of the </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">discount rate also involves judgment.</span></div><div class=\"ps7049 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">17</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">17</span><span class=\"f charStyle-15433314 ps8195\"> Leases and Investment Property cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Right-of-Use (ROU) Assets </span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The movement in the right-of-use assets is summarized below.</span></div><div class=\"ps6985 ss13\"><div class=\"ss98 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:212.25pt\"></td><td style=\"padding:0;width:48.75pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:39.75pt\"></td></tr><tr style=\"height:35.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss826\"><div><div class=\"ps8972 ss824\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8976 ss827\"><div><div class=\"ps8974 ss43\"><span class=\"f charStyle-99bfcfa0 ps8973\">Land and <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss43\"><span class=\"f charStyle-99bfcfa0 ps4291\">buildings</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4482 ss828\"><div><div class=\"ps8974 ss364\"><span class=\"f charStyle-99bfcfa0 ps3661\">Investment <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss364\"><span class=\"f charStyle-99bfcfa0 ps8977\">property</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3878 ss828\"><div><div class=\"ps8979 ss364\"><span class=\"f charStyle-99bfcfa0 ps8978\">Machinery, <span class=\"f ps2\"> </span></span></div><div class=\"ps8974 ss364\"><span class=\"f charStyle-99bfcfa0 ps8980\">vehicles </span></div><div class=\"ps8975 ss364\"><span class=\"f charStyle-99bfcfa0 ps8981\">and other</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6199 ss829\"><div><div class=\"ps8975 ss309\"><span class=\"f charStyle-99bfcfa0 ps6936\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps564 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Historical cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1740 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Balance at January 1, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8899 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.49pt\"></span></span><span class=\"ps8898\">3,836</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4527 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.8pt\"></span></span><span class=\"ps8900\">1,159</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8902 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.38pt\"></span></span><span class=\"ps8901\">57</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8904 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:12.99pt\"></span></span><span class=\"ps8903\">5,052</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1751 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Additions and remeasurement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8906 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.01pt\"></span></span><span class=\"ps8905\">263</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4539 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.38pt\"></span></span><span class=\"ps8901\">27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8908 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.91pt\"></span></span><span class=\"ps8907\">10</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6210 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.53pt\"></span></span><span class=\"ps8909\">299</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1762 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">De-recognition through financial sublease<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8911 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.21pt\"></span></span><span class=\"ps8910\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4549 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8913 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8915 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.05pt\"></span></span><span class=\"ps8914\">-2</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4558 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of lease contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8917 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.97pt\"></span></span><span class=\"ps8916\">-726</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4561 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8919 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.46pt\"></span></span><span class=\"ps8918\">-8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8921 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.49pt\"></span></span><span class=\"ps8920\">-734</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6308 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Transfer between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8923 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.13pt\"></span></span><span class=\"ps8922\">55</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8925 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-55</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8926 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6310 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.09pt\"></span></span><span class=\"ps8927\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps37 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8929 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.07pt\"></span></span><span class=\"ps8928\">101</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8930 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.38pt\"></span></span><span class=\"ps8901\">84</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8931 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8933 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.15pt\"></span></span><span class=\"ps8932\">186</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7754 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8935 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.99pt\"></span></span><span class=\"ps8934\">3,528</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8937 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.48pt\"></span></span><span class=\"ps8936\">1,214</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8939 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.06pt\"></span></span><span class=\"ps8938\">59</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8941 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.61pt\"></span></span><span class=\"ps8940\">4,801</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1482 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Additions and remeasurement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8942 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.01pt\"></span></span><span class=\"ps8905\">740</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8943 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.38pt\"></span></span><span class=\"ps8901\">82</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8944 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8945 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.53pt\"></span></span><span class=\"ps8909\">822</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1548 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">De-recognition through financial sublease<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8947 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.74pt\"></span></span><span class=\"ps8946\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8948 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8949 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8951 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.67pt\"></span></span><span class=\"ps8950\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7762 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of lease contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8952 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.97pt\"></span></span><span class=\"ps8916\">-352</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8954 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.22pt\"></span></span><span class=\"ps8953\">-207</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8955 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.46pt\"></span></span><span class=\"ps8918\">-3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8956 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.49pt\"></span></span><span class=\"ps8920\">-562</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2130 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Transfer between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8957 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.13pt\"></span></span><span class=\"ps8922\">50</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8958 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-50</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8959 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8960 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.09pt\"></span></span><span class=\"ps8927\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5435 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8962 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.09pt\"></span></span><span class=\"ps8961\">-55</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8963 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-44</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8964 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8966 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.77pt\"></span></span><span class=\"ps8965\">-99</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6021 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8967 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.61pt\"></span></span><span class=\"ps5033\">3,912</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8969 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.78pt\"></span></span><span class=\"ps8968\">996</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8970 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.06pt\"></span></span><span class=\"ps8938\">58</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8971 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:12.99pt\"></span></span><span class=\"ps8903\">4,966</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td></tr></tbody></table></div></div></div><div class=\"ps6985 ss13\"><div class=\"ss98 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:212.25pt\"></td><td style=\"padding:0;width:48.75pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:39.75pt\"></td></tr><tr style=\"height:35.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss826\"><div><div class=\"ps8972 ss824\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8976 ss827\"><div><div class=\"ps8974 ss43\"><span class=\"f charStyle-99bfcfa0 ps8973\">Land and <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss43\"><span class=\"f charStyle-99bfcfa0 ps4291\">buildings</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4482 ss828\"><div><div class=\"ps8974 ss364\"><span class=\"f charStyle-99bfcfa0 ps3661\">Investment <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss364\"><span class=\"f charStyle-99bfcfa0 ps8977\">property</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3878 ss828\"><div><div class=\"ps8979 ss364\"><span class=\"f charStyle-99bfcfa0 ps8978\">Machinery, <span class=\"f ps2\"> </span></span></div><div class=\"ps8974 ss364\"><span class=\"f charStyle-99bfcfa0 ps8980\">vehicles </span></div><div class=\"ps8975 ss364\"><span class=\"f charStyle-99bfcfa0 ps8981\">and other</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6199 ss829\"><div><div class=\"ps8975 ss309\"><span class=\"f charStyle-99bfcfa0 ps6936\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps564 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Accumulated depreciation and impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1740 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Balance at January 1, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8899 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.45pt\"></span></span><span class=\"ps8982\">-2,339</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4527 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.22pt\"></span></span><span class=\"ps8953\">-779</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8902 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-22</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8904 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.19pt\"></span></span><span class=\"ps4481\">-3,141</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1751 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8906 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.97pt\"></span></span><span class=\"ps8916\">-398</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4539 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-30</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8908 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.46pt\"></span></span><span class=\"ps8918\">-9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6210 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.49pt\"></span></span><span class=\"ps8920\">-438</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1762 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Impairments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8911 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.21pt\"></span></span><span class=\"ps8910\">-7</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4549 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-37</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8913 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8915 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.77pt\"></span></span><span class=\"ps8965\">-44</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4558 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Reversal of impairments this period<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8917 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.13pt\"></span></span><span class=\"ps8922\">29</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4561 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8919 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8921 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.81pt\"></span></span><span class=\"ps8983\">29</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6308 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation and impairment on disposal of ROU, acc.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8923 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.01pt\"></span></span><span class=\"ps8905\">720</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8925 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8926 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6310 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.53pt\"></span></span><span class=\"ps8909\">729</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps37 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation difference<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8929 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.09pt\"></span></span><span class=\"ps8961\">-74</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8930 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8931 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8933 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.11pt\"></span></span><span class=\"ps8984\">-129</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7754 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8935 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.95pt\"></span></span><span class=\"ps8985\">-2,069</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8937 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.74pt\"></span></span><span class=\"ps8986\">-902</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8939 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.02pt\"></span></span><span class=\"ps8987\">-23</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8941 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:9.95pt\"></span></span><span class=\"ps8988\">-2,994</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1482 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8942 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.97pt\"></span></span><span class=\"ps8916\">-467</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8943 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.87pt\"></span></span><span class=\"ps8989\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8944 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.46pt\"></span></span><span class=\"ps8918\">-9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8945 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.49pt\"></span></span><span class=\"ps8920\">-493</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1548 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Impairments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8947 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.62pt\"></span></span><span class=\"ps8990\">-19</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8948 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.99pt\"></span></span><span class=\"ps8991\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8949 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8951 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.77pt\"></span></span><span class=\"ps8965\">-20</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7762 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Reversal of impairments this period<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8952 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.66pt\"></span></span><span class=\"ps8992\">17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8954 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8955 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8956 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.43pt\"></span></span><span class=\"ps8993\">17</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2130 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation and impairment on disposal of ROU, acc.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8957 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.07pt\"></span></span><span class=\"ps8928\">311</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8958 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.79pt\"></span></span><span class=\"ps8994\">182</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8959 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8960 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.53pt\"></span></span><span class=\"ps8909\">496</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5435 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation difference<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8962 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.13pt\"></span></span><span class=\"ps8922\">38</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8963 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.91pt\"></span></span><span class=\"ps8907\">31</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8964 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8966 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.81pt\"></span></span><span class=\"ps8983\">69</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6021 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8967 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.57pt\"></span></span><span class=\"ps8995\">-2,188</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8969 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.74pt\"></span></span><span class=\"ps8986\">-708</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8970 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.02pt\"></span></span><span class=\"ps8987\">-29</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8971 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:9.95pt\"></span></span><span class=\"ps8988\">-2,925</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps71 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8996 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.61pt\"></span></span><span class=\"ps5033\">1,459</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8998 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.4pt\"></span></span><span class=\"ps8997\">312</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8999 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.06pt\"></span></span><span class=\"ps8938\">36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9000 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.61pt\"></span></span><span class=\"ps8940\">1,807</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9001 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9002 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.61pt\"></span></span><span class=\"ps5033\">1,724</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9003 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.78pt\"></span></span><span class=\"ps8968\">288</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9004 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.06pt\"></span></span><span class=\"ps8938\">29</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9005 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.61pt\"></span></span><span class=\"ps8940\">2,041</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4390 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">17</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">17</span><span class=\"f charStyle-15433314 ps8195\"> Leases and Investment Property cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Lease liabilities and Lease Receivables</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The movement in lease liabilities and lease receivables related to subleases are shown in the table below. </span></div><div class=\"ps6985 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:183pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:32.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9007 ss831\"><div><div class=\"ps9006 ss830\"><span class=\"f charStyle-99bfcfa0 ps7590\">Lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7780 ss831\"><div><div class=\"ps1729 ss830\"><span class=\"f charStyle-99bfcfa0 ps9008\">Lease receivable <span class=\"f ps2\"> </span></span></div><div class=\"ps9006 ss830\"><span class=\"f charStyle-99bfcfa0 ps8203\">(sublease)<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4771 ss833\"><div><div class=\"ps8 ss832\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9009 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3973\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9010 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3971\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9011 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3973\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9012 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3971\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps3034 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-ac370e2b ps1\">Movement of lease liabilities and receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2111 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of January 1<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9013 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">3,345</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9014 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">3,540</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9015 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">567</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9016 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">677</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5204 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Additions and remeasurement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9017 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">680</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9018 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">321</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9019 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.75pt\"></span></span><span class=\"ps5949\">-140</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9021 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.44pt\"></span></span><span class=\"ps9020\">11</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps267 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">De-recognition<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt dotted #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9022 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-87</span></span></div></div></div></td><td style=\"border-bottom:0.5pt dotted #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9023 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.46pt\"></span></span><span class=\"ps6015\">-5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt dotted #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9024 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.5pt\"></span></span><span class=\"ps5966\">0</span></span></div></div></div></td><td style=\"border-bottom:0.5pt dotted #818b91;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9025 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-45</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps33 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense/sublease interest income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps9026 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">157</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps9027 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">156</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps9028 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.91pt\"></span></span><span class=\"ps6085\">15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps9029 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.38pt\"></span></span><span class=\"ps5985\">26</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2946 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Lease payments/sublease payments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9030 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.22pt\"></span></span><span class=\"ps5944\">-885</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9031 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.22pt\"></span></span><span class=\"ps5944\">-827</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9032 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.75pt\"></span></span><span class=\"ps5949\">-142</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9033 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.75pt\"></span></span><span class=\"ps5949\">-149</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2950 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9034 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-79</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9035 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.32pt\"></span></span><span class=\"ps6152\">161</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9036 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.87pt\"></span></span><span class=\"ps5932\">-21</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9037 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.38pt\"></span></span><span class=\"ps5985\">47</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2289 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9038 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.86pt\"></span></span><span class=\"ps5957\">3,135</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9039 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.24pt\"></span></span><span class=\"ps5913\">3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9040 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.78pt\"></span></span><span class=\"ps6002\">279</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9041 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.78pt\"></span></span><span class=\"ps6002\">567</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9042 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Of which current<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9043 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">615</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9044 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">708</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9045 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.38pt\"></span></span><span class=\"ps5985\">73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9046 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">122</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6497 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Of which non-current<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9047 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">2,520</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9048 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">2,637</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9049 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">206</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9050 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">445</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1493 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9051 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.86pt\"></span></span><span class=\"ps5957\">3,135</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9052 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.24pt\"></span></span><span class=\"ps5913\">3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9053 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.78pt\"></span></span><span class=\"ps6002\">279</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9054 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.78pt\"></span></span><span class=\"ps6002\">567</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9061 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The weighted-average discount rate applied to calculate lease liability was </span><span class=\"f charStyle-15433314 ps9055\">5.3</span><span class=\"f charStyle-15433314 ps9056\"> percent in <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps9057\">2025</span><span class=\"f charStyle-15433314 ps9058\"> (</span><span class=\"f charStyle-15433314 ps9059\">4.6</span><span class=\"f charStyle-15433314 ps9060\"> percent </span></div><div class=\"ps9064 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">in </span><span class=\"f charStyle-15433314 ps9062\">2024</span><span class=\"f charStyle-15433314 ps9063\">). </span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The maturity of lease payments and sublease income per December 31 are presented below:</span></div><div class=\"ps4570 ss13\"><div class=\"ss841 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:144.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9067 ss567\"><div><div class=\"ps1727 ss566\"><span class=\"f charStyle-99bfcfa0 ps9066\">Lease Payments<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9070 ss567\"><div><div class=\"ps1729 ss566\"><span class=\"f charStyle-99bfcfa0 ps9068\">Financial sublease <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss566\"><span class=\"f charStyle-99bfcfa0 ps9069\">income</span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9072 ss567\"><div><div class=\"ps1729 ss566\"><span class=\"f charStyle-99bfcfa0 ps9071\">Operational <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss566\"><span class=\"f charStyle-99bfcfa0 ps5691\">sublease income</span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1732 ss835\"><div><div class=\"ps8 ss101\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9073 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps274\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9075 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps9074\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9076 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps274\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9077 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps9074\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9078 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps274\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9079 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps9074\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps263 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Maturity within 1 year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9081 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.01pt\"></span></span><span class=\"ps9080\">757</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9082 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.01pt\"></span></span><span class=\"ps9080\">837</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9084 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">82</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9086 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.54pt\"></span></span><span class=\"ps9085\">140</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9087 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">37</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9088 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">45</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps567 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Maturity 1-5 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9090 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.02pt\"></span></span><span class=\"ps9089\">1,664</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9091 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.02pt\"></span></span><span class=\"ps9089\">1,846</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9092 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.54pt\"></span></span><span class=\"ps9085\">153</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9093 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.01pt\"></span></span><span class=\"ps9080\">307</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4633 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">64</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9094 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">56</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6297 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Maturity 5-10 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9096 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.55pt\"></span></span><span class=\"ps9095\">1,196</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9097 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.55pt\"></span></span><span class=\"ps9095\">1,150</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9098 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">74</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9099 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.54pt\"></span></span><span class=\"ps9085\">184</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9101 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.25pt\"></span></span><span class=\"ps9100\">4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9102 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.19pt\"></span></span><span class=\"ps9062\">11</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2325 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Maturity later than 10 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9103 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.01pt\"></span></span><span class=\"ps9080\">248</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9105 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.66pt\"></span></span><span class=\"ps9104\">14</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9106 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.25pt\"></span></span><span class=\"ps9100\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9108 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.78pt\"></span></span><span class=\"ps9107\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9109 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.25pt\"></span></span><span class=\"ps9100\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9110 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.25pt\"></span></span><span class=\"ps9100\">0</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2182 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9112 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.99pt\"></span></span><span class=\"ps9111\">3,866</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9113 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.99pt\"></span></span><span class=\"ps9111\">3,846</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9115 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.15pt\"></span></span><span class=\"ps9114\">310</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9117 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.53pt\"></span></span><span class=\"ps9116\">632</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9118 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.15pt\"></span></span><span class=\"ps9114\">105</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9120 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.77pt\"></span></span><span class=\"ps9119\">113</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps270 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Discounting effect<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9121 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.5pt\"></span></span><span class=\"ps2481\">-731</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9122 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.5pt\"></span></span><span class=\"ps2481\">-501</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9123 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.62pt\"></span></span><span class=\"ps3066\">-31</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9125 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.09pt\"></span></span><span class=\"ps9124\">-65</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9127 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b ps9126\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9128 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b ps9126\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5520 ss104\"><div><div class=\"ps424 ss101\"><span class=\"f charStyle-2dae0141 ps1\">Lease liabilities and lease receivable<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9130 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.61pt\"></span></span><span class=\"ps9129\">3,135</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9131 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.99pt\"></span></span><span class=\"ps9111\">3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9132 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.53pt\"></span></span><span class=\"ps9116\">279</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9133 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.53pt\"></span></span><span class=\"ps9116\">567</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9135 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141 ps9134\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9136 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141 ps9134\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9137 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Amounts Recognized in the Income Statement</span></div><div class=\"ps9138 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The following amounts are recognized in the income statement related to leasing:</span></div><div class=\"ps9171 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:334.5pt\"></td><td style=\"padding:0;width:44.25pt\"></td><td style=\"padding:0;width:44.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss843\"><div><div class=\"ps474 ss842\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2985 ss589\"><div><div class=\"ps419 ss588\"><span class=\"f charStyle-99bfcfa0 ps5292\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9139 ss589\"><div><div class=\"ps419 ss588\"><span class=\"f charStyle-99bfcfa0 ps5290\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Income from operational subleases presented as other income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9141 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.04pt\"></span></span><span class=\"ps9140\">221</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9142 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.04pt\"></span></span><span class=\"ps9140\">172</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9143 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Expenses relating to short-term leases presented as operating costs<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9145 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.47pt\"></span></span><span class=\"ps9144\">-779</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9147 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24pt\"></span></span><span class=\"ps9146\">-512</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Expenses relating to low-value leases presented as operating costs<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9149 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.71pt\"></span></span><span class=\"ps9148\">-8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9150 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.71pt\"></span></span><span class=\"ps9148\">-6</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7791 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation of ROU assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9151 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.47pt\"></span></span><span class=\"ps9144\">-493</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9152 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.47pt\"></span></span><span class=\"ps9144\">-438</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1751 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Net impairments of ROU assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9153 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.71pt\"></span></span><span class=\"ps9148\">-3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9155 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.12pt\"></span></span><span class=\"ps9154\">-15</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Interest on lease receivables presented as financial income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9157 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.16pt\"></span></span><span class=\"ps9156\">15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9159 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.63pt\"></span></span><span class=\"ps9158\">26</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Interest on lease liabilities presented as financial expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9160 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24pt\"></span></span><span class=\"ps9146\">-157</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9161 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24pt\"></span></span><span class=\"ps9146\">-156</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4785 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Gain/(loss) on termination of lease agreements<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9162 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.63pt\"></span></span><span class=\"ps9158\">22</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9163 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.12pt\"></span></span><span class=\"ps9154\">-12</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9164 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Expense relating to variable lease payments not included in lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9165 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.12pt\"></span></span><span class=\"ps9154\">-21</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9167 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.65pt\"></span></span><span class=\"ps9166\">-11</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1478 ss846\"><div><div class=\"ps424 ss842\"><span class=\"f charStyle-2dae0141 ps1\">Total effect on profit/(loss) before tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9169 ss591\"><div><div class=\"ps424 ss588\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.07pt\"></span></span><span class=\"ps9168\">-1,204</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9170 ss591\"><div><div class=\"ps424 ss588\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.99pt\"></span></span><span class=\"ps8934\">-952</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9172 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Short-term leases include storage and accommodation for expats and workers in addition to rental of tools, </span></div><div class=\"ps9173 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">machinery, cranes, containers and other equipment used in production.</span></div><div class=\"ps9174 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_379\" style=\"z-index:1\">See note 6</a></span><span class=\"f charStyle-15433314 ps7028\"> for more information about operating expenses for land and buildings</span></div><div class=\"ps9175 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">See note 12</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about impairment testing of right-of-use assets </span></div><div class=\"ps9176 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_460\" style=\"z-index:1\">See note 27</a></span><span class=\"f charStyle-15433314 ps7033\"> for more information about leasing contracts with related parties</span></div><span class=\"f charStyle-58d2db5a ps9178\">Pension Obligations</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions operates several pension plans around the world. The most common type of plan is the </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">defined contribution plan, where Aker Solutions makes contributions to the employee's individual pension </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">account. Aker Solutions also has a closed defined benefit plan where the impact is gradually reduced. </span></div><div class=\"ps9179 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Pension Plans</span></div><div class=\"ps9180 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Defined Contribution Plans</span></div><div class=\"ps9181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A defined contribution plan is a type of retirement plan where the employer makes contributions on a regular </span></div><div class=\"ps8391 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">basis to the employee\u2019s individual pension account. The benefits received by the employee are based on the </span></div><div class=\"ps8392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">employer contributions and gains or losses from investing the capital. Contributions to defined contribution </span></div><div class=\"ps8393 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">pension plans are recognized as an expense in the income statement as incurred. </span></div><div class=\"ps9182 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Defined Benefit Plans</span></div><div class=\"ps8591 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A defined benefit plan is a type of pension plan where the employer promises an annual pension on </span></div><div class=\"ps8592 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">retirement based on a percentage of the salary upon retirement and the employee's earnings history, years </span></div><div class=\"ps8593 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of service and age. The calculation of defined benefit obligations is performed annually by a qualified actuary </span></div><div class=\"ps8594 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">using the projected unit credit method.</span></div><div class=\"ps3328 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The defined benefit obligation is calculated separately for each plan by discounting the estimated amount of </span></div><div class=\"ps3329 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">future benefit that employees have earned in the current and prior periods and deducting the fair value of </span></div><div class=\"ps3330 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">any plan assets. The change of the defined benefit obligation as a result of the change of assumptions </span></div><div class=\"ps3331 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">(actuarial gains and losses) and the return on plan assets are recognized immediately in other comprehensive </span></div><div class=\"ps9183 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">income. Net interest expense and other expenses related to defined benefit plans are recognized in the </span></div><div class=\"ps9184 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">income statement. When the benefits of a plan are changed, settled or when a plan is curtailed, the change </span></div><div class=\"ps9185 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">relating to past service or the gain or loss on curtailment or settlement is recognized immediately in the </span></div><div class=\"ps9186 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">income statement. </span></div><div class=\"ps6732 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Judgments and Estimates</span></div><div class=\"ps9188 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The present value of the pension obligations depends on a number of factors determined on the basis of <span class=\"f ps2\"> </span></span></div><div class=\"ps9189 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">actuarial assumptions. These assumptions include financial factors such as the discount rate, expected </span></div><div class=\"ps9190 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">salary growth, inflation and return on assets as well as demographic factors concerning mortality, employee </span></div><div class=\"ps5181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">turnover, disability and early retirement. Assumptions about all these factors are based on the situation at the </span></div><div class=\"ps7845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">time the assessment is made. However, it is reasonably certain that such factors will change over long </span></div><div class=\"ps7846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">periods for which pension calculations are made. Any changes in these assumptions will affect the calculated </span></div><div class=\"ps9191 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">pension obligations with immediate recognition in other comprehensive income. </span></div><div class=\"ps9192 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Pension Plans in Norway</span></div><div class=\"ps8392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">The main pension arrangement in Norway is a general pension plan organized by the Norwegian state providing a </span></div><div class=\"ps8393 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">basic pension entitlement to all taxpayers. The additional pension plans which all Norwegian employers are obliged </span></div><div class=\"ps6739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">to provide according to current legislation, represent limited additional pension entitlements. The occupational </span></div><div class=\"ps6740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">plans in Aker Solutions in Norway are described below. </span></div><div class=\"ps9193 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Defined Contribution Plans</span></div><div class=\"ps8593 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">All employees in Norway are offered participation in a defined contribution plan. The annual contributions, </span></div><div class=\"ps8594 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">premium and administration cost expensed for the Norwegian plans in </span><span class=\"f charStyle-15433314 ps9194\">2025</span><span class=\"f charStyle-15433314 ps9195\"> were NOK </span><span class=\"f charStyle-15433314 ps9196\">494</span><span class=\"f charStyle-15433314 ps9197\"> million, </span></div><div class=\"ps8595 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">compared to NOK </span><span class=\"f charStyle-15433314 ps8854\">454</span><span class=\"f charStyle-15433314 ps9198\"> million in </span><span class=\"f charStyle-15433314 ps9199\">2024</span><span class=\"f charStyle-15433314 ps9200\">. The estimated contribution, premium and administration cost </span></div><div class=\"ps8596 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">expected to be paid in </span><span class=\"f charStyle-15433314 ps9201\">2026</span><span class=\"f charStyle-15433314 ps9202\"> is NOK </span><span class=\"f charStyle-15433314 ps9203\">562</span><span class=\"f charStyle-15433314 ps9204\"> million.</span></div><div class=\"ps9205 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Defined Benefit Plans</span></div><div class=\"ps9206 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The defined benefit plans at the Norwegian companies in Aker Solutions are split between funded and </span></div><div class=\"ps9207 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">unfunded plans. The plans are organized in Aker Pensjonskasse. Aker Solutions companies in Norway closed </span></div><div class=\"ps9208 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the defined benefit plans in 2008. Employees who were 58 years or older in 2008 are still members of the </span></div><div class=\"ps9209 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">closed defined benefit plan. This is a funded plan and represents the funded pension liability reported in the </span></div><div class=\"ps8398 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">tables below. Aker Solutions also has various unfunded early retirement plans and executive pension plans </span></div><div class=\"ps8399 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">that are partially closed for new members. The estimated premium cost expected to be paid during </span><span class=\"f charStyle-15433314 ps9210\">2026</span><span class=\"f charStyle-15433314 ps9211\"> is </span></div><div class=\"ps9214 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">NOK </span><span class=\"f charStyle-15433314 ps9212\">70</span><span class=\"f charStyle-15433314 ps9213\"> million. The liability is calculated using a projected unit credit method.</span></div><div class=\"ps9215 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">18</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">18</span><span class=\"f charStyle-15433314 ps8195\"> Pension Obligations cont.</span></div><div class=\"ps9216 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Compensation Plans</span></div><div class=\"ps4822 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">All employees in 2008 who had a calculated loss of more than NOK 1,000 per year upon transition to the </span></div><div class=\"ps9217 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">defined contribution plan were offered compensation. The compensation amount will be adjusted annually in </span></div><div class=\"ps9218 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">accordance with the adjustment of the employees' pensionable income, and accrued interest according to </span></div><div class=\"ps9219 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">market interest. If the employee leaves the company voluntarily before the age of 67 years, the accrued </span></div><div class=\"ps9220 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">compensation amount will be paid out. The compensation plan is an unfunded plan, and is included in the </span></div><div class=\"ps9221 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">unfunded pension liability reported in the tables below. The liability is equal to the compensation balance.</span></div><div class=\"ps9222 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Tariff Based Pension Agreement (AFP)</span></div><div class=\"ps9223 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Employees in Norway have a tariff based lifelong retirement arrangement (AFP) organized by the main labor </span></div><div class=\"ps9224 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">unions and the Norwegian state. The pension can be withdrawn from the age of 62. The information required </span></div><div class=\"ps9225 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">to estimate the pension obligation from this defined benefit plan is not available from the plan administrator. </span></div><div class=\"ps9226 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions therefore currently accounts for the plan as if it was a defined contribution plan. The annual </span></div><div class=\"ps9234 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contributions expensed in </span><span class=\"f charStyle-15433314 ps9227\">2025</span><span class=\"f charStyle-15433314 ps9228\"> were NOK </span><span class=\"f charStyle-15433314 ps9229\">187</span><span class=\"f charStyle-15433314 ps9230\"> million, compared to NOK </span><span class=\"f charStyle-15433314 ps9231\">126</span><span class=\"f charStyle-15433314 ps9232\"> million in </span><span class=\"f charStyle-15433314 ps398\">2024</span><span class=\"f charStyle-15433314 ps9233\">. The estimated </span></div><div class=\"ps9239 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contribution expected to be paid in </span><span class=\"f charStyle-15433314 ps9235\">2026</span><span class=\"f charStyle-15433314 ps9236\"> is NOK </span><span class=\"f charStyle-15433314 ps9237\">179</span><span class=\"f charStyle-15433314 ps9238\"> million. </span></div><div class=\"ps7480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Pension Plans Outside Norway</span></div><div class=\"ps816 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Pension plans outside Norway are mainly defined contribution plans. The annual contributions expensed for </span></div><div class=\"ps817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">plans outside Norway in </span><span class=\"f charStyle-15433314 ps9241\">2025</span><span class=\"f charStyle-15433314 ps9242\"> were NOK </span><span class=\"f charStyle-15433314 ps9243\">114</span><span class=\"f charStyle-15433314 ps9244\"> million, compared to NOK </span><span class=\"f charStyle-15433314 ps9245\">120</span><span class=\"f charStyle-15433314 ps9246\"> million in </span><span class=\"f charStyle-15433314 ps9247\">2024</span><span class=\"f charStyle-15433314 ps9248\">. The estimated </span></div><div class=\"ps656 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">contributions expected to be paid in </span><span class=\"f charStyle-15433314 ps9249\">2026</span><span class=\"f charStyle-15433314 ps9250\"> is NOK </span><span class=\"f charStyle-15433314 ps9251\">107</span><span class=\"f charStyle-15433314 ps9252\"> million to the plans outside Norway.</span></div><div class=\"ps9253 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Total Pension Cost </span></div><div class=\"ps9256 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss740\"><div><div class=\"ps8 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Defined benefit plans<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7887 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">58</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7889 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">96</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Defined contribution plans<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7901 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">897</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7903 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">808</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5885 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9254 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">955</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9255 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">904</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9258 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">18</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page </span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">18</span><span class=\"f charStyle-15433314 ps8195\"> Pension Obligations cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Movement in Net Defined Benefit Liability</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The table below shows the movement from the opening balance to the closing balance for the net defined benefit liability. Present value obligations include NOK </span><span class=\"f charStyle-15433314 ps9260\">78</span><span class=\"f charStyle-15433314 ps9261\"> million in pension obligations related to the disposed subsea </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">business. </span></div><div class=\"ps9408 ss13\"><div class=\"ss683 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:316.5pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3972 ss848\"><div><div class=\"ps2498 ss847\"><span class=\"f charStyle-99bfcfa0 ps9262\">Present value of obligation<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9264 ss848\"><div><div class=\"ps2498 ss847\"><span class=\"f charStyle-99bfcfa0 ps9263\">Fair value of plan assets <span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9266 ss848\"><div><div class=\"ps2498 ss847\"><span class=\"f charStyle-99bfcfa0 ps9265\">Impact of asset ceiling<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9267 ss848\"><div><div class=\"ps2498 ss847\"><span class=\"f charStyle-99bfcfa0 ps8347\">Net defined benefit liability <span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss850\"><div><div class=\"ps8 ss849\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9269 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9268\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5196 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9270\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9271 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9268\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9272 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9270\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9273 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9268\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9274 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9270\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9275 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9268\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9276 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9270\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps3799 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of January 1<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9278 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.55pt\"></span></span><span class=\"ps9277\">1,916</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9280 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.49pt\"></span></span><span class=\"ps9279\">2,035</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9282 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.5pt\"></span></span><span class=\"ps9281\">-971</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9284 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.98pt\"></span></span><span class=\"ps9283\">-1,057</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9285 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9286 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9288 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.01pt\"></span></span><span class=\"ps9287\">945</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9289 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.01pt\"></span></span><span class=\"ps9287\">978</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1041 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Current service and administration cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9291 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.66pt\"></span></span><span class=\"ps9290\">15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9293 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">55</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9294 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9295 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">4</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9296 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9297 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9298 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.66pt\"></span></span><span class=\"ps9290\">19</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9299 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">59</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps490 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Interest cost (income)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9300 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.66pt\"></span></span><span class=\"ps9290\">71</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2324 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">68</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9302 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.62pt\"></span></span><span class=\"ps9301\">-31</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9303 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.62pt\"></span></span><span class=\"ps9301\">-31</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9304 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9305 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9306 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">39</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9307 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">37</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1421 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-2dae0141 ps1\">Included in income statement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9309 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">86</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9311 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.15pt\"></span></span><span class=\"ps9310\">123</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9313 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.77pt\"></span></span><span class=\"ps9312\">-27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9314 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.77pt\"></span></span><span class=\"ps9312\">-28</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9316 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9317 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9318 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">58</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9319 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">96</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9164 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Actuarial loss (gain) arising from financial assumptions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9321 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.78pt\"></span></span><span class=\"ps9320\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9323 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.15pt\"></span></span><span class=\"ps9322\">-11</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9324 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9325 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9326 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9327 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9328 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.78pt\"></span></span><span class=\"ps9320\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9329 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.15pt\"></span></span><span class=\"ps9322\">-11</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5837 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Return on plan assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9330 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9331 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9333 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-74</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9334 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">65</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9335 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9336 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9337 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-74</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9338 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">65</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4793 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Actuarial loss (gain) arising from experience adjustments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9339 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9340 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-27</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9341 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9342 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9343 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9344 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9345 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9346 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-27</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5429 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Changes in asset ceiling<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9347 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9348 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9349 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9350 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9351 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">85</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9352 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9353 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">85</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9354 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9355 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-2dae0141 ps1\">Remeasurements loss (gain) included in OCI<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9356 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9357 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.77pt\"></span></span><span class=\"ps9312\">-37</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9358 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.77pt\"></span></span><span class=\"ps9312\">-74</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9359 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">65</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9360 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">85</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9361 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9363 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.43pt\"></span></span><span class=\"ps9362\">18</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9364 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">28</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4016 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Contributions paid into the plan <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4018 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9365 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9366 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9367 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-77</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9368 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9369 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9370 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9371 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-77</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4020 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Benefits paid by the plan<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4023 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.5pt\"></span></span><span class=\"ps9281\">-199</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9373 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.97pt\"></span></span><span class=\"ps9372\">-205</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9374 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.07pt\"></span></span><span class=\"ps2843\">121</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9376 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.54pt\"></span></span><span class=\"ps9375\">124</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9377 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9378 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9379 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-78</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9380 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.62pt\"></span></span><span class=\"ps9301\">-81</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4025 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Other events due to effect of any business combinations/divestitures/transfers</span><span class=\"f charStyle-a61f3c46 ps9381\"><span class=\"f ps2\"> </span><sup>1</sup></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4027 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9382 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9383 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9384 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9385 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9386 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9387 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9388 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2619 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-2dae0141 ps1\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps4030 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.49pt\"></span></span><span class=\"ps9389\">-226</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9390 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.49pt\"></span></span><span class=\"ps9389\">-205</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9391 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">48</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9392 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">48</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9393 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9394 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9396 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.11pt\"></span></span><span class=\"ps9395\">-178</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9397 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.11pt\"></span></span><span class=\"ps9395\">-157</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps4036 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps4038 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.61pt\"></span></span><span class=\"ps9398\">1,782</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9399 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.23pt\"></span></span><span class=\"ps8805\">1,916</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9401 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.57pt\"></span></span><span class=\"ps9400\">-1,025</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9402 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.11pt\"></span></span><span class=\"ps9395\">-971</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9403 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">85</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9404 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9406 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.53pt\"></span></span><span class=\"ps9405\">842</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9407 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.53pt\"></span></span><span class=\"ps9405\">945</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9409 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed\"><span class=\"ps236\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span><span class=\"ps1348\">In 2025, pension obligations from prior years of NOK 27 million related to gratitude pensions have been reclassified to restructuring provision and included in Note 19 Provisions and Contingent Liabilities.</span></span></div><div class=\"ps9412 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">18</span><span class=\"f charStyle-15433314 ps8195\"> continues on next page </span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">18</span><span class=\"f charStyle-15433314 ps8195\"> Pension Obligations cont.</span></div><div class=\"ps1863 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The net liability disclosed above relates to funded and unfunded plans as follows:</span></div><div class=\"ps9452 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:171pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9415 ss855\"><div><div class=\"ps1729 ss854\"><span class=\"f charStyle-99bfcfa0 ps9413\">Present value of <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps9414\">obligation </span></div></div></div></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9418 ss855\"><div><div class=\"ps1729 ss854\"><span class=\"f charStyle-99bfcfa0 ps9416\">Fair value of plan <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps9417\">assets </span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps257 ss855\"><div><div class=\"ps1729 ss854\"><span class=\"f charStyle-99bfcfa0 ps9419\">Net defined <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps9420\">benefit liability </span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1732 ss857\"><div><div class=\"ps8 ss856\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9421 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9422 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9423 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9424 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9425 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9426 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss858\"><div><div class=\"ps424 ss856\"><span class=\"f charStyle-cb0bd68b ps1\">Net defined benefit liability funded plan<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9428 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">939</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9430 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.79pt\"></span></span><span class=\"ps9429\">971</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9431 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.23pt\"></span></span><span class=\"ps6037\">-1,025</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9433 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.75pt\"></span></span><span class=\"ps9432\">-971</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9435 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9436 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss858\"><div><div class=\"ps424 ss856\"><span class=\"f charStyle-cb0bd68b ps1\">Net defined benefit liability unfunded plans<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9437 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">842</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9438 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">945</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9439 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9440 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9441 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">842</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9442 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">945</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps25 ss858\"><div><div class=\"ps424 ss856\"><span class=\"f charStyle-ac370e2b ps1\">Balance as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9443 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.86pt\"></span></span><span class=\"ps4212\">1,782</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9444 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.48pt\"></span></span><span class=\"ps6120\">1,916</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9446 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.82pt\"></span></span><span class=\"ps9445\">-1,025</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9448 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.36pt\"></span></span><span class=\"ps9447\">-971</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9450 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.78pt\"></span></span><span class=\"ps9449\">842</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9451 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.78pt\"></span></span><span class=\"ps9449\">945</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4963 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Assets in the Defined Benefit Plan</span></div><div class=\"ps9455 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss740\"><div><div class=\"ps8 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Bonds<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9453 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">283</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9454 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">299</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Income and equity funds<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7861 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">741</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7862 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">672</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1461 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-ac370e2b ps1\">Total plan assets at fair value<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7863 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">1,025</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7864 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.4pt\"></span></span><span class=\"ps7865\">971</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9456 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The majority of the bond investment is in Norwegian municipalities and is assumed to have a rating equal to </span></div><div class=\"ps9457 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">AA, but there are few official ratings for these investments. The remaining bond investment is primarily in the </span></div><div class=\"ps9458 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Norwegian market within bonds assumed to be of \u201cInvestment Grade\u201d quality. The majority of these </span></div><div class=\"ps9459 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">investments do not, however, have an official rating. The fund investments consist of fixed income funds and </span></div><div class=\"ps9460 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">equity funds with listed securities where the value is based on quoted prices. The equity securities are </span></div><div class=\"ps1322 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">invested globally, and the value is based on quoted price at the reporting date without any deduction for </span></div><div class=\"ps9461 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">estimated future selling cost.</span></div><div class=\"ps7480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Actuarial Assumptions</span></div><div class=\"ps816 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The information below relates only to Norwegian plans as these represent the majority of the plans. The </span></div><div class=\"ps817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">following were the principal actuarial assumptions at the reporting date:</span></div><div class=\"ps9474 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Discount rate<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9453 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps9463\"></span><span class=\"ps9463\">4.00%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9454 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps9463\"></span><span class=\"ps9463\">3.30%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Asset return<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7861 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps9463\"></span><span class=\"ps9463\">4.00%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7862 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps9463\"></span><span class=\"ps9463\">3.30%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Salary progression<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7863 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps9463\"></span><span class=\"ps9463\">4.00%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7864 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps9463\"></span><span class=\"ps9463\">3.50%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Pension indexation funded plans</span><span class=\"f charStyle-a61f3c46 ps9464\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7866 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9465\">0-4 %<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7868 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9465\">0-4 %<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Mortality table<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9467 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9466\">K2013<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9468 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9466\">K2013<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Remaining life expectancy at age 65 for pensioners, males<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9469 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps7977\">22.9<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9470 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps7977\">22.8<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7503 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Remaining life expectancy at age 65 for pensioners, females<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9471 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps7977\">26.6<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9473 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9472\">26.1<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9475 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps1587\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1965\">Pension indexation for unfunded plans is agreed individually (0-4 percent).</span></div><div class=\"ps9477 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The discount rate is based on high-quality corporate bonds (OMF) with maturities consistent with the terms </span></div><div class=\"ps8865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of the obligations. The assumptions used are in line with recommendations from the Norwegian Accounting </span></div><div class=\"ps9478 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Standards Board.</span></div><div class=\"ps9479 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">18</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page </span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">18</span><span class=\"f charStyle-15433314 ps8195\"> Pension Obligations cont.</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Sensitivity Analysis</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Changes at the reporting date to one of the relevant actuarial assumptions, holding other assumptions </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">constant, would have changed the defined benefit obligation as of December 31 by the amounts shown </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">below.</span></div><div class=\"ps3746 ss13\"><div class=\"ss820 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:275.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8842 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8843 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Discount rate increase by 1 percent<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9480 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.59pt\"></span></span><span class=\"ps8798\">-72</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9481 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.59pt\"></span></span><span class=\"ps8798\">-83</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Discount rate decrease by 1 percent<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9482 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">82</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9483 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">103</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6947 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Expected rate of salary increase by 1 percent <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9484 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9486 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps9485\">0<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6297 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Expected rate of salary decrease by 1 percent <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9487 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9488 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps9485\">0<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4558 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Expected rate of pension increase by 1 percent<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9489 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">76</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9490 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">96</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6308 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Expected rate of pension decrease by 1 percent<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9491 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.59pt\"></span></span><span class=\"ps8798\">-67</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9492 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.59pt\"></span></span><span class=\"ps8798\">-78</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9495 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">For Aker Solutions, a one percent increase of discount rate decreases the benefit obligation by only </span><span class=\"f charStyle-6dbbcf45 ps9493\">7</span><span class=\"f charStyle-15433314 ps9494\"> </span></div><div class=\"ps9496 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">percent. This is because the benefit obligation in Aker Solutions consists mainly of pensioners and </span></div><div class=\"ps9497 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">employees over 60 years of age, hence limiting the discounting effect.</span></div><div class=\"ps9499 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_376\" style=\"z-index:1\">See note 5</a></span><span class=\"f charStyle-15433314 ps9498\"> for more information about personnel expenses</span></div><div class=\"ps234 ss13\"><div class=\"ps538\"><div class=\"ps4\"><img alt=\"NOTE18.jpg\" id=\"i-53\" src=\"data:image/jpeg;base64,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\" style=\"height:426.61pt;width:422.25pt\"/></div></div></div><span class=\"f charStyle-58d2db5a ps8867\">Provisions and Contingent Liabilities</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A provision is a liability with uncertain timing and amount. Provisions are recognized when cash outflow is </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">considered probable, the amount can be reliably estimated and the obligation is a result of a past event. All <span class=\"f ps2\"> </span></span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">provisions are presented as short-term as they are part of the operating cycle. </span></div><div class=\"ps7846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A contingent liability is a possible obligation that arises from past events that typically depends on a future </span></div><div class=\"ps9191 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">event outside of the company's control, for example a court decision. A provision is made when it is </span></div><div class=\"ps8401 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">considered as probable that cash outflow will take place, and the obligation can be measured reliably. </span></div><div class=\"ps9501 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Judgments and Estimates</span></div><div class=\"ps1273 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The provisions are estimated based on a number of assumptions and are highly judgmental in nature. The </span></div><div class=\"ps7047 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">various provisions with assumptions and estimation uncertainties are discussed in the table to the right. </span></div><div class=\"ps9502 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Provisions</span></div><div class=\"ps9573 ss13\"><div class=\"ss861 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:150pt\"></td><td style=\"padding:0;width:64.5pt\"></td><td style=\"padding:0;width:64.5pt\"></td><td style=\"padding:0;width:64.5pt\"></td><td style=\"padding:0;width:64.5pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss600\"><div><div class=\"ps6966 ss592\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5405 ss859\"><div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps9504\">Warranties<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2396 ss859\"><div><div class=\"ps1729 ss56\"><span class=\"f charStyle-99bfcfa0 ps9505\">Onerous <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps9506\">contracts</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5 ss859\"><div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps9507\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6935 ss859\"><div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps5929\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2274 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-ac370e2b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9509 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">666</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9511 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.77pt\"></span></span><span class=\"ps9510\">1,227</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9513 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.3pt\"></span></span><span class=\"ps9512\">1,512</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9515 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.24pt\"></span></span><span class=\"ps9514\">3,405</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps17 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions made during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9516 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">229</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9517 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.3pt\"></span></span><span class=\"ps9512\">1,013</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps18 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.41pt\"></span></span><span class=\"ps9518\">81</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9519 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.77pt\"></span></span><span class=\"ps9510\">1,323</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1041 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions used during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9521 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-58</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9523 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.72pt\"></span></span><span class=\"ps9522\">-657</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9525 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.25pt\"></span></span><span class=\"ps9524\">-190</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9526 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.72pt\"></span></span><span class=\"ps9522\">-905</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps444 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions reversed during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9527 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-25</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9529 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.96pt\"></span></span><span class=\"ps9528\">-9</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9530 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-53</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9531 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-88</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9532 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9533 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.41pt\"></span></span><span class=\"ps9518\">13</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9534 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.53pt\"></span></span><span class=\"ps6420\">1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9535 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-59</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9536 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-46</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8320 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9538 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.28pt\"></span></span><span class=\"ps9537\">825</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9540 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.36pt\"></span></span><span class=\"ps9539\">1,574</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9542 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.98pt\"></span></span><span class=\"ps9541\">1,291</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9543 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.74pt\"></span></span><span class=\"ps6000\">3,690</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7938 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions made during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9544 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">264</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9545 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">279</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9547 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.29pt\"></span></span><span class=\"ps9546\">317</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9548 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">860</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7507 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions used during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9549 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-55</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9551 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.73pt\"></span></span><span class=\"ps9550\">-1,252</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9552 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9553 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.73pt\"></span></span><span class=\"ps9550\">-1,343</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3813 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions reversed during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9554 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.25pt\"></span></span><span class=\"ps9524\">-104</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9556 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56pt\"></span></span><span class=\"ps9555\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9557 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-52</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9558 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.25pt\"></span></span><span class=\"ps9524\">-156</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9559 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassifications<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9560 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56pt\"></span></span><span class=\"ps9555\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9561 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56pt\"></span></span><span class=\"ps9555\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9563 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.88pt\"></span></span><span class=\"ps9562\">27</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9564 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.88pt\"></span></span><span class=\"ps9562\">27</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5636 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9565 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.96pt\"></span></span><span class=\"ps9528\">-6</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9566 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.96pt\"></span></span><span class=\"ps9528\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9568 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.37pt\"></span></span><span class=\"ps9567\">-19</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9569 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-27</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5500 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5501 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.28pt\"></span></span><span class=\"ps9537\">924</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9570 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.28pt\"></span></span><span class=\"ps9537\">599</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9571 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.36pt\"></span></span><span class=\"ps9539\">1,526</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9572 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.74pt\"></span></span><span class=\"ps6000\">3,050</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps234 ss13\"><div class=\"ss861 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:150pt\"></td><td style=\"padding:0;width:64.5pt\"></td><td style=\"padding:0;width:64.5pt\"></td><td style=\"padding:0;width:64.5pt\"></td><td style=\"padding:0;width:64.5pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss600\"><div><div class=\"ps6966 ss592\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5405 ss859\"><div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps9504\">Warranties<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2396 ss859\"><div><div class=\"ps1729 ss56\"><span class=\"f charStyle-99bfcfa0 ps9505\">Onerous <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps9506\">contracts</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5 ss859\"><div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps9507\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6935 ss859\"><div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps5929\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2274 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-ac370e2b ps1\">Expected timing of payments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3078 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Payment within one year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9574 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.29pt\"></span></span><span class=\"ps9546\">182</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9575 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.77pt\"></span></span><span class=\"ps9510\">1,424</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9576 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.29pt\"></span></span><span class=\"ps9546\">169</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9577 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.77pt\"></span></span><span class=\"ps9510\">1,775</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps21 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Payment after one year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9578 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">643</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9579 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.29pt\"></span></span><span class=\"ps9546\">150</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps22 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.3pt\"></span></span><span class=\"ps9512\">1,122</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9580 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.3pt\"></span></span><span class=\"ps9512\">1,915</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5979 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-2dae0141 ps1\">Total as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9581 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.28pt\"></span></span><span class=\"ps9537\">825</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9582 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.36pt\"></span></span><span class=\"ps9539\">1,574</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9583 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.98pt\"></span></span><span class=\"ps9541\">1,291</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9584 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.74pt\"></span></span><span class=\"ps6000\">3,690</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9585 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Payment within one year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9586 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.88pt\"></span></span><span class=\"ps9562\">76</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9587 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">576</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9588 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">259</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9590 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.82pt\"></span></span><span class=\"ps9589\">911</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2115 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Payment after one year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9591 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">848</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9592 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.88pt\"></span></span><span class=\"ps9562\">23</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9593 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.77pt\"></span></span><span class=\"ps9510\">1,268</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9594 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.77pt\"></span></span><span class=\"ps9510\">2,139</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps270 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-2dae0141 ps1\">Total as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9595 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.28pt\"></span></span><span class=\"ps9537\">924</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9596 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.28pt\"></span></span><span class=\"ps9537\">599</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9597 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.36pt\"></span></span><span class=\"ps9539\">1,526</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9598 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.74pt\"></span></span><span class=\"ps6000\">3,050</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9599 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Warranties</span></div><div class=\"ps9600 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The provision for warranties relates to expected re-work for products and services delivered to customers. </span></div><div class=\"ps9601 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The warranty period is normally two to five years. The provision is based on the historical average warranty </span></div><div class=\"ps9602 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">expense for each type of equipment and an assessment of the value of delivered products and services </span></div><div class=\"ps9603 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">currently in the warranty period. The provision can also be a higher or lower amount following a specific <span class=\"f ps2\"> </span></span></div><div class=\"ps9604 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">evaluation of the actual circumstances for each contract. The final warranty cost may differ from the </span></div><div class=\"ps9609 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">estimated warranty provision. Warranty provisions in </span><span class=\"f charStyle-15433314 ps9605\">2024</span><span class=\"f charStyle-15433314 ps9606\"> and </span><span class=\"f charStyle-15433314 ps9607\">2025</span><span class=\"f charStyle-15433314 ps9608\"> include amounts related to the </span></div><div class=\"ps9610 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">disposed subsea business that was contributed into SLB OneSubsea. Aker Solutions is responsible for </span></div><div class=\"ps9611 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">possible warranty claims related to subsea deliveries before the transaction. </span></div><div class=\"ps9612 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Onerous Contracts</span></div><div class=\"ps9613 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The provision includes onerous customer contracts with expected losses upon completion. The provision is </span></div><div class=\"ps9614 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">mainly driven by legacy lump sum projects contracted in 2021. The cost in the projects have been impacted </span></div><div class=\"ps9615 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">by increased commodity prices and supply chain constraints driven by the war in Ukraine, changes in designs </span></div><div class=\"ps9616 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and increased carry-over work from a subcontractor.</span></div><div class=\"ps9617 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">19</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note 19 Provisions and Contingent Liabilities cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Other</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">Other provisions relate to other liabilities with uncertain timing or amount. This includes provisions related to </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">certain indemnities given in relation to the disposal of the subsea operations in 2023 of NOK </span><span class=\"f charStyle-15433314 ps9619\">982</span><span class=\"f charStyle-27c8d1b7 ps9620\"> million </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">(NOK </span><span class=\"f charStyle-15433314 ps9621\">978</span><span class=\"f charStyle-27c8d1b7 ps9622\"> million in </span><span class=\"f charStyle-15433314 ps9623\">2024</span><span class=\"f charStyle-27c8d1b7 ps9624\">) reported as part of the result from discontinued operations in 2023. The subsea </span></div><div class=\"ps844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">related provision includes the ICMS tax claim in Brazil and is dependent on the administrative and legal </span></div><div class=\"ps845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">proceedings. The timing of a final decision is difficult to determine and it could take five to ten years before a </span></div><div class=\"ps1352 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">final decision is made. The subsea related provision also includes provision for unavoidable costs during the </span></div><div class=\"ps1353 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">next ten years on premises remaining in Aker Solutions after the disposal of subsea operations. </span></div><div class=\"ps848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Other provisions includes provisions for restructuring, mainly in Norway and the UK. Total amount included in </span></div><div class=\"ps849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">other provisions amount to NOK </span><span class=\"f charStyle-15433314 ps9625\">223</span><span class=\"f charStyle-15433314 ps9626\"> million for </span><span class=\"f charStyle-15433314 ps9627\">2025</span><span class=\"f charStyle-15433314 ps9628\"> (</span><span class=\"f charStyle-15433314 ps9629\">0</span><span class=\"f charStyle-15433314 ps9630\"> in </span><span class=\"f charStyle-15433314 ps9631\">2024</span><span class=\"f charStyle-15433314 ps9632\">). Provision for gratitude pensions of NOK 27 </span></div><div class=\"ps1798 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">million related to prior years have been reclassified from pension liability to other provisions in 2025.</span></div><div class=\"ps851 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">Other provisions also include provisions for claims, leasehold dilapidations, tax and certain employee </span></div><div class=\"ps823 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">benefits. </span></div><div class=\"ps9633 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Contingent Liabilities</span></div><div class=\"ps2739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Disputes with customers are normally settled during the final negotiations with the customer upon delivery </span></div><div class=\"ps5160 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and provided for in the project\u2019s accounts. However, given the scope of the group\u2019s worldwide operations </span></div><div class=\"ps2882 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">there is a risk that legal claims may arise in the future for deliveries where revenue has been recognized in </span></div><div class=\"ps1882 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the past. Legal and tax claims are assessed on a regular basis.</span></div><div class=\"ps9634 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Nordsee Ost Arbitration</span></div><div class=\"ps2884 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In March 2021, Aker Solutions received a favorable outcome in the Nordsee Ost arbitration process, and </span></div><div class=\"ps9635 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">NOK 698 million (EUR 67 million) was paid to Aker Solutions in 2021. Aker Solutions recognized NOK 125 </span></div><div class=\"ps9636 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">million as revenue, NOK 147 million as interest income and remaining NOK 426 million as settlement of </span></div><div class=\"ps9637 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">accounts receivable in 2021. In June 2021, the counterparty RWE submitted an application for annulment of </span></div><div class=\"ps9638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the arbitration award to the German Courts. Based on settlement between the parties in 2025, the </span></div><div class=\"ps9639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">annulment application has been withdrawn and consequently formalized by order from the Higher Regional </span></div><div class=\"ps9640 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Court of Hamburg. The proceedings are hereby concluded in its entirety and the case does no longer </span></div><div class=\"ps9641 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">represent a contingent liability for Aker Solutions. </span></div><span class=\"f charStyle-58d2db5a ps9645\">Trade and Other Payables</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Trade and Other Payables</span></div><div class=\"ps7794 ss13\"><div class=\"ss820 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:275.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss818\"><div><div class=\"ps8 ss817\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8842 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8843 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Trade creditors<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8844 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">3,421</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8845 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">2,744</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Trade creditors, related parties<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8846 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,896</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8847 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">25</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1461 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Trade payables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8848 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">5,317</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8849 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">2,769</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1417 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Accrued operating costs<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9646 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">5,748</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9647 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">7,403</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Public duties and taxes<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9648 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">945</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9649 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">993</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Other current liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9651 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.58pt\"></span></span><span class=\"ps9650\">1,141</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9652 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.05pt\"></span></span><span class=\"ps6905\">1,015</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7503 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Other payables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9653 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">7,834</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9655 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.73pt\"></span></span><span class=\"ps9654\">9,411</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7507 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9657 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.07pt\"></span></span><span class=\"ps9656\">13,151</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9659 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.45pt\"></span></span><span class=\"ps9658\">12,180</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9660 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Accrued operating costs mainly relate to cost accruals in projects, salary and holiday pay for own employees </span></div><div class=\"ps9662 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and cost for hired in personnel and was impacted by high activity level in 2025 and 2024. </span><span class=\"f charStyle-15433314 ps9661\">Accrued operating </span></div><div class=\"ps9664 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">costs at year end 2024 included NOK 1.3 billion related to cost not yet invoiced by joint venture in Dubai</span><span class=\"f charStyle-15433314 ps9663\">.</span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Trade creditors include NOK </span><span class=\"f charStyle-15433314 ps9665\">13</span><span class=\"f charStyle-15433314 ps9666\"> million as of December 31, </span><span class=\"f charStyle-15433314 ps9667\">2025</span><span class=\"f charStyle-15433314 ps9668\"> (NOK </span><span class=\"f charStyle-15433314 ps9669\">10</span><span class=\"f charStyle-15433314 ps9670\"> million in </span><span class=\"f charStyle-15433314 ps9671\">2024</span><span class=\"f charStyle-15433314 ps9672\">) </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">due after one year.</span></div><div class=\"ps9673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">See note 3</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about customer contract liabilities</span></div><div class=\"ps9209 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_460\" style=\"z-index:1\">See note 27</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about payables to related parties</span></div><span class=\"f charStyle-58d2db5a ps8566\">Financial Risk Management and Exposures</span><div class=\"ps9675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">The objective of financial risk management is to manage and control financial risk exposures to increase the </span></div><div class=\"ps9676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">predictability of earnings and minimize potential adverse effects on the company\u2019s financial performance from </span></div><div class=\"ps9677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">volatility in financial markets. The most prominent financial risk for Aker Solutions is currency exposure arising </span></div><div class=\"ps9678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">from costs and revenues in foreign currency. Aker Solutions uses derivatives to hedge currency risk exposures and </span></div><div class=\"ps6783 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">aims to apply hedge accounting whenever possible in order to reduce the volatility resulting from the periodic </span></div><div class=\"ps6784 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">market-to-market revaluation of financial instruments in the income statement. The company is also exposed to </span></div><div class=\"ps6785 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">interest rate risk, credit risk, liquidity risk and price risk. </span></div><div class=\"ps9679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Risk Management</span></div><div class=\"ps6767 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Risk management of financial risks is performed in every project and is the responsibility of the project </span></div><div class=\"ps6768 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">manager. They cooperate with local finance managers and treasury to identify, evaluate and hedge financial </span></div><div class=\"ps6769 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">risks in line with governing documents approved by the Board of Directors. The company has well-</span></div><div class=\"ps1617 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">established procedures for overall risk management, as well as procedures for the use of derivatives and </span></div><div class=\"ps1618 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">financial investments.</span></div><div class=\"ps9680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Geopolitical unrest</span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">An unstable geopolitical situation has increased volatility and risk in financial markets over the recent years. </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The geopolitical situation remains uncertain, and continues to negatively affect prices and financial markets. </span></div><div class=\"ps9673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-009481af ps1348\">Currency risk:</span><span class=\"f charStyle-15433314 ps9681\"> Volatility in the currency market remains high. Aker Solutions uses c</span><span class=\"f charStyle-15433314 ps9682\">urrency</span><span class=\"f charStyle-15433314 ps9683\"> variation </span></div><div class=\"ps9684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">clauses, multi-currency contract formats, escalation mechanisms, contingency buffer included in tender </span></div><div class=\"ps9685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">prices, and currency options to mitigate contingent currency exposures in tenders.</span></div><div class=\"ps9687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-009481af ps1348\">Credit risk:</span><span class=\"f charStyle-15433314 ps9686\"> Operational challenges due to restrictions on mobility, volatile commodity prices and the </span></div><div class=\"ps9688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">ongoing transition towards renewable energy has increased credit risk in the energy sector. Due to a </span></div><div class=\"ps6694 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">predominance of large international energy companies with a relatively low credit risk in its customer </span></div><div class=\"ps6695 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">base, the exposure for Aker Solutions to this increased credit risk is limited.</span></div><div class=\"ps9690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-009481af ps1348\">Liquidity risk:</span><span class=\"f charStyle-15433314 ps9689\"> The current market uncertainty has increased the liquidity risk. However, solid order </span></div><div class=\"ps9691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">backlog and strong cash generation from operations have contributed to a strong balance sheet and </span></div><div class=\"ps9692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">visibility. </span></div><div class=\"ps9693 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Currency Risk</span></div><div class=\"ps9677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions has international operations and is exposed to currency risk on commercial transactions, </span></div><div class=\"ps9678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assets and liabilities when payments and revenues are denominated in a currency other than the functional </span></div><div class=\"ps6783 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">currency of the respective entity. The company's exposure to currency risk is primarily related to USD, EUR </span></div><div class=\"ps6784 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and GBP. The company's primary translation risk is related to USD, EUR and GBP.</span></div><div class=\"ps9694 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Use of Currency Derivatives</span></div><div class=\"ps6711 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The Aker Solutions' governing procedures require all entities to identify and mitigate currency exposure in all </span></div><div class=\"ps6712 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">contracts. Aker Solutions manages the currency risk in the tender period either by including currency clauses </span></div><div class=\"ps6713 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">in the tender, entering into derivative instruments or including a contingency in the tender price. All entities </span></div><div class=\"ps6714 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">identify and hedge their exposure with the Corporate treasury department. The Corporate treasury </span></div><div class=\"ps6715 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">department manages the overall currency exposures based on well established currency risk strategy and </span></div><div class=\"ps9695 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">procedures.</span></div><div class=\"ps6684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Each entity designates all foreign currency hedge contracts with treasury as cash flow hedges or as hedges </span></div><div class=\"ps6685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of separate embedded derivatives. Treasury enters into external foreign exchange contracts separately for </span></div><div class=\"ps6686 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">revenue and cost exposure. The overarching strategy is that 80 percent of the value of the hedging </span></div><div class=\"ps6687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">instruments shall either qualify for hedge accounting or be hedges of separate embedded derivatives.The </span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">qualifying portion of hedges was 92 percent as of December 31, 2025. Treasury monitors hedges not </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">qualifying for hedge accounting and non-qualifying hedges are reported in the \"other\" segment. Currency </span></div><div class=\"ps6690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">exposure from long-term investments in foreign currencies is only hedged when specifically instructed by </span></div><div class=\"ps6691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">management. A net-investment hedge to mitigate the foreign exchange risk associated with parts of Aker </span></div><div class=\"ps6692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Solutions\u2019 investments denominated in USD has been in place since 2024.</span></div><div class=\"ps9696 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Non-Convertible Currencies</span></div><div class=\"ps9697 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions operates in some jurisdictions where regulations and requirements may limit the convertibility </span></div><div class=\"ps9698 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of local currency and restrict free flow of cash. Mitigating actions are taken to minimize the currency </span></div><div class=\"ps9699 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">exposure. However, Aker Solutions has historically experienced currency exposures in such jurisdictions </span></div><div class=\"ps9700 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">where no means of hedging has been available.</span></div><div class=\"ps3345 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">21</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">21</span><span class=\"f charStyle-15433314 ps8195\"> Financial Risk Management and Exposures cont</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Exposure to Currency Risk</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The net exposure as of December 31 is shown in the following table. A bank deposit in a currency different </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">than the functional currency of the entity represent an exposure for the group. A negative amount on bank </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">deposits represent an overdraft for the entities. Estimated forecasted cash flows in the table are calculated </span></div><div class=\"ps392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">based on the entity's hedge transactions with treasury, as these are considered to be the best estimate of </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">future revenue and cost in foreign currencies. The net exposure is closely monitored by treasury.</span></div><div class=\"ps8760 ss13\"><div class=\"ss867 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:222pt\"></td><td style=\"padding:0;width:33.75pt\"></td><td style=\"padding:0;width:33.75pt\"></td><td style=\"padding:0;width:33.75pt\"></td><td style=\"padding:0;width:33.75pt\"></td><td style=\"padding:0;width:33.75pt\"></td><td style=\"padding:0;width:33.75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"3\" style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7569 ss863\"><div><div class=\"ps2498 ss155\"><span class=\"f charStyle-99bfcfa0 ps9702\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"3\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9704 ss863\"><div><div class=\"ps2498 ss155\"><span class=\"f charStyle-99bfcfa0 ps9703\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss865\"><div><div class=\"ps8 ss864\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9705 ss356\"><div><div class=\"ps2498 ss355\"><span class=\"f charStyle-99bfcfa0 ps2960\">USD<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9707 ss356\"><div><div class=\"ps2498 ss355\"><span class=\"f charStyle-99bfcfa0 ps9706\">EUR<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9708 ss356\"><div><div class=\"ps2498 ss355\"><span class=\"f charStyle-99bfcfa0 ps4231\">GBP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9709 ss356\"><div><div class=\"ps2498 ss355\"><span class=\"f charStyle-99bfcfa0 ps2960\">USD<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps429 ss356\"><div><div class=\"ps2498 ss355\"><span class=\"f charStyle-99bfcfa0 ps9706\">EUR<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9710 ss356\"><div><div class=\"ps2498 ss355\"><span class=\"f charStyle-99bfcfa0 ps4231\">GBP<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps1411 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-cb0bd68b ps1\">Bank deposits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9712 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-77</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9713 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-35</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9715 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.03pt\"></span></span><span class=\"ps9714\">-114</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9717 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.5pt\"></span></span><span class=\"ps9716\">-150</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9718 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.5pt\"></span></span><span class=\"ps9716\">-128</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9719 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.5pt\"></span></span><span class=\"ps9716\">-165</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1413 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-cb0bd68b ps1\">Intercompany and related parties deposits (+) and loan (-)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9720 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-59</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9722 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.74pt\"></span></span><span class=\"ps9721\">-1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9723 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.74pt\"></span></span><span class=\"ps9721\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9724 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9726 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.25pt\"></span></span><span class=\"ps9725\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9727 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.74pt\"></span></span><span class=\"ps9721\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps4068 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-2dae0141 ps1\">Balance sheet exposure<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9729 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.11pt\"></span></span><span class=\"ps9728\">-136</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9730 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.77pt\"></span></span><span class=\"ps6217\">-37</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9732 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.73pt\"></span></span><span class=\"ps9731\">-115</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9734 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.49pt\"></span></span><span class=\"ps9733\">-223</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9735 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.11pt\"></span></span><span class=\"ps9728\">-128</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9736 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.11pt\"></span></span><span class=\"ps9728\">-166</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7323 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-cb0bd68b ps1\">Forecasted receipts from customers<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9737 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.66pt\"></span></span><span class=\"ps3123\">31</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9738 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.01pt\"></span></span><span class=\"ps3647\">283</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9739 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.66pt\"></span></span><span class=\"ps3123\">10</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9740 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.19pt\"></span></span><span class=\"ps3209\">11</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9742 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.13pt\"></span></span><span class=\"ps9741\">90</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9743 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.13pt\"></span></span><span class=\"ps9741\">22</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4986 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-cb0bd68b ps1\">Forecasted payments to vendors<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9744 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-42</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9745 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-40</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9747 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.62pt\"></span></span><span class=\"ps9746\">-15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9748 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.62pt\"></span></span><span class=\"ps9746\">-31</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9749 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-64</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9750 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.62pt\"></span></span><span class=\"ps9746\">-14</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7938 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-2dae0141 ps1\">Cash flow exposure<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9751 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.01pt\"></span></span><span class=\"ps6061\">-11</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9753 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.53pt\"></span></span><span class=\"ps9752\">243</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9754 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.05pt\"></span></span><span class=\"ps6322\">-6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9755 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.77pt\"></span></span><span class=\"ps6217\">-20</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9757 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.81pt\"></span></span><span class=\"ps9756\">26</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9758 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.09pt\"></span></span><span class=\"ps5994\">8</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps4789 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-cb0bd68b ps1\">Forward exchange contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9760 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.54pt\"></span></span><span class=\"ps9759\">146</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9762 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.97pt\"></span></span><span class=\"ps9761\">-206</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9764 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.07pt\"></span></span><span class=\"ps9763\">121</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9765 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.01pt\"></span></span><span class=\"ps3647\">240</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9766 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.54pt\"></span></span><span class=\"ps9759\">102</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9767 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.54pt\"></span></span><span class=\"ps9759\">157</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1432 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-2dae0141 ps1\">Net exposure in currency<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9768 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.09pt\"></span></span><span class=\"ps5994\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9769 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.09pt\"></span></span><span class=\"ps5994\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9770 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.09pt\"></span></span><span class=\"ps5994\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9771 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.05pt\"></span></span><span class=\"ps6322\">-3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9772 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.09pt\"></span></span><span class=\"ps5994\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9774 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.67pt\"></span></span><span class=\"ps9773\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5775 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-2dae0141 ps1\">Net exposure in NOK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9775 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.05pt\"></span></span><span class=\"ps6322\">-4</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9776 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.67pt\"></span></span><span class=\"ps9773\">-1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9777 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.71pt\"></span></span><span class=\"ps4495\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9778 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.77pt\"></span></span><span class=\"ps6217\">-30</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9779 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.05pt\"></span></span><span class=\"ps6322\">-4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9781 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.39pt\"></span></span><span class=\"ps9780\">-13</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps5172 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Treasury is allowed to hold positions within an approved trading mandate. The currency exposures in USD, </span></div><div class=\"ps9786 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">EUR and GBP per December 31, </span><span class=\"f charStyle-15433314 ps9782\">2025</span><span class=\"f charStyle-15433314 ps9783\"> and </span><span class=\"f charStyle-15433314 ps9784\">2024</span><span class=\"f charStyle-15433314 ps9785\">, were within the trading mandate. </span></div><div class=\"ps9788 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Sensitivity Analysis</span><span class=\"f charStyle-f8172550 ps9787\"> - Fair Value of Financial Instruments</span></div><div class=\"ps9789 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A change in currency rate impacts the value of monetary assets and liabilities resulting in gains and losses </span></div><div class=\"ps9790 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">for the subsidiaries and the group. Items such as accounts receivables and accounts payables are either </span></div><div class=\"ps9791 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">hedged naturally through our customer and supplier contracts or they are hedged with foreign currency </span></div><div class=\"ps9792 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">derivatives. The material foreign exchange exposure for the group lies in the 20 percent ownership of SLB </span></div><div class=\"ps9793 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">OneSubsea and the ownership of shares in SLB. Part of the foreign exchange exposure of the ownership in </span></div><div class=\"ps9794 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">SLB OneSubsea has been hedged with foreign exchange forward contracts. The impact on net income and </span></div><div class=\"ps9795 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">equity from the ownership of these assets have the following effects from a 15 percent strengthening of USD:</span></div><div class=\"ps234 ss13\"><div class=\"ss875 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:215.25pt\"></td><td style=\"padding:0;width:73.5pt\"></td><td style=\"padding:0;width:73.5pt\"></td><td style=\"padding:0;width:73.5pt\"></td></tr><tr style=\"height:36.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss869\"><div><div class=\"ps6924 ss868\"><span class=\"f charStyle-99bfcfa0 ps1\">USD 15 percent strengthening<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9797 ss870\"><div><div class=\"ps6924 ss190\"><span class=\"f charStyle-99bfcfa0 ps6972\">USD million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9800 ss870\"><div><div class=\"ps6931 ss190\"><span class=\"f charStyle-99bfcfa0 ps9798\">NOK million <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss190\"><span class=\"f charStyle-99bfcfa0 ps3501\">Income (loss) </span></div><div class=\"ps6924 ss190\"><span class=\"f charStyle-99bfcfa0 ps9799\">before tax</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9803 ss870\"><div><div class=\"ps6931 ss190\"><span class=\"f charStyle-99bfcfa0 ps9798\">NOK million <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss190\"><span class=\"f charStyle-99bfcfa0 ps9801\">Equity increase </span></div><div class=\"ps6924 ss190\"><span class=\"f charStyle-99bfcfa0 ps9802\">(decrease)</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss871\"><div><div class=\"ps9804 ss868\"><span class=\"f charStyle-15433314 ps1\">OneSubsea Investments UK Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9806 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.76pt\"></span></span><span class=\"ps9805\">409</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9808 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65pt\"></span></span><span class=\"ps9807\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9810 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.29pt\"></span></span><span class=\"ps9809\">617</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6947 ss871\"><div><div class=\"ps9804 ss868\"><span class=\"f charStyle-15433314 ps1\">OneSubsea LLC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9812 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.88pt\"></span></span><span class=\"ps9811\">89</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9813 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65pt\"></span></span><span class=\"ps9807\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9814 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.29pt\"></span></span><span class=\"ps9809\">135</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6297 ss871\"><div><div class=\"ps9804 ss868\"><span class=\"f charStyle-15433314 ps1\">Shares in SLB</span><span class=\"f charStyle-c8e154bf ps9815\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9816 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.29pt\"></span></span><span class=\"ps9809\">194</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9817 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.76pt\"></span></span><span class=\"ps9805\">293</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9818 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.76pt\"></span></span><span class=\"ps9805\">293</span></span></div></div></div></td></tr><tr style=\"height:24pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6056 ss873\"><div><div class=\"ps9819 ss868\"><span class=\"f charStyle-15433314 ps1\">Forward foreign exchange contracts for SLB <span class=\"f ps2\"> </span></span></div><div class=\"ps9820 ss868\"><span class=\"f charStyle-15433314 ps1\">OneSubsea investments</span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9823 ss874\"><div><div class=\"ps9822 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.78pt\"></span></span><span class=\"ps9821\">-121</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9824 ss874\"><div><div class=\"ps9822 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65pt\"></span></span><span class=\"ps9807\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9826 ss874\"><div><div class=\"ps9822 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.25pt\"></span></span><span class=\"ps9825\">-183</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9828 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1587\">1) </span><span class=\"f charStyle-eea200a5 ps9827\">Shares in SLB have been disposed after December 31, 2025.</span></div><div class=\"ps9829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Credit Risk</span></div><div class=\"ps9830 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Credit risk is the risk of financial losses if a customer or counterparty to financial receivables and financial </span></div><div class=\"ps9831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">instruments fails to meet contractual obligations. </span></div><div class=\"ps9832 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Investment Instruments and Derivatives </span></div><div class=\"ps9833 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Investment instruments, loans, credit facilities and derivatives are only conducted with approved </span></div><div class=\"ps9834 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">counterparties and governed by standard agreements (ISDA, Nordic Trustee and LMA documentation). All </span></div><div class=\"ps9835 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">approved banks are participants in the Aker Solutions loan syndicate and have investment grade ratings. </span></div><div class=\"ps9836 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Credit risk related to investment securities and derivatives is therefore considered to be low.</span></div><div class=\"ps9837 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Trade Receivables and Contract Assets</span></div><div class=\"ps9838 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Assessment of credit risk related to customers and subcontractors is an important requirement in the bid </span></div><div class=\"ps9839 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">phase and throughout the contract period. Such assessments are based on credit ratings, income statement </span></div><div class=\"ps9840 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and balance sheet reviews and using credit assessment tools available (e.g. BvD Procurement Catalyst). </span></div><div class=\"ps9841 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Revenues are mainly related to large and long-term projects closely followed up in terms of payments in </span></div><div class=\"ps9842 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">accordance with agreed milestones. Normally, lack of payment is due to disagreements related to project </span></div><div class=\"ps9843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">deliveries and is solved together with the customer. </span></div><div class=\"ps9844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions\u2019 major customers are highly rated energy companies where the credit risk is considered to be </span></div><div class=\"ps9845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">limited. Risk related to lower rated companies is monitored closely. The maximum exposure to credit risk at </span></div><div class=\"ps9847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the reporting date equals the book value of each category of financial assets. </span><span class=\"f charStyle-15433314 ps9846\">The company does not hold </span></div><div class=\"ps9848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">collateral as security.</span></div><div class=\"ps9849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">21</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">21</span><span class=\"f charStyle-15433314 ps8195\"> Financial Risk Management and Exposures cont</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Measurement of Expected Credit Losses (ECLs)</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">Impairment is assessed using the expected credit loss (ECL) method for financial assets. The company considers a </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">financial asset to be in default when the borrower is unlikely to pay its credit obligation to the company in full. ECLs </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">are estimated probability-weighted net present value of future expected credit losses. ECLs are discounted at the </span></div><div class=\"ps392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">effective interest rate of the financial asset. Loss allowances for trade receivables, contract assets and lease </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">receivables are always measured at an amount equal to lifetime ECLs. Twelve month ECLs are used for interest-</span></div><div class=\"ps401 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">bearing receivables and bank balances for which credit risk has not increased significantly since initial recognition.</span><span class=\"f charStyle-15433314 ps9850\"> </span></div><div class=\"ps2701 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">At each reporting date, the company assesses whether any financial assets are credit-impaired. Evidence </span></div><div class=\"ps2005 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">that a financial asset is credit-impaired includes when invoices are more than 90 days past due without </span></div><div class=\"ps2569 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">agreed postponement, knowledge of significant financial difficulty of the customer or debtor or other </span></div><div class=\"ps2570 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">forward-looking information. The gross carrying amount of a financial asset is written off (either partially or in </span></div><div class=\"ps2571 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">full) to the extent that there is no realistic prospect of recovery. This is generally the case when the company </span></div><div class=\"ps1722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">determines that the debtor does not have assets or sources of income that could generate sufficient cash </span></div><div class=\"ps1867 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">flows to repay the amounts subject to write-off.</span></div><div class=\"ps9852 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Liquidity Risk</span></div><div class=\"ps1293 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Liquidity risk is the risk that the company is unable to meet the obligations associated with its financial </span></div><div class=\"ps738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">liabilities. The company's approach to managing liquidity is to ensure, as far as possible, that it will always </span></div><div class=\"ps739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">have sufficient liquidity reserves to meet its liabilities when due. </span></div><div class=\"ps1319 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Prudent liquidity risk management includes maintaining sufficient cash, the availability of funding from an </span></div><div class=\"ps1320 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">adequate amount of committed credit facilities and the ability to close out market positions. Management </span></div><div class=\"ps1321 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">monitors rolling weekly and monthly forecasts of the company\u2019s liquidity reserve on the basis of expected </span></div><div class=\"ps745 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">cash flow. Due to the dynamic nature of the underlying businesses, treasury maintains flexibility in funding by </span></div><div class=\"ps1322 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">maintaining availability under committed credit lines in addition to cash and liquid investments. </span></div><div class=\"ps755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Financial Liabilities and the Period in which they Mature</span></div><div class=\"ps5738 ss13\"><div class=\"ss75 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:142.5pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:15.75pt\"><td colspan=\"8\" style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4 ss876\"><div><div class=\"ps2498 ss75\"><span class=\"f charStyle-99bfcfa0 ps1\">2025<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:36.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss878\"><div><div class=\"ps6923 ss877\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9856 ss879\"><div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9854\">Book <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9855\">value</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9858 ss879\"><div><div class=\"ps6931 ss302\"><span class=\"f charStyle-99bfcfa0 ps4163\">Total </span></div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps4708\">cash </span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps2822\">flow</span><span class=\"f charStyle-f2f4b7a4 ps9857\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9862 ss879\"><div><div class=\"ps6931 ss302\"><span class=\"f charStyle-99bfcfa0 ps9859\">6 <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9860\">months </span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9861\">and less</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9864 ss879\"><div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9863\">6-12 <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9860\">months</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9865 ss879\"><div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps5016\">1-2 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2926 ss879\"><div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9866\">2-5 <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9867\">years</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2927 ss879\"><div><div class=\"ps6931 ss302\"><span class=\"f charStyle-99bfcfa0 ps9868\">More <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9869\">than 5 </span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9867\">years</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps567 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-cb0bd68b ps1\">Financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9871 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.38pt\"></span></span><span class=\"ps9870\">56</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9872 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.38pt\"></span></span><span class=\"ps9870\">56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9873 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.38pt\"></span></span><span class=\"ps9870\">27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9874 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">9</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9876 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.91pt\"></span></span><span class=\"ps9875\">19</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9877 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9878 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-cb0bd68b ps1\">Trade and other payables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9880 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.21pt\"></span></span><span class=\"ps9879\">13,151</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9881 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.21pt\"></span></span><span class=\"ps9879\">13,151</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9882 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.68pt\"></span></span><span class=\"ps2951\">13,136</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9883 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9884 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9885 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">9</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9886 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">4</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-cb0bd68b ps1\">Lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9887 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.27pt\"></span></span><span class=\"ps9798\">3,135</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9888 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.74pt\"></span></span><span class=\"ps5053\">3,866</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9889 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">403</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9890 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">354</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9891 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">594</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9893 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.8pt\"></span></span><span class=\"ps9892\">1,071</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9894 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.27pt\"></span></span><span class=\"ps9798\">1,444</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1473 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-2dae0141 ps1\">Total liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9896 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.2pt\"></span></span><span class=\"ps9895\">16,341</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9897 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.58pt\"></span></span><span class=\"ps3827\">17,072</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9898 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.58pt\"></span></span><span class=\"ps3827\">13,566</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9899 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.78pt\"></span></span><span class=\"ps9449\">365</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9901 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.4pt\"></span></span><span class=\"ps9900\">613</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9902 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.86pt\"></span></span><span class=\"ps4212\">1,080</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9903 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.86pt\"></span></span><span class=\"ps4212\">1,448</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9905 ss13\"><div class=\"ss75 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:142.5pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:15.75pt\"><td colspan=\"8\" style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4 ss876\"><div><div class=\"ps2498 ss75\"><span class=\"f charStyle-b27573d2 ps1\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:36.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss878\"><div><div class=\"ps6923 ss877\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9856 ss879\"><div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9854\">Book <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9855\">value</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9858 ss879\"><div><div class=\"ps6931 ss302\"><span class=\"f charStyle-20997640 ps4163\">Total </span></div><div class=\"ps6933 ss302\"><span class=\"f charStyle-20997640 ps4708\">cash </span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-20997640 ps2822\">flow</span><span class=\"f charStyle-f4874ced ps9857\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9862 ss879\"><div><div class=\"ps6931 ss302\"><span class=\"f charStyle-99bfcfa0 ps9859\">6 <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9860\">months </span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9861\">and less</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9864 ss879\"><div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9863\">6-12 <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9860\">months</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9865 ss879\"><div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps5016\">1-2 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2926 ss879\"><div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9866\">2-5 <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9867\">years</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2927 ss879\"><div><div class=\"ps6931 ss302\"><span class=\"f charStyle-99bfcfa0 ps9868\">More <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9869\">than 5 </span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9867\">years</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps567 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-cb0bd68b ps1\">Financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9871 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.91pt\"></span></span><span class=\"ps9875\">17</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9872 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.91pt\"></span></span><span class=\"ps9875\">17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9873 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9874 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9876 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9877 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9878 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-cb0bd68b ps1\">Trade and other payables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9880 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.68pt\"></span></span><span class=\"ps2951\">12,180</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9881 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.68pt\"></span></span><span class=\"ps2951\">12,180</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9882 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.68pt\"></span></span><span class=\"ps2951\">12,170</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9883 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.03pt\"></span></span><span class=\"ps9904\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9884 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9885 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.91pt\"></span></span><span class=\"ps9875\">10</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9886 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-cb0bd68b ps1\">Lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9887 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.74pt\"></span></span><span class=\"ps5053\">3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9888 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.74pt\"></span></span><span class=\"ps5053\">3,846</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9889 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">443</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9890 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">393</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9891 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.79pt\"></span></span><span class=\"ps9429\">621</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9893 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.27pt\"></span></span><span class=\"ps9798\">1,225</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9894 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.8pt\"></span></span><span class=\"ps9892\">1,163</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1473 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-2dae0141 ps1\">Total liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9896 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.58pt\"></span></span><span class=\"ps3827\">15,542</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9897 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.58pt\"></span></span><span class=\"ps3827\">16,043</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9898 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.2pt\"></span></span><span class=\"ps9895\">12,621</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9899 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.78pt\"></span></span><span class=\"ps9449\">400</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9901 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.78pt\"></span></span><span class=\"ps9449\">623</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9902 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.86pt\"></span></span><span class=\"ps4212\">1,237</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9903 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.48pt\"></span></span><span class=\"ps6120\">1,163</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9906 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps1587\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1965\">Nominal currency value including interest.</span></div><div class=\"ps9907 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Cash Pool Arrangements</span></div><div class=\"ps9908 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company policy for the purpose of optimizing availability and flexibility of cash within the company is to </span></div><div class=\"ps9909 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">operate centrally managed cash pooling arrangements. Such arrangements are either organized with a bank </span></div><div class=\"ps9910 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">as a service provider, or as a part of the operation of treasury. An important condition for the participants </span></div><div class=\"ps9911 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">(entities) in such cash pooling arrangements is that Aker Solutions as an owner of such pools is financially </span></div><div class=\"ps9912 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">viable and is able to prove its capability to service its obligations concerning repayment of any net deposits </span></div><div class=\"ps9913 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">made by entities. The company policy is not applied in countries where local laws prohibit international cash </span></div><div class=\"ps9916 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">pool arrangements, such as </span><span class=\"f charStyle-15433314 ps9914\">India, Congo and Canada</span><span class=\"f charStyle-15433314 ps9915\">.</span></div><div class=\"ps9917 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">21</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">21</span><span class=\"f charStyle-15433314 ps8195\"> Financial Risk Management and Exposures cont</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Price Risk</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The company is exposed to fluctuations in market prices both in the investment portfolio and in the operating </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">businesses related to individual contracts. The units are exposed to changes in market prices for raw </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">materials, equipment and wage inflation. This is managed in the bid process by locking in committed prices </span></div><div class=\"ps844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">from key vendors as basis for offers to customers or through escalation clauses with customers.</span></div><div class=\"ps9918 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Guarantees</span></div><div class=\"ps2569 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The company has provided the following guarantees on behalf of wholly owned subsidiaries and related </span></div><div class=\"ps2570 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">parties as of December 31 (all obligations are per date of issue):</span></div><div class=\"ps1881 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Non-financial parent company guarantees related to project performance on behalf of group companies</span></div><div class=\"ps4410 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Financial parent company indemnity guarantees for fulfillment of lease obligations, credits and loans </span></div><div class=\"ps4411 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">were NOK </span><span class=\"f charStyle-15433314 ps9919\">6.6</span><span class=\"f charStyle-15433314 ps9920\"> billion (NOK </span><span class=\"f charStyle-15433314 ps9921\">7.6</span><span class=\"f charStyle-15433314 ps9922\"> billion in </span><span class=\"f charStyle-15433314 ps9923\">2024</span><span class=\"f charStyle-15433314 ps9924\">)</span></div><div class=\"ps9925 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Financial guarantees including counter guarantees for bank/surety bonds and guarantees for pension </span></div><div class=\"ps2639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">obligations to employees were NOK </span><span class=\"f charStyle-15433314 ps9926\">6.2</span><span class=\"f charStyle-15433314 ps9927\"> billion (NOK </span><span class=\"f charStyle-15433314 ps9928\">6.2</span><span class=\"f charStyle-15433314 ps9929\"> billion in </span><span class=\"f charStyle-15433314 ps9930\">2024</span><span class=\"f charStyle-15433314 ps9931\">)</span></div><div class=\"ps9932 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Guarantee on Behalf of Akastor</span></div><div class=\"ps9933 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions was demerged from Akastor in 2014, and parties in a demerger have joint liability according </span></div><div class=\"ps9934 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">to Norwegian law. If an obligation that arose prior to the completion of the demerger is not met by either </span></div><div class=\"ps9935 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">party, the other party will have secondary joint liability for such obligation. The remaining value of the </span></div><div class=\"ps9938 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">financial guarantees where Aker Solutions has a secondary joint liability was NOK </span><span class=\"f charStyle-15433314 ps9936\">0.5</span><span class=\"f charStyle-15433314 ps9937\"> billion per December </span></div><div class=\"ps9944 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">31, </span><span class=\"f charStyle-15433314 ps9939\">2025</span><span class=\"f charStyle-15433314 ps6659\">, compared to NOK </span><span class=\"f charStyle-15433314 ps9940\">0.9</span><span class=\"f charStyle-15433314 ps9941\"> billion per December 31, </span><span class=\"f charStyle-15433314 ps9942\">2024</span><span class=\"f charStyle-15433314 ps9943\">. There is only one guarantee remaining which </span></div><div class=\"ps9945 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">expires end of September 2027. There are no provisions related to the guarantee as the likelihood of any </span></div><div class=\"ps9946 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">payments related to the joint liability is considered to be low. </span></div><div class=\"ps1628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_403\" style=\"z-index:1\">See note 13</a></span><span class=\"f charStyle-27c8d1b7 ps7693\"> </span><span class=\"f charStyle-27c8d1b7 ps9947\">for more information about trade and other receivables</span></div><div class=\"ps9948 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_409\" style=\"z-index:1\">See note 15</a></span><span class=\"f charStyle-27c8d1b7 ps7693\"> for more information about cash and available credit facility</span></div><div class=\"ps5362 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-27c8d1b7 ps7693\"> for more information about lease liabilities</span></div><div class=\"ps2065 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_427\" style=\"z-index:1\">See note 20</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about trade and other payables</span></div><div class=\"ps9949 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_439\" style=\"z-index:1\">See note 23</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about derivatives</span></div><div class=\"ps6803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_442\" style=\"z-index:1\">See note 24</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about financial assets and liabilities</span></div><div class=\"ps6672 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_3634\" style=\"z-index:1\">See note 29</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information </span><span class=\"f charStyle-15433314 ps9950\">about the disposal of the shares in SLB</span></div><span class=\"f charStyle-58d2db5a ps9951\">Capital Management</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The objective of Aker Solutions' capital management policy is to optimize the capital structure to ensure </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">sufficient and timely funding over time to finance its activities at the lowest cost, in addition to investing in </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">projects and businesses which will increase the company's return on capital employed over time.<span class=\"f ps2\"> </span></span></div><div class=\"ps9179 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Investment Policy</span></div><div class=\"ps7043 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions\u2019 capital management is based on a rigorous investment selection process which considers not </span></div><div class=\"ps7044 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">only Aker Solutions\u2019 weighted average cost of capital and strategic orientation, but also external factors such </span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">as market expectations and extrinsic risk factors. This selection process is coupled with a centralized </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">approval process for all capital expenditures to be incurred by the group.</span></div><div class=\"ps8888 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Funding Policy</span></div><div class=\"ps9952 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Liquidity Planning</span></div><div class=\"ps3325 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has a strong focus on liquidity in order to meet its working capital needs short-term and to </span></div><div class=\"ps6634 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">ensure solvency for its financial obligations long-term. The group\u2019s internal guideline is to have a minimum </span></div><div class=\"ps3864 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">liquidity reserve of NOK 3 billion, including cash and undrawn committed credit facilities. As per December </span></div><div class=\"ps3865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">31, </span><span class=\"f charStyle-15433314 ps9939\">2025</span><span class=\"f charStyle-15433314 ps6659\"> the liquidity reserve amounted to </span><span class=\"f charStyle-15433314 ps9953\">NOK </span><span class=\"f charStyle-15433314 ps9954\">8.7</span><span class=\"f charStyle-15433314 ps9955\"> billion </span><span class=\"f charStyle-15433314 ps9956\">compared to NOK </span><span class=\"f charStyle-15433314 ps9957\">5.9</span><span class=\"f charStyle-15433314 ps9958\"> billion in the prior year. It </span></div><div class=\"ps6820 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">was composed of an undrawn committed credit facility, cash in bank accounts and bank deposits. The cash </span></div><div class=\"ps6821 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">position in Aker Solutions is still robust after the distribution of extraordinary dividend of NOK 10 billion in </span></div><div class=\"ps6822 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">December 2024.</span></div><div class=\"ps9959 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Funding of Operations</span></div><div class=\"ps3333 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions\u2019 funding policy states that all operating units will be funded through corporate treasury. This </span></div><div class=\"ps3336 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">ensures optimal availability and transfer of cash within the group, improved control of the group's capital </span></div><div class=\"ps3337 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">structure and optimized terms and conditions on funding of the group\u2019s operations. The group policy is not </span></div><div class=\"ps3338 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">applied in countries where local laws prohibit international cash pool arrangements.</span></div><div class=\"ps2652 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions emphasizes financial flexibility and steers its capital structure to ensure a balance between </span></div><div class=\"ps2653 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">liquidity risk and refinancing risk. In this perspective, any loans and other external borrowings will be </span></div><div class=\"ps2654 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">renegotiated well in advance of their due date. </span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions aims to have a diversified mix of funding sources to obtain an optimal cost of capital. These </span></div><div class=\"ps629 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">funding sources may include:</span></div><div class=\"ps1789 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The use of banks based on syndicated credit facilities or bilateral agreements</span></div><div class=\"ps3309 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The issue of debt instruments in the Norwegian debt capital market<span class=\"f ps2\"> </span></span></div><div class=\"ps2628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The issue of debt instruments in international capital markets</span></div><div class=\"ps5231 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">As per December 31, 2025 Aker Solutions did not have any drawn debt.</span></div><div class=\"ps9960 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Debt Covenants</span></div><div class=\"ps9961 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The group has an undrawn Revolving Credit Facility (RCF), maturing January 30, 2028. Total commitments </span></div><div class=\"ps5159 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">in the facility was increased under an Accordion Facility in the agreement from NOK 3 billion to NOK 5 billion </span></div><div class=\"ps9962 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">in December 2025. The facility is provided by a syndicate of ten banks which contains financial covenants </span></div><div class=\"ps9963 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">based on gearing and interest cover ratios. The terms and conditions include restrictions which are </span></div><div class=\"ps9964 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">customary for these kind of facilities, including inter alia negative pledge provisions, financial covenants and </span></div><div class=\"ps9965 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">restrictions related to acquisitions, disposals and mergers. There are also certain provisions of change of </span></div><div class=\"ps9966 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">controls included in the agreement. There are no restrictions for dividend payments and the facility is </span></div><div class=\"ps9967 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">unsecured. Interest terms for the revolving credit facility is 3 month NIBOR plus a fixed margin of 1.5 percent. </span></div><div class=\"ps3862 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The margin applicable to the facility is determined by leverage ratio. Utilization fee applies based on utilized </span></div><div class=\"ps3863 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">portion of credit facility. Commitment fee is 35 percent of the margin. </span></div><div class=\"ps9970 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">All debt covenants are based on IFRS excluding the impact of IFRS 16. At year-end </span><span class=\"f charStyle-15433314 ps9968\">2025</span><span class=\"f charStyle-15433314 ps9969\">, all ratios were well </span></div><div class=\"ps5796 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">within the covenants in the RCF. </span></div><div class=\"ps5172 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions has the following debt covenants for the RCF:</span></div><div class=\"ps9971 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The company\u2019s gearing ratio shall not exceed 3.5, calculated from net debt to adjusted EBITDA</span></div><div class=\"ps9208 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The company\u2019s interest cover ratio shall not be less than 3.5, calculated from adjusted EBITDA to net </span></div><div class=\"ps9209 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">finance cost</span></div><div class=\"ps8810 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">22</span><span class=\"f charStyle-15433314 ps9972\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">22</span><span class=\"f charStyle-15433314 ps9973\"> Capital Management cont.</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Gearing and Interest Cover</span><span class=\"f charStyle-f8172550 ps9974\"> Ratios at December 31</span></div><div class=\"ps9999 ss13\"><div class=\"ss820 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:275.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss818\"><div><div class=\"ps8 ss817\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8842 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8843 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Gearing ratios<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current interest-bearing borrowings<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8846 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8847 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Current interest-bearing borrowings<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8848 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8849 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1417 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Gross interest-bearing debt<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9646 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.59pt\"></span></span><span class=\"ps6400\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9647 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.59pt\"></span></span><span class=\"ps6400\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps569 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Cash and cash equivalents<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9648 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9649 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">2,860</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7499 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Net debt<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9651 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.07pt\"></span></span><span class=\"ps9975\">-3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9652 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.45pt\"></span></span><span class=\"ps9976\">-2,860</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps1535 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">EBITDA excl. IFRS 16</span><span class=\"f charStyle-a61f3c46 ps9977\"><sup>1</sup></span><span class=\"f charStyle-cb0bd68b ps9978\"> </span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9979 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">4,406</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9980 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">3,973</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1069 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Restructuring and other special items as defined in the loan agreement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9981 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">188</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9982 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.16pt\"></span></span><span class=\"ps8800\">41</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5479 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Adjusted EBITDA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9983 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">4,594</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9984 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">4,014</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6868 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-ac370e2b ps1\">Gross interest-bearing debt/adjusted EBITDA <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9985 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9986 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5500 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Net debt/adjusted EBITDA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9988 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46pt\"></span></span><span class=\"ps9987\">-0.8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9989 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46pt\"></span></span><span class=\"ps9987\">-0.7</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2130 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Interest cover<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5435 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-ac370e2b ps1\">Adjusted EBITDA excl. IFRS 16</span><span class=\"f charStyle-5e512a33 ps9990\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9991 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">4,594</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9992 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">4,014</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6021 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Net interest expense as defined in the loan agreement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9993 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">57</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9994 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">291</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps283 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Adjusted EBITDA/Net finance cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9996 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.76pt\"></span></span><span class=\"ps9995\">80.0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9998 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.38pt\"></span></span><span class=\"ps9997\">13.8</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10000 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Excluding IFRS 16 means that leasing cost is reported as part of operating cost and included in EBITDA.</span></div><div class=\"ps10002 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_433\" style=\"z-index:1\">See note 21</a></span><span class=\"f charStyle-27c8d1b7 ps7693\"> for more information about financial risk management</span></div><div class=\"ps10003 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_439\" style=\"z-index:1\">See note 23</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about interest rate derivatives</span></div><div class=\"ps10004 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_442\" style=\"z-index:1\">See note 24</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about financial assets and liabilities</span></div><span class=\"f charStyle-58d2db5a ps10007\">Derivative Financial Instruments</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has future cash flows to be settled in foreign currencies, and forward contracts are the most </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">commonly used derivative to hedge such exposures.</span><span class=\"f charStyle-15433314 ps10008\"> The governing documents states that all foreign </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">exchange exposure shall be hedged or mitigated by other means. </span><span class=\"f charStyle-15433314 ps10009\">The overarching strategy is that 80 </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">percent of the value of the hedging instruments shall either qualify for hedge accounting or be hedges of </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">separate embedded derivatives. Aker Solutions\u2019 interest rate exposure mainly arises from its cash position. </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has no external debt or outstanding interest rate swaps. </span></div><div class=\"ps8778 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps10010 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Cash Flow Hedges of Foreign Currency</span></div><div class=\"ps8393 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Forward contracts are the most commonly used derivative to hedge foreign currency exposure. In addition, </span></div><div class=\"ps6739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">currency options are sometimes used to hedge exposures. In case of changes in the expected maturity </span></div><div class=\"ps6740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">dates, currencies or amounts of the hedged items, corresponding derivatives are routinely adjusted (pre-</span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">matured or rolled over), usually by means of currency swaps.</span></div><div class=\"ps10011 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The hedged transactions in foreign currency subject to cash flow hedge accounting are highly probable </span></div><div class=\"ps8889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">future transactions expected to occur at various dates during the next one to four years, depending on </span></div><div class=\"ps10012 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">progress of the projects and firm commitments. The derivatives are recognized initially and subsequently at </span></div><div class=\"ps10013 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">fair value in the balance sheet, and the effective portion of changes in the fair value is recognized in other </span></div><div class=\"ps10014 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">comprehensive income as a hedge reserve.</span></div><div class=\"ps8396 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions designates the full forward foreign exchange contracts to hedge its currency risk and applies </span></div><div class=\"ps2908 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">a hedge ratio of 1:1. The policy covers critical terms such as currency pair, amount and maturity of the </span></div><div class=\"ps2909 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">forward exchange contracts to align with the hedged item. The existence of an economic relationship </span></div><div class=\"ps2910 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">between the hedging instrument and hedged item is determined based on matching critical terms of their </span></div><div class=\"ps10015 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">respective cash flows. In addition, an assessment is made to determine whether the derivative designated in </span></div><div class=\"ps2062 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">each hedging relationship is expected to be, and has been, effective in offsetting changes in cash flows of </span></div><div class=\"ps2063 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the hedged item by the hypothetical derivative method.</span></div><div class=\"ps8607 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In these hedge relationships, the main sources of ineffectiveness are:</span></div><div class=\"ps10016 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Any sequential change of timing of the hedged item;</span></div><div class=\"ps1181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Change in the total amount of the hedge item; and</span></div><div class=\"ps1996 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Significant change in the counterparty's and Aker Solutions' credit risk</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions designate some net positions in hedging relationships. Certain hedged transactions are not </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">accounted for by applying hedge accounting, primarily because internal hedged transactions are grouped </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and netted before external hedge transactions are established. Changes in the fair value of derivatives will be </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">reported as financial income or expenses. Remaining derivatives not applying hedge accounting include </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">derivatives used by treasury to hedge the residual exposure of the company as part of its mandate through </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">currency forwards and foreign exchange swaps.</span><span class=\"f charStyle-47089e22 ps10017\"><span style=\"background-color:inherit\"> In addition, Aker Solutions has designated forward </span></span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">exchange contracts as net investment hedges to hedge foreign exchange risk related to the </span></span></div><div class=\"ps5347 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">USD\u2011denominated exposure embedded in its investment in SLB OneSubsea. As of December 31, 2025, the </span></span></div><div class=\"ps5348 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">company held forward exchange contracts with a nominal amount of USD 121 million designated as net </span></span></div><div class=\"ps6754 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">investment hedges. During 2025, roll\u2011over of these contracts resulted in positive cash effects of NOK 192 </span></span></div><div class=\"ps6764 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">million.</span></span></div><div class=\"ps6656 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Hedge accounting is discontinued with immediate recognition in finance income and expenses in the income </span></div><div class=\"ps10018 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">statement when a hedge no longer qualifies for hedge accounting, for example upon sale, expiration, </span></div><div class=\"ps10019 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">termination or when a forecasted transaction is no longer probable. The derivative financial instruments are </span></div><div class=\"ps10020 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">classified as current assets or liabilities as they are part of the operating cycle.</span></div><div class=\"ps10021 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Foreign Currency as Embedded Derivatives</span></div><div class=\"ps10022 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Embedded derivatives may exist in contracts with a currency other than the currency of the contracting </span></div><div class=\"ps10023 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">partners. The embedded derivative will under certain circumstances be separated and recognized at fair </span></div><div class=\"ps10024 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">value in the balance sheet and changes recognized in the income statement. These entries will result in </span></div><div class=\"ps10025 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">corresponding and opposite effects compared to the hedging instrument. </span></div><div class=\"ps10026 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions applies the following separation criteria for embedded derivatives: </span></div><div class=\"ps10027 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The embedded derivative needs to be separated if the agreed payment is in a currency different from any </span></div><div class=\"ps10028 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">of the major contract parties' own functional currency, or </span></div><div class=\"ps10029 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">\u25fc</span><span class=\"f ps2\"> </span></span><span class=\"f charStyle-47089e22 ps1965\"><span style=\"background-color:inherit\">that the contract currency is not considered to be commonly used for the relevant economic environment</span></span></div><div class=\"ps10030 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Cash Flow Hedges of Interest Rates</span></div><div class=\"ps10033 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions' interest exposure in </span><span class=\"f charStyle-15433314 ps10031\">2025</span><span class=\"f charStyle-15433314 ps10032\"> has mainly been from the cash position, there has not been any </span></div><div class=\"ps10034 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">hedges of interest rates in 2025. </span></div><div class=\"ps10035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">23</span><span class=\"f charStyle-15433314 ps9972\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">23</span><span class=\"f charStyle-15433314 ps9973\"> Derivative Financial Instruments cont.</span></div><div class=\"ps10036 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Fair Values and Maturity</span></div><div class=\"ps774 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The following table presents the fair value of the derivatives and a maturity analysis of the derivatives undiscounted cash flows. Given Aker Solutions hedging policy and the assumption that projects are cash neutral, this table </span></div><div class=\"ps10037 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">also indicates when the cash flows related to project expenses are expected to impact profit and loss. Project revenues are recognized over time according to the progress of the project. This may result in differences between </span></div><div class=\"ps3013 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">cash flow and revenue recognition. All material financial derivatives are held for hedging purpose.</span></div><div class=\"ps10194 ss13\"><div class=\"ss886 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:245.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"5\" style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10040 ss882\"><div><div class=\"ps2498 ss881\"><span class=\"f charStyle-99bfcfa0 ps10039\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"5\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10042 ss882\"><div><div class=\"ps2498 ss881\"><span class=\"f charStyle-99bfcfa0 ps10041\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:23.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss884\"><div><div class=\"ps167 ss883\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10048 ss315\"><div><div class=\"ps10044 ss149\"><span class=\"f charStyle-99bfcfa0 ps10043\">Instruments </span></div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10045\">at fair value</span><span class=\"f charStyle-f2f4b7a4 ps10046\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3243 ss315\"><div><div class=\"ps10044 ss149\"><span class=\"f charStyle-99bfcfa0 ps4217\">6 months or <span class=\"f ps2\"> </span></span></div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10049\">less</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10051 ss315\"><div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10050\">6-12 months<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10053 ss315\"><div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10052\">1-2 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10055 ss315\"><div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10054\">Over 2 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10056 ss315\"><div><div class=\"ps10044 ss149\"><span class=\"f charStyle-99bfcfa0 ps10043\">Instruments </span></div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10045\">at fair value</span><span class=\"f charStyle-f2f4b7a4 ps10046\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10057 ss315\"><div><div class=\"ps10044 ss149\"><span class=\"f charStyle-99bfcfa0 ps4217\">6 months or <span class=\"f ps2\"> </span></span></div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10049\">less</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10058 ss315\"><div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10050\">6-12 months<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10059 ss315\"><div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10052\">1-2 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10060 ss315\"><div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10054\">Over 2 years<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps17 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-ac370e2b ps1\">Assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3087 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Cash flow hedging instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10061 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">7</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10062 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10064 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10065 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10066 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10068 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.63pt\"></span></span><span class=\"ps10067\">56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10069 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10070 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.63pt\"></span></span><span class=\"ps10067\">52</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10071 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10072 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7705 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value adjustments to hedged instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10074 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.24pt\"></span></span><span class=\"ps10073\">-1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10075 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.24pt\"></span></span><span class=\"ps10073\">-1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10076 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10077 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10078 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10080 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.59pt\"></span></span><span class=\"ps10079\">-38</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10081 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10082 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.59pt\"></span></span><span class=\"ps10079\">-36</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10083 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10084 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps491 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value of net investments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10085 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10086 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10087 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10088 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10089 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10090 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10091 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10092 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10093 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10094 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps496 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Embedded derivatives in ordinary commercial contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10095 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10096 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10097 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10098 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10099 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10100 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10101 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10102 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10103 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10104 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps501 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Other financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10106 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.16pt\"></span></span><span class=\"ps10105\">19</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10107 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.16pt\"></span></span><span class=\"ps10105\">19</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10108 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10109 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10110 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10111 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.63pt\"></span></span><span class=\"ps10067\">83</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10112 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.63pt\"></span></span><span class=\"ps10067\">77</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10113 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10114 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10115 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5520 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-2dae0141 ps1\">Total financial instrument assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10117 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">33</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10119 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">31</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10121 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.21pt\"></span></span><span class=\"ps10120\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10122 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.21pt\"></span></span><span class=\"ps10120\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10124 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10125 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.65pt\"></span></span><span class=\"ps8253\">106</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10126 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">83</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10127 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10128 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.21pt\"></span></span><span class=\"ps10120\">1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10129 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2606 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-ac370e2b ps1\">Liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7381 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Cash flow hedging instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10130 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.59pt\"></span></span><span class=\"ps10079\">-39</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10132 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.65pt\"></span></span><span class=\"ps10131\">-11</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10133 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10134 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.12pt\"></span></span><span class=\"ps325\">-19</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10135 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10136 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.12pt\"></span></span><span class=\"ps325\">-31</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10137 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.65pt\"></span></span><span class=\"ps10131\">-11</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10138 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.12pt\"></span></span><span class=\"ps325\">-16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10139 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10140 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-3</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8082 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value adjustments to hedged instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10141 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10142 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10143 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10144 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10145 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10146 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.16pt\"></span></span><span class=\"ps10105\">12</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10147 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10148 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">9</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10149 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10150 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4803 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Embedded derivatives in ordinary commercial contracts <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10151 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10152 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10153 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10154 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10155 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10156 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.24pt\"></span></span><span class=\"ps10073\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10157 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.24pt\"></span></span><span class=\"ps10073\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10158 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10159 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10160 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3157 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Other financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10161 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.12pt\"></span></span><span class=\"ps325\">-16</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10162 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.12pt\"></span></span><span class=\"ps325\">-15</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10163 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10164 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10165 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10166 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10167 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10168 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10169 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10170 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2134 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-2dae0141 ps1\">Total financial instrument liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10172 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-56</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10173 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-27</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10175 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10176 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-19</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10177 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10178 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-17</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10179 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-8</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10180 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10181 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10182 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-3</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #808b90;border-right:0.5pt dotted #929292;padding:0\"><div class=\"ps5505 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-2dae0141 ps1\">Net financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10183 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-23</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10184 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10185 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10186 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-18</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10187 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10188 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">89</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10189 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">75</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10190 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10192 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.17pt\"></span></span><span class=\"ps10191\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10193 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-3</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10195 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Cash flows from matured derivatives are translated to NOK using the exchange rates on the balance sheet date.</span></div><div class=\"ps10198 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">23</span><span class=\"f charStyle-15433314 ps9973\"> continues on next page<span class=\"f ps2\"> </span></span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">23</span><span class=\"f charStyle-15433314 ps9973\"> Derivative Financial Instruments cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Forward Currency Contracts</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The table below includes an overview of all open forward currency contracts. The forward currency contracts that does not qualify for hedge accounting are mainly cash management derivatives hedging cash deposits or </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">overdrafts in other currencies than NOK. Forward currency contracts for net investments hedge parts of the foreign currency exposure in our SLB OneSubsea investments.</span></div><div class=\"ps9408 ss13\"><div class=\"ss887 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:308.25pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss814\"><div><div class=\"ps8 ss813\"><span class=\"f charStyle-7144cbb2 ps1\">Nominal foreign currency amounts in million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6929 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps10201\">USD<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6937 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps10202\">EUR<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10204 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps10203\">GBP<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss814\"><div><div class=\"ps474 ss813\"><span class=\"f charStyle-ac370e2b ps1\">Forward currency contracts qualifying for hedge accounting<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8742 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10205 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.75pt\"></span></span><span class=\"ps8033\">-231</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10206 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">6</span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1411 ss814\"><div><div class=\"ps474 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">Forward currency contracts not qualifying for hedge accounting<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10207 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">146</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10208 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">25</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10209 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.32pt\"></span></span><span class=\"ps7986\">115</span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10210 ss814\"><div><div class=\"ps474 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">Forward currency contracts net investment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10212 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.28pt\"></span></span><span class=\"ps10211\">-121</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10213 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10214 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7106 ss814\"><div><div class=\"ps474 ss813\"><span class=\"f charStyle-2dae0141 ps1\">Total changes in fair value<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10216 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.06pt\"></span></span><span class=\"ps10215\">25</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10217 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-206</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10219 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.02pt\"></span></span><span class=\"ps10218\">121</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10220 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Unsettled Hedges</span></div><div class=\"ps10221 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The table below shows the impact from the unsettled cash flow hedges on profit and loss and equity (not adjusted for tax).</span></div><div class=\"ps10249 ss13\"><div class=\"ss896 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:279.75pt\"></td><td style=\"padding:0;width:96.75pt\"></td><td style=\"padding:0;width:96.75pt\"></td><td style=\"padding:0;width:96.75pt\"></td><td style=\"padding:0;width:96.75pt\"></td><td style=\"padding:0;width:96.75pt\"></td><td style=\"padding:0;width:96.75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"3\" style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10224 ss889\"><div><div class=\"ps2498 ss888\"><span class=\"f charStyle-99bfcfa0 ps10223\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"3\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10226 ss889\"><div><div class=\"ps2498 ss888\"><span class=\"f charStyle-99bfcfa0 ps10225\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss891\"><div><div class=\"ps6966 ss890\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10229 ss893\"><div><div class=\"ps1729 ss892\"><span class=\"f charStyle-99bfcfa0 ps10227\">Fair value of all <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss892\"><span class=\"f charStyle-99bfcfa0 ps10228\">hedging instruments</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10232 ss893\"><div><div class=\"ps1729 ss892\"><span class=\"f charStyle-99bfcfa0 ps10230\">Recognized in profit <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss892\"><span class=\"f charStyle-99bfcfa0 ps10231\">and loss</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10235 ss893\"><div><div class=\"ps1729 ss892\"><span class=\"f charStyle-99bfcfa0 ps10233\">Deferred in equity <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss892\"><span class=\"f charStyle-99bfcfa0 ps10234\">(the hedge reserve)</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10236 ss893\"><div><div class=\"ps1729 ss892\"><span class=\"f charStyle-99bfcfa0 ps10227\">Fair value of all <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss892\"><span class=\"f charStyle-99bfcfa0 ps10228\">hedging instruments</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10237 ss893\"><div><div class=\"ps1729 ss892\"><span class=\"f charStyle-99bfcfa0 ps10230\">Recognized in profit <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss892\"><span class=\"f charStyle-99bfcfa0 ps10231\">and loss</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10238 ss893\"><div><div class=\"ps1729 ss892\"><span class=\"f charStyle-99bfcfa0 ps10233\">Deferred in equity <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss892\"><span class=\"f charStyle-99bfcfa0 ps10234\">(the hedge reserve)</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss894\"><div><div class=\"ps424 ss890\"><span class=\"f charStyle-cb0bd68b ps1\">Forward exchange contracts (cash flow hedges)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10240 ss895\"><div><div class=\"ps424 ss892\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:80.09pt\"></span></span><span class=\"ps10239\">-32</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10242 ss895\"><div><div class=\"ps424 ss892\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:85.21pt\"></span></span><span class=\"ps10241\">-2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10243 ss895\"><div><div class=\"ps424 ss892\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:80.09pt\"></span></span><span class=\"ps10239\">-30</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10245 ss895\"><div><div class=\"ps424 ss892\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:83.13pt\"></span></span><span class=\"ps10244\">24</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10246 ss895\"><div><div class=\"ps424 ss892\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:83.13pt\"></span></span><span class=\"ps10244\">22</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10248 ss895\"><div><div class=\"ps424 ss892\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:88.25pt\"></span></span><span class=\"ps10247\">2</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10252 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The purpose</span><span class=\"f charStyle-15433314 ps10251\"> of the hedging instrument is to secure a situation where the hedged item and the hedging instrument together represent a predetermined value independent of fluctuations of exchange rates. Revenue and </span></div><div class=\"ps10259 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">expenses on the underlying customer contracts are recognized in the income statement in accordance with progress. Consequently, NOK </span><span class=\"f charStyle-15433314 ps10253\">-2</span><span class=\"f charStyle-15433314 ps10254\"> million (NOK </span><span class=\"f charStyle-15433314 ps10255\">22</span><span class=\"f charStyle-15433314 ps10256\"> million in </span><span class=\"f charStyle-15433314 ps10257\">2024</span><span class=\"f charStyle-15433314 ps10258\">) of the value of the forward contracts have already </span></div><div class=\"ps10266 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">impacted the income statement. The NOK </span><span class=\"f charStyle-15433314 ps10260\">-30</span><span class=\"f charStyle-15433314 ps10261\"> million (NOK </span><span class=\"f charStyle-15433314 ps10262\">2</span><span class=\"f charStyle-15433314 ps10263\"> million in </span><span class=\"f charStyle-15433314 ps10264\">2024</span><span class=\"f charStyle-15433314 ps10265\">) that are currently recorded in the hedge reserve, will be reclassified to the income statement over the next years.</span></div><div class=\"ps10269 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">23</span><span class=\"f charStyle-15433314 ps9973\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">23</span><span class=\"f charStyle-15433314 ps9973\"> Derivative Financial Instruments cont.<span class=\"f ps2\"> </span></span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Hedge Reserve Movement</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The table below shows the movement in the hedge reserve from changes in the cash flow hedges.</span></div><div class=\"ps6985 ss13\"><div class=\"ss75 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:361.5pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss898\"><div><div class=\"ps8 ss897\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10271 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps10270\">Hedge reserve<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of January 1, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10272 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Forward currency<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10273 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-16</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Interest rate swaps<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10274 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-7</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1417 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-2dae0141 ps1\">Total changes in fair value<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10275 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-23</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps569 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Forward currency contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10276 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">25</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Interest rate swaps<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10278 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.03pt\"></span></span><span class=\"ps10277\">1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7503 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-2dae0141 ps1\">Total amount reclassified to profit or loss<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10279 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.06pt\"></span></span><span class=\"ps10215\">26</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7507 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Tax on movements on reserves during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10280 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7510 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10282 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.34pt\"></span></span><span class=\"ps10281\">2</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6868 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Forward currency contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10283 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-59</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5500 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Interest rate swaps<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10284 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps55 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-2dae0141 ps1\">Total changes in fair value<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10285 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-59</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1446 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Forward currency contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10286 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">28</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6248 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Interest rate swaps<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10287 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6159 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-2dae0141 ps1\">Total amount reclassified to profit or loss<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10288 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.06pt\"></span></span><span class=\"ps10215\">28</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10289 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Tax on movements on reserves during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10290 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">7</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps3176 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10291 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-23</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10292 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_442\" style=\"z-index:1\">See note 24</a></span><span class=\"f charStyle-15433314 ps7695\"> for more information about financial assets and liabilities</span></div><span class=\"f charStyle-58d2db5a ps10295\">Financial Assets and Liabilities</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The fair value hierarchy defines a framework for categorizing financial assets and liabilities based on fair </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">value valuation techniques. Fair value of assets and liabilities in level one is based on quoted prices in an </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">active market, whereas level three fair values are based on assumptions made by the company in the <span class=\"f ps2\"> </span></span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">absence of quoted prices. </span></div><div class=\"ps8389 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">The Fair Value Hierarchy</span></div><div class=\"ps7044 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The following table shows the carrying amounts and fair values of financial assets and financial liabilities, </span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">including their levels in the fair value hierarchy. It does not include fair value information for financial assets </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and financial liabilities not measured at fair value if the carrying amount is a reasonable approximation of fair </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">value.</span></div><div class=\"ps1273 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">For financial instruments measured at fair value, the levels in the fair value hierarchy are:</span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">Level 1: Fair values are based on prices quoted in an active market for identical assets or liabilities.</span></div><div class=\"ps1291 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">Level 2: Fair values are based on price input other than quoted prices. Such prices are derived from </span></div><div class=\"ps1292 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">observable market transactions in an active market for identical assets or liabilities. Level 2 includes </span></div><div class=\"ps1293 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">currency or interest derivatives and interest bonds, typically when the group uses forward prices on </span></div><div class=\"ps738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">foreign exchange rates or interest rates as inputs to valuation models.</span></div><div class=\"ps10296 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">Level 3: Fair values are based on unobservable input, mainly based on internal assumptions used in the </span></div><div class=\"ps10297 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">absence of quoted prices from an active market or other observable price inputs.</span></div><div class=\"ps10299 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">24</span><span class=\"f charStyle-15433314 ps9972\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">24</span><span class=\"f charStyle-15433314 ps9973\"> Financial Assets and Liabilities cont.</span></div><div class=\"ps7480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Instruments as of December 31, </span><span class=\"f charStyle-7b781339 ps10300\">2025</span></div><div class=\"ps6289 ss13\"><div class=\"ss909 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:254.25pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"6\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10303 ss901\"><div><div class=\"ps2498 ss900\"><span class=\"f charStyle-99bfcfa0 ps10302\">Carrying value<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"4\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10305 ss903\"><div><div class=\"ps2498 ss902\"><span class=\"f charStyle-99bfcfa0 ps10304\">Fair value<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:36.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss905\"><div><div class=\"ps6923 ss904\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10309 ss906\"><div><div class=\"ps6931 ss541\"><span class=\"f charStyle-99bfcfa0 ps4687\">Hedging </span></div><div class=\"ps6933 ss541\"><span class=\"f charStyle-99bfcfa0 ps10306\">instruments at </span></div><div class=\"ps6924 ss541\"><span class=\"f charStyle-99bfcfa0 ps10307\">FVOCI</span><span class=\"f charStyle-f2f4b7a4 ps10308\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10312 ss907\"><div><div class=\"ps6931 ss149\"><span class=\"f charStyle-99bfcfa0 ps5074\">Financial </span></div><div class=\"ps6933 ss149\"><span class=\"f charStyle-99bfcfa0 ps10310\">assets at </span></div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps3883\">FVTPL</span><span class=\"f charStyle-f2f4b7a4 ps10311\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5196 ss907\"><div><div class=\"ps6933 ss149\"><span class=\"f charStyle-99bfcfa0 ps10313\">Amortized <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps10314\">cost</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10318 ss907\"><div><div class=\"ps6931 ss149\"><span class=\"f charStyle-99bfcfa0 ps10315\">Equity </span></div><div class=\"ps6933 ss149\"><span class=\"f charStyle-99bfcfa0 ps10316\">investments </span></div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps10317\">at FVOCI</span><span class=\"f charStyle-f2f4b7a4 ps10311\"><span class=\"f ps2\"> </span><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10322 ss907\"><div><div class=\"ps6931 ss149\"><span class=\"f charStyle-99bfcfa0 ps10319\">Other <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss149\"><span class=\"f charStyle-99bfcfa0 ps10320\">financial </span></div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps10321\">liabilities</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10324 ss907\"><div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps10323\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10325 ss907\"><div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps6404\">Level 1<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10327 ss907\"><div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps10326\">Level 2<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10329 ss907\"><div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps10328\">Level 3<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10330 ss907\"><div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps6220\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps567 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Other investments</span><span class=\"f charStyle-a61f3c46 ps10331\"><sup>2</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10332 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6294 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10333 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10334 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.16pt\"></span></span><span class=\"ps10105\">12</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10335 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10336 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">12</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10337 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10338 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10340 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.69pt\"></span></span><span class=\"ps10339\">11</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10341 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">12</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10342 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10343 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10344 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.51pt\"></span></span><span class=\"ps8219\">528</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10345 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10346 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10348 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.03pt\"></span></span><span class=\"ps10347\">528</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10349 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10350 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10351 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10352 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-ac370e2b ps1\">Trade and other receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10353 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10354 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10356 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.99pt\"></span></span><span class=\"ps10355\">8,267</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10357 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10358 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10359 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.49pt\"></span></span><span class=\"ps8281\">8,267</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10360 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10361 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10362 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10363 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1473 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-ac370e2b ps1\">Forward foreign exchange contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10364 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">32</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10365 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10366 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10367 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10368 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10369 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">32</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10370 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10371 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.63pt\"></span></span><span class=\"ps10067\">32</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10372 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10373 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">32</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1535 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value embedded derivatives<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10374 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.78pt\"></span></span><span class=\"ps9320\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10375 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10376 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10377 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10378 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10379 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.21pt\"></span></span><span class=\"ps10120\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10380 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10381 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10382 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10383 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.21pt\"></span></span><span class=\"ps10120\">1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1069 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-ac370e2b ps1\">Current interest-bearing receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10384 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10385 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10386 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.63pt\"></span></span><span class=\"ps10067\">73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10387 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10388 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10389 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10390 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10391 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10392 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10393 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5479 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-ac370e2b ps1\">Financial investments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10394 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10395 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10396 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10397 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10398 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10399 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10400 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10401 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10402 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10403 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">1,953</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6868 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-ac370e2b ps1\">Cash and cash equivalents<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10404 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10405 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10406 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10407 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10408 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10409 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10410 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10411 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10412 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10413 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5500 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-2dae0141 ps1\">Financial assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10414 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">33</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10415 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10417 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.83pt\"></span></span><span class=\"ps10416\">12,583</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10418 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">12</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10419 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10420 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.83pt\"></span></span><span class=\"ps10416\">14,580</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10421 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10422 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">33</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10423 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.55pt\"></span></span><span class=\"ps10201\">11</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10424 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">1,997</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2130 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Trade and other payables</span><span class=\"f charStyle-a61f3c46 ps10425\"><sup>3</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10426 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10427 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10428 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10429 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10430 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.95pt\"></span></span><span class=\"ps8228\">-9,627</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10432 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.45pt\"></span></span><span class=\"ps10431\">-9,627</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10433 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10434 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10435 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10436 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5435 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10437 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10438 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10439 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10440 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10442 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.48pt\"></span></span><span class=\"ps10441\">-3,135</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10444 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.07pt\"></span></span><span class=\"ps10443\">-3,135</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10445 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10446 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10447 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10448 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6021 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Forward foreign exchange contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10449 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-53</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10450 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10451 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10452 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10453 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10454 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-53</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10455 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10456 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.59pt\"></span></span><span class=\"ps10079\">-53</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10457 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10458 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-53</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps283 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value embedded derivatives<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10460 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.21pt\"></span></span><span class=\"ps10459\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10461 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10462 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10463 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10464 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10465 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10466 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10467 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10468 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10469 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-2</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1565 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-2dae0141 ps1\">Financial liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10470 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.77pt\"></span></span><span class=\"ps9312\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10471 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10472 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10473 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10475 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.79pt\"></span></span><span class=\"ps10474\">-12,763</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10477 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.41pt\"></span></span><span class=\"ps10476\">-12,818</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10478 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10479 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10480 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10481 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-56</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10482 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">FVTPL is short for fair value through profit and loss. FVOCI is short for fair value through other comprehensive income.</span></div><div class=\"ps10483 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">2)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Investments in level 1 consist of listed shares with quoted market prices, and investments in level 3 are shares where fair value cannot be measured reliably as the financial instrument is not traded in an active market. The best estimate of fair value is initial purchase </span></div><div class=\"ps10484 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1348\">price.</span></div><div class=\"ps10489 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">3)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Trade and other payables that are not financial liabilities at negative NOK </span><span class=\"f charStyle-eea200a5 ps10485\">3,523</span><span class=\"f charStyle-eea200a5 ps10486\"> million in <span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps10487\">2025</span><span class=\"f charStyle-eea200a5 ps10488\"> are not included.</span></div><div class=\"ps10491 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6827\">24</span><span class=\"f charStyle-15433314 ps9973\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">24</span><span class=\"f charStyle-15433314 ps9973\"> Financial </span><span class=\"f charStyle-15433314 ps10492\">Assets and Liabilities cont.</span></div><div class=\"ps7480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Instruments as of December 31, </span><span class=\"f charStyle-7b781339 ps10300\">2024</span></div><div class=\"ps10637 ss13\"><div class=\"ss909 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:254.25pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"6\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10303 ss901\"><div><div class=\"ps2498 ss900\"><span class=\"f charStyle-99bfcfa0 ps10302\">Carrying value<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"4\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10305 ss903\"><div><div class=\"ps2498 ss902\"><span class=\"f charStyle-99bfcfa0 ps10304\">Fair value<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:35.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss910\"><div><div class=\"ps8972 ss904\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10309 ss911\"><div><div class=\"ps8979 ss541\"><span class=\"f charStyle-99bfcfa0 ps4687\">Hedging </span></div><div class=\"ps8974 ss541\"><span class=\"f charStyle-99bfcfa0 ps10306\">instruments at </span></div><div class=\"ps8975 ss541\"><span class=\"f charStyle-99bfcfa0 ps10307\">FVOCI</span><span class=\"f charStyle-f2f4b7a4 ps10308\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10312 ss912\"><div><div class=\"ps8979 ss149\"><span class=\"f charStyle-99bfcfa0 ps5074\">Financial </span></div><div class=\"ps8974 ss149\"><span class=\"f charStyle-99bfcfa0 ps10310\">assets at </span></div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps3883\">FVTPL</span><span class=\"f charStyle-f2f4b7a4 ps10311\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5196 ss912\"><div><div class=\"ps8974 ss149\"><span class=\"f charStyle-99bfcfa0 ps10313\">Amortized <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10314\">cost</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10318 ss912\"><div><div class=\"ps8979 ss149\"><span class=\"f charStyle-99bfcfa0 ps10315\">Equity </span></div><div class=\"ps8974 ss149\"><span class=\"f charStyle-99bfcfa0 ps10316\">investments </span></div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10317\">at FVOCI</span><span class=\"f charStyle-f2f4b7a4 ps10311\"><span class=\"f ps2\"> </span><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10322 ss912\"><div><div class=\"ps8979 ss149\"><span class=\"f charStyle-99bfcfa0 ps10319\">Other <span class=\"f ps2\"> </span></span></div><div class=\"ps8974 ss149\"><span class=\"f charStyle-99bfcfa0 ps10320\">financial </span></div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10321\">liabilities</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10324 ss912\"><div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10323\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10325 ss912\"><div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10493\">Level 1<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10327 ss912\"><div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10494\">Level 2<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10329 ss912\"><div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps8993\">Level 3<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10330 ss912\"><div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10323\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6947 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Other investments</span><span class=\"f charStyle-a61f3c46 ps10331\"><sup>2</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10495 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10496 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10497 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10498 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.16pt\"></span></span><span class=\"ps10105\">16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10499 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10500 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10501 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10502 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10503 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.16pt\"></span></span><span class=\"ps10105\">14</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10504 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">16</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6297 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10505 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6299 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10506 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.51pt\"></span></span><span class=\"ps8219\">824</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10507 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10508 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10509 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.03pt\"></span></span><span class=\"ps10347\">824</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10510 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10511 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10512 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10513 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6056 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Trade and other receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10514 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10515 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10516 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">6,412</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10517 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10518 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10519 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">6,412</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10520 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10521 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10522 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10523 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2280 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Forward foreign exchange contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10524 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.07pt\"></span></span><span class=\"ps2843\">101</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10525 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2283 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10526 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10527 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10529 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.27pt\"></span></span><span class=\"ps10528\">101</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10530 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10532 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.57pt\"></span></span><span class=\"ps10531\">101</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10533 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10534 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.27pt\"></span></span><span class=\"ps10528\">101</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1475 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value embedded derivatives<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10535 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10536 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10537 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10538 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10539 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10540 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10541 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10542 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10543 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10544 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1538 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Current interest-bearing receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10545 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10546 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10547 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.04pt\"></span></span><span class=\"ps8258\">142</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10548 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10549 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10550 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.65pt\"></span></span><span class=\"ps8253\">142</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10551 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10552 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10553 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10554 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10555 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Financial investments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10556 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10557 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">2,197</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10558 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10559 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10560 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10561 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">2,197</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10562 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">2,197</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10563 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10564 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10565 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">2,197</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7957 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Cash and cash equivalents<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10566 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10567 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10568 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.99pt\"></span></span><span class=\"ps10355\">2,860</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10569 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10570 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10571 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.49pt\"></span></span><span class=\"ps8281\">2,860</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10572 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10573 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10574 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10575 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps51 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-2dae0141 ps1\">Financial assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10576 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.15pt\"></span></span><span class=\"ps9310\">105</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10577 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">2,197</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10578 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.83pt\"></span></span><span class=\"ps10416\">10,237</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10579 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10580 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10581 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.83pt\"></span></span><span class=\"ps10416\">12,556</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10582 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.49pt\"></span></span><span class=\"ps8281\">2,200</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10583 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.65pt\"></span></span><span class=\"ps8253\">105</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10584 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">14</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10585 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">2,319</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8357 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Trade and other payables</span><span class=\"f charStyle-a61f3c46 ps10425\"><sup>3</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10586 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10587 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10588 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10589 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10590 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.95pt\"></span></span><span class=\"ps8228\">-6,456</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10591 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.45pt\"></span></span><span class=\"ps10431\">-6,456</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10592 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10593 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10594 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10595 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7403 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10596 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10597 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10598 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10599 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10600 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.95pt\"></span></span><span class=\"ps8228\">-3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10601 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.45pt\"></span></span><span class=\"ps10431\">-3,345</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10602 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10603 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10604 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10605 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps517 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Forward foreign exchange contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10606 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.62pt\"></span></span><span class=\"ps9301\">-16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10607 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10608 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3164 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10609 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10610 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10611 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10612 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.12pt\"></span></span><span class=\"ps325\">-16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10613 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10614 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-16</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps521 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value embedded derivatives<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10616 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.74pt\"></span></span><span class=\"ps10615\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10617 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10618 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10619 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10620 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10621 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.17pt\"></span></span><span class=\"ps10191\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10622 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10623 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.24pt\"></span></span><span class=\"ps10073\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10624 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10625 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.17pt\"></span></span><span class=\"ps10191\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps526 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-2dae0141 ps1\">Financial liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10627 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.39pt\"></span></span><span class=\"ps10626\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10628 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10629 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10630 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10631 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.07pt\"></span></span><span class=\"ps10443\">-9,801</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10632 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.07pt\"></span></span><span class=\"ps10443\">-9,818</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10633 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10634 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10635 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10636 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-17</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">FVOCI is short for fair value through other comprehensive income.</span></div><div class=\"ps10639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">2)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Investments in level 1 consist of listed shares with quoted market prices, and investments in level 3 are shares where fair value cannot be measured reliably as the financial instrument is not traded in an active market. The best estimate of fair value is initial purchase </span></div><div class=\"ps10640 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1348\">price.</span></div><div class=\"ps10641 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">3)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Trade and other payables that are not financial liabilities at negative NOK </span><span class=\"f charStyle-eea200a5 ps10485\">5,724</span><span class=\"f charStyle-eea200a5 ps10486\"> million in <span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps10487\">2024</span><span class=\"f charStyle-eea200a5 ps10488\"> are not included.</span></div><div class=\"ps10644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_403\" style=\"z-index:1\">See note 13</a></span><span class=\"f charStyle-8f78b8db ps7693\"> </span><span class=\"f charStyle-27c8d1b7 ps10643\">for more information about trade and other receivables</span></div><div class=\"ps10645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_406\" style=\"z-index:1\">See note 14</a></span><span class=\"f charStyle-15433314 ps7693\"> for more information about financial investments</span></div><div class=\"ps10647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_427\" style=\"z-index:1\">See note 20</a></span><span class=\"f charStyle-8f78b8db ps7695\"> </span><span class=\"f charStyle-27c8d1b7 ps10646\">for more information about trade and other payables</span></div><div class=\"ps4727 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_433\" style=\"z-index:1\">See note 21</a></span><span class=\"f charStyle-27c8d1b7 ps7693\"> for more information about financial risk management</span></div><div class=\"ps4728 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_439\" style=\"z-index:1\">See note 23</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about derivatives</span></div><div class=\"ps2919 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">See note 26</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about other investments</span></div><span class=\"f charStyle-58d2db5a ps10649\">Subsidiaries and NCIs</span><div class=\"ps9693 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Subsidiaries: </span><span class=\"f charStyle-15433314 ps10650\">Aker Solutions has </span><span class=\"f charStyle-15433314 ps10651\">56</span><span class=\"f charStyle-15433314 ps10652\"> subsidiaries in </span><span class=\"f charStyle-15433314 ps10653\">24</span><span class=\"f charStyle-15433314 ps10654\"> countries at the reporting date. The number of countries where Aker Solutions had employees was <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps10655\">14<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps10656\">, whereas operations in </span><span class=\"f charStyle-15433314 ps10657\">13</span><span class=\"f charStyle-15433314 ps10658\"> countries. The group holds the </span></div><div class=\"ps10661 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">majority of the shares in all subsidiaries except two, see description below. </span><span class=\"f charStyle-15433314 ps10659\">If not stated otherwise, ownership equals the percentage of voting shares.</span><span class=\"f charStyle-8e659db2 ps10660\"> </span></div><div class=\"ps10785 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:243pt\"></td><td style=\"padding:0;width:84pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss747\"><div><div class=\"ps2498 ss746\"><span class=\"f charStyle-99bfcfa0 ps1\">Company<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7908 ss917\"><div><div class=\"ps2498 ss854\"><span class=\"f charStyle-99bfcfa0 ps10782\">Location<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2584 ss657\"><div><div class=\"ps2498 ss364\"><span class=\"f charStyle-99bfcfa0 ps4290\">Country<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10784 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps10783\">Percent<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Enterprises, LDA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10663 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10662\">Luanda<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2589 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10664\">Angola<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10666 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">49<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10667 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">C.S.E. Mec\u00e2nica e Instrumenta\u00e7\u00e2o Ltda</span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10669 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10668\">Curitiba<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10671 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10670\">Brazil<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10672 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10674 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10673\">Kuala Belait<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10676 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10675\">Brunei<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10677 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">PTAS Aker Solutions Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10678 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10673\">Kuala Belait<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10679 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10675\">Brunei<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10680 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">75<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1740 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Asset Integrity and Management Canada Inc.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10681 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps8758\">Newfoundland<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10683 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10682\">Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10684 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Canada Inc<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10686 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10685\">Vancouver<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10687 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10682\">Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9442 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps490 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Marine Contractors Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10689 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10688\">St John's<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4673 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10682\">Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10690 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8316 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Hydropower Hangzhou Co Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10692 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10691\">Hangzhou<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10694 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10693\">China<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10695 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2206 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Congo SA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10697 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10696\">Point-Noire<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10699 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10698\">Congo<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10700 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">70<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1473 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Finland Oy<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10702 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10701\">Ulvila<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10704 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10703\">Finland<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10705 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6065 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions SAS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10707 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10706\">Paris<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10709 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10708\">France<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10710 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2210 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Ghana Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7943 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10711\">Accra<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10712 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps8341\">Ghana<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10713 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">90<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5520 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Ghana Holding Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10714 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10711\">Accra<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10715 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps8341\">Ghana<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10716 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7367 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Deepwater Ghana Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10717 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10711\">Accra<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10718 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps8341\">Ghana<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10719 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">80<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1435 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Powergas Pvt Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10721 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10720\">Mumbai<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10722 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps3166\">India<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10723 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5636 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Engineering International Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10725 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10727 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10728 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5456 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Engineering Malaysia Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10729 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10730 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10731 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1551 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions APAC Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10732 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10733 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10734 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6497 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions India Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9048 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10735 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10736 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10737 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Malaysia Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10738 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10739 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10740 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6088 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Jana Megaton Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10741 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10742 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10743 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps63 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions BV<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10745 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10744\">Zoetemer<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2617 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10746\">Netherlands<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10747 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4810 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Additech AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10749 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10748\">Bergen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10751 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10752 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps283 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Installation FP AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10754 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10755 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10756 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2349 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Insurance Services AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10757 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10758 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10759 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4032 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Security AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10760 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10761 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10762 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2227 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10763 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10764 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10765 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7435 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Financial Holding AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10766 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10767 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10768 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7442 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Holding AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10769 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10770 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10771 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2231 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Alma Clean Power AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10772 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10748\">Bergen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10773 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10774 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3195 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Benestad Solutions AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10776 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10775\">Lierskogen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10777 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10778 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2146 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Kv\u00e6rner Resources AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10779 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10780 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10781 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10785 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:243pt\"></td><td style=\"padding:0;width:84pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss747\"><div><div class=\"ps2498 ss746\"><span class=\"f charStyle-99bfcfa0 ps1\">Company<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7908 ss917\"><div><div class=\"ps2498 ss854\"><span class=\"f charStyle-99bfcfa0 ps10782\">Location<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2584 ss657\"><div><div class=\"ps2498 ss364\"><span class=\"f charStyle-99bfcfa0 ps4290\">Country<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10784 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps10783\">Percent<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Unitech Power Systems AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10663 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10786\">Stavanger<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2589 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10666 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10667 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Poland Sp. z o.o.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10669 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10787\">Warsaw<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10671 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10788\">Poland<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10672 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Gulf Services WLL<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10674 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10789\">Doha<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10676 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10790\">Qatar<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10677 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">49<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Saudi Arabia Co. Ltd.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10678 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10791\">Al-Khobar<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10679 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps8685\">Saudi Arabia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10680 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1740 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Korea Co. Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10681 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10792\">Geoje<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10683 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10793\">South Korea<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10684 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Hydropower AB<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10686 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10794\">Kristinehamn<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10687 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps534\">Sweden<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9442 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps490 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">K Water AB<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10689 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10795\">\u00d6rnsk\u00f6ldsvik<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4673 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps534\">Sweden<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10690 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8316 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Hydropower Switzerland AG<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10692 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10796\">Vaud<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10694 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps6164\">Switzerland<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10695 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2206 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Tanzania Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10697 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps8629\">Dar es Salaam<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10699 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps6037\">Tanzania<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10700 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1473 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Hydro Enerji Limited Sirketi<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10702 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10797\">Istanbul<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10704 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10798\">Turkey<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10705 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6065 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Engineering and Technology Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10707 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10799\">London<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10709 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10710 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2210 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Engineering Malaysia Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7943 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10801\">Leeds<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10712 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10713 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5520 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Offshore Partner Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10714 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10802\">Aberdeen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10715 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10716 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7367 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions DC Trustees Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10717 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10799\">London<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10718 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10719 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1435 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions EAME Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10721 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10802\">Aberdeen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10722 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10723 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5636 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Enterprises International (UK) Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10725 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10799\">London<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10727 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10728 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5456 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Holding Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10729 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10802\">Aberdeen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10730 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10731 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1551 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10732 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10803\">Maidenhead<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10733 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10734 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6497 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Kvaerner Contracting Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9048 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10799\">London<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10735 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10736 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10737 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Energy Solutions FZE<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10738 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps3649\">Dubai Maritime City<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10739 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10804\">UAE<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10740 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6088 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Inc.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10741 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10805\">Houston<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10742 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10806\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10743 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps63 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions USA Corporation<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10745 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10805\">Houston<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2617 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10806\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10747 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4810 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Kvaerner Americas Holdings Inc<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10749 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10807\">Canonsburg<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10751 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10806\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10752 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps283 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Kvaerner Renewables US LLC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10754 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10807\">Canonsburg<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10755 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10806\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10756 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10809 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">25</span><span class=\"f charStyle-15433314 ps9972\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">25</span><span class=\"f charStyle-15433314 ps9973\"> Subsidiaries and NCIs cont.</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Subsidiaries where Aker Solutions does not have the Majority of Shares</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has less than 50 percent of the shares in two</span><span class=\"f charStyle-15433314 ps10810\"> subsidiaries</span><span class=\"f charStyle-15433314 ps10811\"> as shown in the table above and </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">has control over relevant activities through shareholders agreements. The subsidiaries are fully consolidated. </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Non-controlling interest represent equity interest in subsidiaries held by other owners than Aker Solutions. </span></div><div class=\"ps392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Non-controlling interest share of profit and equity is presented separately in the income statement and in the </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">balance sheet.</span></div><div class=\"ps2700 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The following entities are not legally transferred to SLB OneSubsea due to delayed closing. The subsea </span></div><div class=\"ps2701 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">business in these entities are not consolidated as Aker Solutions does not have control of operations or </span></div><div class=\"ps2005 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">rights to cash generations.</span></div><div class=\"ps10823 ss13\"><div class=\"ss63 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:233.25pt\"></td><td style=\"padding:0;width:89.25pt\"></td><td style=\"padding:0;width:89.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss919\"><div><div class=\"ps2498 ss918\"><span class=\"f charStyle-99bfcfa0 ps1\">Company<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10813 ss920\"><div><div class=\"ps2498 ss342\"><span class=\"f charStyle-99bfcfa0 ps10812\">Location<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7572 ss920\"><div><div class=\"ps2498 ss342\"><span class=\"f charStyle-99bfcfa0 ps10814\">Country<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss921\"><div><div class=\"ps424 ss918\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Congo SA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10816 ss349\"><div><div class=\"ps424 ss342\"><span class=\"f charStyle-cb0bd68b ps10815\">Point-Noire<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10818 ss349\"><div><div class=\"ps424 ss342\"><span class=\"f charStyle-cb0bd68b ps10817\">Congo<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps430 ss921\"><div><div class=\"ps424 ss918\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Ghana Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10820 ss349\"><div><div class=\"ps424 ss342\"><span class=\"f charStyle-cb0bd68b ps10819\">Accra<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10822 ss349\"><div><div class=\"ps424 ss342\"><span class=\"f charStyle-cb0bd68b ps10821\">Ghana<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><span class=\"f charStyle-58d2db5a ps10825\">Investments in Companies</span><div class=\"ps10827 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps10828 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Joint ventures are those entities where the company has joint control and rights to net assets. Associates are </span></div><div class=\"ps10829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">those entities where the company has significant influence, but not control or joint control (usually between </span></div><div class=\"ps10830 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">twenty and fifty percent of the voting power). Interests in joint ventures and associates are accounted for </span></div><div class=\"ps10831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">using the equity method. The investments are initially recognized at cost (including transaction costs) and </span></div><div class=\"ps10832 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">subsequently increased or decreased to recognize the share of the profit or loss. The profit or loss for the </span></div><div class=\"ps10833 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">equity-accounted investees is presented as part of total revenue when the operations are closely linked to </span></div><div class=\"ps10835 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the current operations of Aker Solutions, otherwise they are presented as financial income.</span><span class=\"f charStyle-15433314 ps10834\"> </span></div><div class=\"ps10836 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Other investments are those entities in which the company does not have significant influence. These are </span></div><div class=\"ps10837 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">usually entities where the company holds less than twenty percent of the voting power. Such investments are </span></div><div class=\"ps10004 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">designated as equity securities at fair value through other comprehensive income (FVOCI) as they represent </span></div><div class=\"ps10838 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">long-term strategic investments. When the investments are sold, the accumulated gain or loss in equity is not </span></div><div class=\"ps10847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reclassified to the income statement. The loss recognized in OCI in </span><span class=\"f charStyle-15433314 ps10839\">2025</span><span class=\"f charStyle-15433314 ps10840\"> was</span><span class=\"f charStyle-15433314 ps10841\"> NOK </span><span class=\"f charStyle-15433314 ps10842\">0</span><span class=\"f charStyle-15433314 ps10843\"> millio</span><span class=\"f charStyle-15433314 ps10844\">n (loss of NOK <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps10845\">2</span><span class=\"f charStyle-15433314 ps10846\"> </span></div><div class=\"ps10848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">million in </span><span class=\"f charStyle-15433314 ps1186\">2024</span><span class=\"f charStyle-15433314 ps1187\">). Unlisted shares are usually measured at cost less impairment, as this is assumed to be the </span></div><div class=\"ps10849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">best estimate of fair value. </span></div><div class=\"ps755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Investments in Companies</span></div><div class=\"ps630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company has recognized the following balances for its investment in other companies:</span></div><div class=\"ps5841 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss740\"><div><div class=\"ps8 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Joint Ventures and Associates<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7887 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">7,007</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7889 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">7,870</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Other investments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7901 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">12</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7903 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">16</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5885 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Total investment in companies<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9254 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">7,018</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9255 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">7,886</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10850 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Joint Ventures and Associates (Equity Accounted Investees)</span></div><div class=\"ps10855 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company had </span><span class=\"f charStyle-15433314 ps10851\">14</span><span class=\"f charStyle-15433314 ps10852\"> equity-accounted investments as of December 31, </span><span class=\"f charStyle-15433314 ps10853\">2025</span><span class=\"f charStyle-15433314 ps10854\">. Ownership percentage equals </span></div><div class=\"ps10856 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the percentage of voting shares.</span></div><div class=\"ps10898 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:146.25pt\"></td><td style=\"padding:0;width:126.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss923\"><div><div class=\"ps2498 ss922\"><span class=\"f charStyle-99bfcfa0 ps1\">Name of company<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10858 ss925\"><div><div class=\"ps2498 ss924\"><span class=\"f charStyle-99bfcfa0 ps10857\">Office<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps10859\">Percent<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps8002\">Type<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Kiewit-Kvaerner Contractors (KKC)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10861 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10860\">Newfoundland, Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9453 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9454 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9074\">Joint venture<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">KDS JV AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10864 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10863\">Fornebu, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7861 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7862 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9074\">Joint venture<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">EPE Eigedom AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10866 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10865\">Stord, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7863 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7864 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9074\">Joint venture<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Eld\u00f8yane N\u00e6ringspark AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10867 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10865\">Stord, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7866 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7868 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9074\">Joint venture<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Rosebank JV Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10869 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10868\">Dubai, United Arab Emirates<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9467 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9468 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9074\">Joint venture<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">AKSO DDW HVDC JV Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10870 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10868\">Dubai, United Arab Emirates<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9469 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9470 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9074\">Joint venture<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7503 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Concrete Structures AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10871 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10863\">Fornebu, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9471 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9473 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7507 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Siva Verdal Eiendom AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10874 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10873\">Trondheim, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10875 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">46.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10876 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7510 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Bemlotek AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10877 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10863\">Fornebu, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10878 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">24.6%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10879 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1435 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Windstaller Alliance AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10880 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10863\">Fornebu, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10881 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">33.3%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10882 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7516 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Team Aker D\u00e6hli AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10883 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10863\">Fornebu, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10884 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">33.3%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10885 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5936 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">OneSubsea LLC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10887 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10886\">Houston, USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10888 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">20.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10889 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7521 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">OneSubsea Processing AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10891 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10890\">Sandsli, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10892 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">20.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10893 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8538 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">OneSubsea Investments UK Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10895 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10894\">London, UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10896 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">20.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10897 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10899 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">26</span><span class=\"f charStyle-15433314 ps9972\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">26</span><span class=\"f charStyle-15433314 ps9973\"> Investment in Companies cont.</span></div><div class=\"ps1863 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The following table provides a summary of changes in carrying value for Aker Solutions joint ventures and </span></div><div class=\"ps1200 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">associates.</span></div><div class=\"ps8088 ss13\"><div class=\"ss938 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:162.75pt\"></td><td style=\"padding:0;width:53.25pt\"></td><td style=\"padding:0;width:38.25pt\"></td><td style=\"padding:0;width:38.25pt\"></td><td style=\"padding:0;width:53.25pt\"></td><td style=\"padding:0;width:38.25pt\"></td><td style=\"padding:0;width:38.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"3\" style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10901 ss929\"><div><div class=\"ps2498 ss928\"><span class=\"f charStyle-99bfcfa0 ps10900\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"3\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6834 ss929\"><div><div class=\"ps2498 ss928\"><span class=\"f charStyle-99bfcfa0 ps10902\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss931\"><div><div class=\"ps6966 ss930\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10903 ss932\"><div><div class=\"ps1729 ss795\"><span class=\"f charStyle-99bfcfa0 ps7909\">SLB <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss795\"><span class=\"f charStyle-99bfcfa0 ps5695\">OneSubsea</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4442 ss933\"><div><div class=\"ps1727 ss59\"><span class=\"f charStyle-99bfcfa0 ps10904\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10309 ss933\"><div><div class=\"ps1727 ss59\"><span class=\"f charStyle-99bfcfa0 ps10905\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10906 ss932\"><div><div class=\"ps1729 ss795\"><span class=\"f charStyle-99bfcfa0 ps7909\">SLB </span></div><div class=\"ps1727 ss795\"><span class=\"f charStyle-99bfcfa0 ps5695\">OneSubsea</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10907 ss933\"><div><div class=\"ps1727 ss59\"><span class=\"f charStyle-99bfcfa0 ps10904\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10908 ss933\"><div><div class=\"ps1727 ss59\"><span class=\"f charStyle-99bfcfa0 ps10905\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss934\"><div><div class=\"ps424 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">Equity accounted investees per January 1<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10910 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.52pt\"></span></span><span class=\"ps10909\">7,761</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10912 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.04pt\"></span></span><span class=\"ps10911\">109</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10913 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.99pt\"></span></span><span class=\"ps1044\">7,870</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10915 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.99pt\"></span></span><span class=\"ps10914\">6,468</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10917 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.63pt\"></span></span><span class=\"ps10916\">88</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10918 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.99pt\"></span></span><span class=\"ps1044\">6,555</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss934\"><div><div class=\"ps424 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10920 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.75pt\"></span></span><span class=\"ps10919\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10921 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10922 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10923 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.75pt\"></span></span><span class=\"ps10919\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10924 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.63pt\"></span></span><span class=\"ps10916\">35</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10925 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.63pt\"></span></span><span class=\"ps10916\">35</span></span></div></div></div></td></tr><tr style=\"height:23.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss935\"><div><div class=\"ps3027 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">Share of net profit included in other <span class=\"f ps2\"> </span></span></div><div class=\"ps3028 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">income</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10927 ss936\"><div><div class=\"ps3026 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.51pt\"></span></span><span class=\"ps10926\">749</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10928 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">7</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10930 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.51pt\"></span></span><span class=\"ps10929\">757</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10931 ss936\"><div><div class=\"ps3026 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.51pt\"></span></span><span class=\"ps10926\">789</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10933 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.28pt\"></span></span><span class=\"ps10932\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10934 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.51pt\"></span></span><span class=\"ps10929\">790</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2280 ss934\"><div><div class=\"ps424 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">Other comprehensive income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10936 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.57pt\"></span></span><span class=\"ps10935\">115</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10937 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10524 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.57pt\"></span></span><span class=\"ps10938\">115</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10940 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33pt\"></span></span><span class=\"ps10939\">-170</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10941 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10943 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18pt\"></span></span><span class=\"ps10942\">-170</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1475 ss934\"><div><div class=\"ps424 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification from other investments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10944 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.75pt\"></span></span><span class=\"ps10919\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10945 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10535 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">9</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10946 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.75pt\"></span></span><span class=\"ps10919\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10948 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.12pt\"></span></span><span class=\"ps10947\">-14</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10949 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.12pt\"></span></span><span class=\"ps10947\">-14</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1538 ss934\"><div><div class=\"ps424 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">Dividends received<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10950 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33pt\"></span></span><span class=\"ps10939\">-841</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10951 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.12pt\"></span></span><span class=\"ps10947\">-12</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10545 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.47pt\"></span></span><span class=\"ps10952\">-853</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10954 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.59pt\"></span></span><span class=\"ps10953\">-77</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10955 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.71pt\"></span></span><span class=\"ps4495\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10957 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.59pt\"></span></span><span class=\"ps10956\">-78</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10555 ss934\"><div><div class=\"ps424 ss930\"><span class=\"f charStyle-ac370e2b ps1\">Currency translation differences</span><span class=\"f charStyle-5e512a33 ps10958\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10960 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.47pt\"></span></span><span class=\"ps10959\">-888</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10961 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.71pt\"></span></span><span class=\"ps4495\">-3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10556 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18pt\"></span></span><span class=\"ps10942\">-891</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10963 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.04pt\"></span></span><span class=\"ps10962\">751</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10964 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.28pt\"></span></span><span class=\"ps10932\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10965 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.51pt\"></span></span><span class=\"ps10929\">752</span></span></div></div></div></td></tr><tr style=\"height:23.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7957 ss935\"><div><div class=\"ps3027 ss930\"><span class=\"f charStyle-2dae0141 ps1\">Equity accounted investees per <span class=\"f ps2\"> </span></span></div><div class=\"ps3028 ss930\"><span class=\"f charStyle-2dae0141 ps1\">December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10967 ss936\"><div><div class=\"ps3026 ss795\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.49pt\"></span></span><span class=\"ps10966\">6,897</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10969 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.27pt\"></span></span><span class=\"ps10968\">110</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10566 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.49pt\"></span></span><span class=\"ps9733\">7,007</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10970 ss936\"><div><div class=\"ps3026 ss795\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.11pt\"></span></span><span class=\"ps4494\">7,761</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #838e98;border-right:0.5pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10972 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.65pt\"></span></span><span class=\"ps10971\">109</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10973 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.49pt\"></span></span><span class=\"ps9733\">7,870</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10974 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps236\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span></span><span class=\"f charStyle-a8b5a8fd ps1348\">NOK -888 million (NOK 751 million in 2024) consist of NOK -784 million (NOK 666 million in 2024) in translation differences of </span></div><div class=\"ps10976 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-a8b5a8fd ps1348\">the equity accounted investees, while the remaining NOK -105 m</span><span class=\"f charStyle-eea200a5 ps10975\">illion (NOK 84 million in 2024) relates to translation of Aker </span></div><div class=\"ps10979 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1348\">Solutions Inc which holds the investment in </span><span class=\"f charStyle-eea200a5 ps10977\">OneSubsea LLC</span><span class=\"f charStyle-eea200a5 ps10978\"> and is reported as translation differences related to other foreign </span></div><div class=\"ps10980 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1348\">operations in OCI.</span></div><div class=\"ps10982 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Significant Associates<span class=\"f ps2\"> </span></span></div><div class=\"ps1864 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">SLB OneSubsea</span></span><span class=\"f charStyle-15433314 ps10983\"> is operating in the subsea business and consists of three separate legal entities; OneSubsea </span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">LLC, OneSubsea Processing AS and OneSubsea Investments UK Ltd. The legal entities are established in the </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">US, Norway and the UK. These entities are considered material for Aker Solutions. Aker Solutions Inc owns </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the partnership interests in OneSubsea LLC which is a transparent entity for income tax purposes in the US.</span></div><div class=\"ps1609 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The following table summarizes financial information for the entities at a consolidated level. The figures are </span></div><div class=\"ps3476 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">at the same basis as used in the group financial statements and represents an IFRS conversion of SLB </span></div><div class=\"ps846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">OneSubsea\u2019s consolidated income statement and balance sheet prepared in accordance with US GAAP. The </span></div><div class=\"ps847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">financial information includes allocation of excess values recognized from assets contributed by SLB and </span></div><div class=\"ps848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions. All amounts are for the consolidated entities at a 100 percent basis. </span></div><div class=\"ps7884 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss740\"><div><div class=\"ps8 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Current assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7887 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">31,183</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7889 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.15pt\"></span></span><span class=\"ps7528\">33,140</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7901 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.62pt\"></span></span><span class=\"ps7486\">33,567</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7903 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.62pt\"></span></span><span class=\"ps7486\">38,206</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5885 ss744\"><div><div class=\"ps7893 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Current liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9254 ss745\"><div><div class=\"ps7893 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.62pt\"></span></span><span class=\"ps7486\">25,626</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9255 ss745\"><div><div class=\"ps7893 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.15pt\"></span></span><span class=\"ps7528\">27,147</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3087 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10984 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">4,632</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10985 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">5,385</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7705 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Net assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10987 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.96pt\"></span></span><span class=\"ps10986\">34,492</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10988 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.58pt\"></span></span><span class=\"ps7522\">38,814</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps491 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Aker Solutions' share of equity (20%)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10989 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">6,897</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10990 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">7,761</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.5pt solid #929da1;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.5pt solid #929da1;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1475 ss740\"><div><div class=\"ps8 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10991 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10992 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6454 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;padding:0\"><div class=\"ps10993 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.62pt\"></span></span><span class=\"ps7486\">39,798</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;padding:0\"><div class=\"ps10994 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.15pt\"></span></span><span class=\"ps7528\">41,878</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6077 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Net profit<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10995 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">3,746</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10996 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">3,952</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5730 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Other comprehensive income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10997 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">576</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10999 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.22pt\"></span></span><span class=\"ps10998\">-849</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1488 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Total comprehensive income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11000 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">4,322</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11001 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">3,103</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps11002 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">See note 3</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about other income</span></div><div class=\"ps11003 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_382\" style=\"z-index:1\">See note 7</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about financial income and expense</span></div><span class=\"f charStyle-58d2db5a ps11006\">Related Parties and Key Management </span><div class=\"ps11007 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58d2db5a ps236\">Compensation</span></div><div class=\"ps11008 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps11009 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Related party relationships are defined to be entities under joint control or significant influence by Aker </span></div><div class=\"ps11010 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Solutions, and companies outside the Aker Solutions group that are under control (either directly or <span class=\"f ps2\"> </span></span></div><div class=\"ps11011 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">indirectly) or joint control by the owners having significant influence over Aker Solutions. The management </span></div><div class=\"ps11012 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and the Board of Aker Solutions are also related parties. </span></div><div class=\"ps11013 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Related Parties of Aker Solutions</span></div><div class=\"ps1614 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The largest shareholder of Aker Solutions is Aker Holdings AS, which is wholly-owned by </span><span class=\"f charStyle-15433314 ps11014\">Aker ASA.</span><span class=\"f charStyle-15433314 ps11015\"> Aker </span></div><div class=\"ps1615 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Solutions is an associate of Aker ASA, and entities controlled by Aker ASA and entities which Kjell Inge </span></div><div class=\"ps8576 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">R\u00f8kke and his close family controls through </span><span class=\"f charStyle-15433314 ps11016\">The Resource Group TRG AS are considered related parties to </span></div><div class=\"ps8577 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions. These entities include companies like Aize and Cognite and are referred to as Aker entities in </span></div><div class=\"ps8578 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">this note. </span><span class=\"f charStyle-15433314 ps11017\">Companies that are associates of Aker ASA or The Resource Group TRG AS are not considered </span></div><div class=\"ps8579 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">related parties of Aker Solutions, such as Akastor and Aker BP. </span></div><div class=\"ps9933 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Related party relationships also include entities under joint control or significant influence by Aker Solutions. </span></div><div class=\"ps9934 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">SLB OneSubsea is an associate of Aker Solutions and defined as a related party. Non-controlling interests </span></div><div class=\"ps9935 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">with significant influence are also considered as related parties of Aker Solutions.</span></div><div class=\"ps1624 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Related parties are in a position to enter into transactions with the company that would potentially not be </span></div><div class=\"ps1625 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">undertaken between unrelated parties. Transactions with related parties are based on negotiations between </span></div><div class=\"ps1626 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the parties, and management believes that the agreed prices is a fair approximation to arms length prices.</span></div><div class=\"ps11018 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">27</span><span class=\"f charStyle-15433314 ps9973\"> continues on next page</span></div><div class=\"ps234 ss13\"><div class=\"ps538\"><div class=\"ps4\"><img alt=\"NOTE27.jpg\" id=\"i-56\" 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\" style=\"height:426.61pt;width:422.25pt\"/></div></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">27</span><span class=\"f charStyle-15433314 ps9973\"> Related Parties cont.</span></div><div class=\"ps11020 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Transactions and Balances with Related Parties </span></div><div class=\"ps11102 ss13\"><div class=\"ss942 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:224.25pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"3\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11023 ss465\"><div><div class=\"ps2498 ss464\"><span class=\"f charStyle-99bfcfa0 ps11022\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"3\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:1pt solid #ffffff;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6325 ss465\"><div><div class=\"ps2498 ss464\"><span class=\"f charStyle-99bfcfa0 ps1733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss940\"><div><div class=\"ps6966 ss939\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11025 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps5124\">Aker and TRG <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps11024\">companies</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11028 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps11026\">Joint ventures <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps11027\">and associates</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2993 ss763\"><div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8105\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11029 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps5124\">Aker and TRG <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps11024\">companies</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11030 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps11026\">Joint ventures <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps11027\">and associates</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11031 ss763\"><div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8105\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-ac370e2b ps1\">Income statement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Operating revenues<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11032 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">33</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11033 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">2,848</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11034 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">2,881</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11035 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">77</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11036 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">3,221</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11037 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">3,299</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Operating costs<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11038 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.75pt\"></span></span><span class=\"ps8033\">-158</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11039 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.22pt\"></span></span><span class=\"ps10998\">-222</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11040 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-380</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11041 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.22pt\"></span></span><span class=\"ps10998\">-486</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11042 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.22pt\"></span></span><span class=\"ps10998\">-567</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11043 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.82pt\"></span></span><span class=\"ps8040\">-1,053</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation and impairment of ROU assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11044 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-24</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11045 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-14</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11046 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-38</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11047 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-36</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11048 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-14</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11049 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-50</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6226 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Net financial items<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11050 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">14</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11051 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11053 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.68pt\"></span></span><span class=\"ps11052\">14</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11054 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">89</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11055 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11056 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.06pt\"></span></span><span class=\"ps10215\">89</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps460 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-ac370e2b ps1\">Balance sheet<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps273 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Right-of-use (ROU) assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11057 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">46</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11058 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">41</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11059 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.06pt\"></span></span><span class=\"ps10215\">87</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11060 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">298</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11061 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">53</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11062 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.4pt\"></span></span><span class=\"ps7865\">351</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps469 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-ac370e2b ps1\">Trade receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11063 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11064 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">587</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11065 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">592</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11066 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">5</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11067 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">337</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11068 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">342</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6081 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-ac370e2b ps1\">Non-current interest-bearing receivables</span><span class=\"f charStyle-5e512a33 ps11069\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11070 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">198</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11071 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11072 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.4pt\"></span></span><span class=\"ps7865\">198</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11073 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.32pt\"></span></span><span class=\"ps7986\">191</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11074 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11075 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.02pt\"></span></span><span class=\"ps10218\">191</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11076 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Current interest-bearing receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11077 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11078 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11079 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.34pt\"></span></span><span class=\"ps10281\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11080 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11081 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">19</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11082 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.68pt\"></span></span><span class=\"ps11052\">19</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10737 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current leasing liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11083 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-31</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11084 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-33</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11085 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-64</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11086 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.22pt\"></span></span><span class=\"ps10998\">-445</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11087 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-44</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11088 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-490</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4090 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-ac370e2b ps1\">Trade payables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11089 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11090 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.23pt\"></span></span><span class=\"ps8046\">-1,894</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11091 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.82pt\"></span></span><span class=\"ps8040\">-1,896</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11092 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11093 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-25</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11094 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-25</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11095 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Current leasing liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11096 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-16</span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11097 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11098 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-29</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11099 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-56</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11100 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-12</span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11101 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-68</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8659 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps236\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span><span class=\"ps1348\">Aker Solutions has provided NOK 160 million in loans to Aker Pensjonskasse, with accumulated accrued interest of NOK 38 million recognized in the receivable. Aker Solutions has committed to provide</span></span></div><div class=\"ps8660 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1348\">additionally NOK 80 million subject to funding requirements.</span></div><div class=\"ps11104 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">27</span><span class=\"f charStyle-15433314 ps9973\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">27</span><span class=\"f charStyle-15433314 ps9973\"> Related Parties cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Significant Related Parties Transactions<span class=\"f ps2\"> </span></span><span class=\"f charStyle-3b247011 ps11105\"> </span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has transactions with related parties on a recurring basis as part of normal business. In 2025, </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions purchased Additech AS from</span><span class=\"f charStyle-15433314 ps11106\"> Clara Venture Labs AS and in 2024 Alma Clean Power AS from </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Clara Ventures AS,</span><span class=\"f charStyle-15433314 ps11107\"> companies owned by Aker Capital AS, of respectively NOK 29.2 million and NOK 28.6 </span></div><div class=\"ps844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">million. </span></div><div class=\"ps3476 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has previously leased industrial properties owned by Kjell Inge R\u00f8kke through TRG AS. The </span></div><div class=\"ps846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">industrial properties were sold from TRG AS to Public Property Invest AS (PPI) in the second quarter in 2025. </span></div><div class=\"ps847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The leasing cost for 2025 was NOK </span><span class=\"f charStyle-15433314 ps11108\">22</span><span class=\"f charStyle-15433314 ps11109\"> million (NOK </span><span class=\"f charStyle-15433314 ps11110\">71</span><span class=\"f charStyle-15433314 ps11111\"> million in 2024). PPI is an associated company for </span></div><div class=\"ps848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker ASA and hence not a related party for Aker Solutions. Leasing cost after the second quarter is not </span></div><div class=\"ps849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reported as related party cost.</span><span class=\"f charStyle-15433314 ps11112\"> </span></div><div class=\"ps11113 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Compensation to Key Management </span></div><div class=\"ps2879 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The key management personnel of Aker Solutions include the Board of Directors and the executive </span></div><div class=\"ps2573 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">management team. Refer to further description about management compensation in the Management </span></div><div class=\"ps2574 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Remuneration Report available at </span><span class=\"f charStyle-27c8d1b7 ps11114\">www.akersolutions.com/corporate-governance</span><span class=\"f charStyle-15433314 ps11115\">.</span></div><div class=\"ps11140 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:288pt\"></td><td style=\"padding:0;width:68.25pt\"></td><td style=\"padding:0;width:66.75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss944\"><div><div class=\"ps8 ss943\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11117 ss945\"><div><div class=\"ps2498 ss403\"><span class=\"f charStyle-99bfcfa0 ps11116\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8681 ss947\"><div><div class=\"ps2498 ss946\"><span class=\"f charStyle-99bfcfa0 ps11118\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss948\"><div><div class=\"ps525 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Salaries and wages including holiday allowance<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11120 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.63pt\"></span></span><span class=\"ps11119\">65</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11122 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.32pt\"></span></span><span class=\"ps11121\">58<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Social security contributions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11124 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.16pt\"></span></span><span class=\"ps11123\">10</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11126 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">9<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Pension cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11128 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.75pt\"></span></span><span class=\"ps11127\">2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11129 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">2<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Termination benefits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11130 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.75pt\"></span></span><span class=\"ps11127\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11131 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Share-based payments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11132 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.75pt\"></span></span><span class=\"ps11127\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11133 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">3<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #838e98;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Other employee benefits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11134 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.75pt\"></span></span><span class=\"ps11127\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11135 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #838e98;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps7503 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-2dae0141 ps1\">Total compensation to key management personnel<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps11137 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.31pt\"></span></span><span class=\"ps11136\">80</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps11139 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.62pt\"></span></span><span class=\"ps11138\">71<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The below table shows the shareholding of Aker Solutions\u2019 Board of Directors and the Pre</span><span class=\"f charStyle-15433314 ps11142\">sident and Chief </span></div><div class=\"ps629 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Executive Officer per December 31, </span><span class=\"f charStyle-15433314 ps11143\">2025</span><span class=\"f charStyle-15433314 ps11144\">.</span></div><div class=\"ps11199 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:132pt\"></td><td style=\"padding:0;width:109.5pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #929292;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss951\"><div><div class=\"ps1727 ss950\"><span class=\"f charStyle-99bfcfa0 ps1\">Name<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11145 ss952\"><div><div class=\"ps1727 ss496\"><span class=\"f charStyle-99bfcfa0 ps1\">Role<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929292;padding:0\"><div class=\"ps11149 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps11146\">Shareholding as of </span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps11147\">December 31, 2025</span><span class=\"f charStyle-f2f4b7a4 ps11148\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4484 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps11146\">Shareholding as of </span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps3649\">December 31, 2024</span><span class=\"f charStyle-f2f4b7a4 ps11148\"><sup>1</sup></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:21pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #929292;padding:0\"><div class=\"ps2274 ss953\"><div><div class=\"ps11150 ss950\"><span class=\"f charStyle-ac370e2b ps1\">Kjetel Digre<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;padding:0\"><div class=\"ps11153 ss954\"><div><div class=\"ps11151 ss496\"><span class=\"f charStyle-ac370e2b ps1\">President and Chief <span class=\"f ps2\"> </span></span></div><div class=\"ps11152 ss496\"><span class=\"f charStyle-ac370e2b ps1\">Executive Officer </span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11154 ss955\"><div><div class=\"ps11150 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">223,219</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11155 ss955\"><div><div class=\"ps11150 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">166,527</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10210 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Leif-Arne Lang\u00f8y<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11156 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Chairman<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11157 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">159,426</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11158 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">159,426</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8309 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-ac370e2b ps1\">\u00d8yvind Eriksen</span><span class=\"f charStyle-5e512a33 ps11159\"><sup>2</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11160 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Deputy Chairman<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11161 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11162 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8316 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-ac370e2b ps1\">Kjell Inge R\u00f8kke</span><span class=\"f charStyle-5e512a33 ps11163\"><sup>3</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11164 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11165 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11166 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8320 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Birgit Aagaard-Svendsen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11167 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11168 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">90,000</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11169 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">90,000</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3108 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Lone F\u00f8nss Schr\u00f8der<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11170 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11171 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11172 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1429 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Elisabeth T\u00f8rstad<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11173 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11174 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">2,000</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11175 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">2,000</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2285 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Jan Arve Haugan<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11176 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11177 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">136,527</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11178 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">136,527</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2606 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Hilde Karlsen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11179 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director, employee elected<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11180 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">33,896</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11181 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">29,849</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7381 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Line Sm\u00e5ge Breidablikk<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11182 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director, employee elected<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11183 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">2,182</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11184 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,755</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8082 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Arne Christian R\u00f8dby<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11185 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director, employee elected<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11186 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,258</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11187 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">2,090</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4803 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Stian Pettersen Sagvold</span><span class=\"f charStyle-a61f3c46 ps11188\"><sup>4, 5</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11189 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director, employee elected<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11190 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b ps7263\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11191 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.54pt\"></span></span><span class=\"ps7210\">515</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #838e98;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3157 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Sigurd S\u00e6vareid</span><span class=\"f charStyle-a61f3c46 ps11192\"><sup>6</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11193 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director, employee elected<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11194 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11195 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #838e98;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps2134 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps11197 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.43pt\"></span></span><span class=\"ps11196\">650,508</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11198 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.43pt\"></span></span><span class=\"ps11196\">588,689</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps11200 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span></span><span class=\"f charStyle-eea200a5 ps1965\">The number of shares owned covers direct ownership of Aker Solutions ASA for individual and related parties.</span></div><div class=\"ps11201 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">2)<span style=\"display:inline-block;height:6.12pt;width:7.32pt\"></span></span></span><span class=\"f charStyle-eea200a5 ps1965\">\u00d8yvind Eriksen owned 219,614 shares in Aker ASA and 100,000 B-shares (0.2 percent) in TRG Holding AS. Aker ASA, through a </span></div><div class=\"ps11202 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1965\">subsidiary owns 39 percent of Aker Solutions (not adjusted for shares owned by Aker Solutions).</span></div><div class=\"ps11203 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">3)<span style=\"display:inline-block;height:6.12pt;width:7.32pt\"></span></span></span><span class=\"f charStyle-eea200a5 ps1965\">Kjell Inge R\u00f8kke owns and controls The Resource Group AS, which controls 68 percent of Aker ASA, which through a subsidiary </span></div><div class=\"ps11204 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1965\">owns 39 percent of Aker Solutions (not adjusted for shares owned by Aker Solutions).</span></div><div class=\"ps11205 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">4)<span style=\"display:inline-block;height:6.12pt;width:7.32pt\"></span></span></span><span class=\"f charStyle-eea200a5 ps1965\">Replaced by Sigurd S\u00e6vareid in September 2025.</span></div><div class=\"ps11206 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">5)<span style=\"display:inline-block;height:6.12pt;width:7.32pt\"></span></span></span><span class=\"f charStyle-eea200a5 ps1965\">Stian Pettersen Sagvold held 661 shares as of September 1, 2025, at the end of his term on the Board of Directors.</span></div><div class=\"ps11207 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">6)<span style=\"display:inline-block;height:6.12pt;width:7.32pt\"></span></span></span><span class=\"f charStyle-eea200a5 ps1965\">Replaced Stian Pettersen Sagvold in September 2025.</span></div><div class=\"ps11208 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_403\" style=\"z-index:1\">See note 13</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about customer contract assets and receivables</span></div><div class=\"ps11210 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-8f78b8db ps7030\"> </span><span class=\"f charStyle-27c8d1b7 ps11209\">for more information about leasing contracts</span></div><div class=\"ps11211 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_427\" style=\"z-index:1\">See note 20</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about trade and other payables</span></div><div class=\"ps11212 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_448\" style=\"z-index:1\">See note 25</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about subsidiaries </span></div><div class=\"ps11213 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">See note 26</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about joint arrangements and associates</span></div><span class=\"f charStyle-58d2db5a ps11216\">Audit Fees</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">PwC is the auditor of the group. The table below presents expenses for audit and other services to the </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">auditor.</span></div><div class=\"ps11261 ss13\"><div class=\"ss841 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:167.25pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11218 ss855\"><div><div class=\"ps1729 ss854\"><span class=\"f charStyle-99bfcfa0 ps11217\">Aker Solutions <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps8207\">ASA</span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8677 ss855\"><div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps11219\">Subsidiaries<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11221 ss855\"><div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps11220\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1732 ss33\"><div><div class=\"ps8 ss32\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million (excl. VAT)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11222 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11223 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11224 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11225 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11226 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2248 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-cb0bd68b ps1\">Audit<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11227 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">3.8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11228 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">3.8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11230 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">9.1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11231 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">9.7</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11232 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.53pt\"></span></span><span class=\"ps5989\">12.9</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11233 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.53pt\"></span></span><span class=\"ps5989\">13.5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-cb0bd68b ps1\">Other assurance services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11234 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">4.1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11235 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">1.6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11236 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11237 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">1.3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11238 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">4.9</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2251 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">2.9</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-cb0bd68b ps1\">Tax services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11239 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11240 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11241 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11242 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.4</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11243 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11244 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.4</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-cb0bd68b ps1\">Other non-audit services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11245 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11246 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">1.2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11247 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">7.8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11248 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">6.5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11249 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">7.8</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11250 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">7.7</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6226 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11252 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.79pt\"></span></span><span class=\"ps11251\">7.9</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11253 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.79pt\"></span></span><span class=\"ps11251\">6.6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11255 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.75pt\"></span></span><span class=\"ps11254\">18.1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11257 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.13pt\"></span></span><span class=\"ps11256\">17.9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11259 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.51pt\"></span></span><span class=\"ps11258\">26.0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11260 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.51pt\"></span></span><span class=\"ps11258\">24.5</span></span></div></div></div></td></tr></tbody></table></div></div></div><span class=\"f charStyle-58d2db5a ps11273\">Subsequent Events</span><div class=\"ps11274 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-73eb8af7 ps1587\">Disposal of Shares in SLB</span></div><div class=\"ps11275 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Subsequent to the reporting period, Aker Solutions sold its entire shareholding in SLB. The shares were </span></div><div class=\"ps11276 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">received as part of the consideration related to the establishment of SLB OneSubsea.</span></div><div class=\"ps7041 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">A total of 5,057,706 shares were sold during the period February 4 to February 11, 2026 at an average price </span></div><div class=\"ps7042 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of USD 50.43 per share, resulting in gross proceeds of USD 255 million.</span></div><div class=\"ps11277 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">As the transaction occurred after the reporting period, it has not been reflected in the financial statements as </span></div><div class=\"ps11279 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of December 31, 2025</span><span class=\"f charStyle-15433314 ps11278\">.</span></div><div class=\"ps3321 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">As a result of the settlement of the SLB shares, the Board of Directors have proposed an extraordinary cash </span></div><div class=\"ps3322 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">dividend of NOK 5.0 per share to be paid out on April 27, 2026, pending approval in the Annual General </span></div><div class=\"ps5171 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Meeting April 16, 2026.</span></div><div class=\"ps11280 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-73eb8af7 ps1587\">Geopolitical Developments in the Middle East</span></div><div class=\"ps8593 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">In 2026, the world has seen a new escalation of military conflicts in the Middle East after USA\u2019s and Israel\u2019s </span></div><div class=\"ps8594 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">attack on Iran at the end of February. Iran\u2019s response has included strikes on infrastructure in nearby Gulf-</span></div><div class=\"ps8595 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">countries. The conflict has effects on the global energy markets, on international value chains, and on </span></div><div class=\"ps8596 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">companies in the region that Aker Solutions have extensive collaboration with. </span></div><div class=\"ps3330 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions maintains operational presence in the Middle East with ongoing projects in the United Arab </span></div><div class=\"ps3331 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Emirates. Several construction projects are being executed in collaboration with a joint venture partner on a </span></div><div class=\"ps9183 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">subcontractors yard in Dubai. Aker Solutions is engaged in fabrication and construction activities, through </span></div><div class=\"ps9184 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">our legal entity Aker Solutions Energy Solutions FZE</span><span class=\"f charStyle-5b8fb5b6 ps11281\"> </span><span class=\"f charStyle-15433314 ps11282\">with seconded employees from Norway, UK, India and </span></div><div class=\"ps9185 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Canada. The company </span><span class=\"f charStyle-15433314 ps11283\">had 76 employees</span><span class=\"f charStyle-15433314 ps11284\"> including families stationed in the area. In response to the </span></div><div class=\"ps9186 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">escalating situation, Aker Solutions arranged for repatriation of 43 employees or people with close link to the </span></div><div class=\"ps8602 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">employees. Aker Solutions continues to have personnel in Dubai and is closely monitoring the situation and </span></div><div class=\"ps8603 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">its impact on people and ongoing activities. While operations at the DryDocks yard have resumed, Aker </span></div><div class=\"ps8604 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Solutions is following current guidance to maintain home sheltering until further notice.</span></div><div class=\"ps11285 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">At this stage, the financial impact of these developments cannot be reliably estimated, given the </span></div><div class=\"ps11286 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">unpredictable and rapidly evolving nature of the conflict. Management continues to monitor the situation </span></div><div class=\"ps11287 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">closely and will implement mitigating actions as required.</span></div>",
   "dimensions": {
    "concept": "akso:DisclosureOfNotesAndOtherExplanatoryInformationExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-2": {
   "value": "62202000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:RevenueFromContractsWithCustomers",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-3": {
   "value": "52202000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:RevenueFromContractsWithCustomers",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-4": {
   "value": "757000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:ShareOfProfitLossOfAssociatesAndJointVenturesAccountedForUsingEquityMethod",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-5": {
   "value": "790000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:ShareOfProfitLossOfAssociatesAndJointVenturesAccountedForUsingEquityMethod",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-6": {
   "value": "243000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:OtherIncome",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-7": {
   "value": "209000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:OtherIncome",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-8": {
   "value": "63202000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:RevenueAndOperatingIncome",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-9": {
   "value": "53201000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:RevenueAndOperatingIncome",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-10": {
   "value": "39936000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:RawMaterialsAndConsumablesUsed",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-11": {
   "value": "32459000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:RawMaterialsAndConsumablesUsed",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-12": {
   "value": "13102000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:EmployeeBenefitsExpense",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
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  },
  "f-13": {
   "value": "12103000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:EmployeeBenefitsExpense",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-14": {
   "value": "5136000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:OtherExpenseByNature",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-15": {
   "value": "4070000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:OtherExpenseByNature",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-16": {
   "value": "58175000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "akso:OperatingExpensesBeforeDepreciationAmortizationAndImpairment",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-17": {
   "value": "48632000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "akso:OperatingExpensesBeforeDepreciationAmortizationAndImpairment",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-18": {
   "value": "5027000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "akso:OperatingIncomeBeforeDepreciationAmortizationAndImpairment",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-19": {
   "value": "4568000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "akso:OperatingIncomeBeforeDepreciationAmortizationAndImpairment",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-20": {
   "value": "1452000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:DepreciationAndAmortisationExpense",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-21": {
   "value": "1158000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:DepreciationAndAmortisationExpense",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-22": {
   "value": "10000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:ImpairmentLossReversalOfImpairmentLossRecognisedInProfitOrLoss",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-23": {
   "value": "22000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:ImpairmentLossReversalOfImpairmentLossRecognisedInProfitOrLoss",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-24": {
   "value": "3565000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:ProfitLossFromOperatingActivities",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-25": {
   "value": "3388000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:ProfitLossFromOperatingActivities",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-26": {
   "value": "168000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:RevenueFromInterest",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-27": {
   "value": "397000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:RevenueFromInterest",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-28": {
   "value": "252000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:InterestExpense",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-29": {
   "value": "252000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:InterestExpense",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-30": {
   "value": "-279000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:OtherFinanceIncomeCost",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-31": {
   "value": "-184000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:OtherFinanceIncomeCost",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-32": {
   "value": "3202000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:ProfitLossBeforeTax",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-33": {
   "value": "3349000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:ProfitLossBeforeTax",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-34": {
   "value": "670000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:IncomeTaxExpenseContinuingOperations",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-35": {
   "value": "684000000.0",
   "decimals": -6,
   "dimensions": {
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  "f-327": {
   "value": "Company InformationAker Solutions delivers integrated solutions, products and services to the global energy industry. We enable low-carbon oil and gas production and develop renewable solutions to meet future energy needs. By combining innovative digital solutions and predictable project execution we accelerate the transition to sustainable energy production. The company had about 11,800 own employees and operations in 13 countries at the end of 2025. The main office is in Fornebu, Norway and the parent company Aker Solutions ASA  is listed on the Oslo  Stock Exchange under the ticker AKSO. The consolidated financial statements in this report include the financial performance and position of the company and its subsidiaries collectively referred to as \u201cthe group\u201d or \u201cthe company\u201d and separately as group companies.",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfNatureOfEntitysOperationsAndPrincipalActivities",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-328": {
   "value": "Aker Solutions",
   "dimensions": {
    "concept": "ifrs-full:NameOfReportingEntityOrOtherMeansOfIdentification",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-329": {
   "value": "Norway",
   "dimensions": {
    "concept": "ifrs-full:DomicileOfEntity",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-330": {
   "value": "Norway",
   "dimensions": {
    "concept": "ifrs-full:CountryOfIncorporation",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-331": {
   "value": "Aker Solutions ASA",
   "dimensions": {
    "concept": "ifrs-full:NameOfUltimateParentOfGroup",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-332": {
   "value": "ASA",
   "dimensions": {
    "concept": "ifrs-full:LegalFormOfEntity",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-333": {
   "value": "<span class=\"f charStyle-58d2db5a ps6641\">Basis of Preparation</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Statement of Compliance</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">The consolidated financial statements have been </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">prepared in accordance with IFRS\u00ae Accounting </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">Standards as adopted by the EU, their interpretations </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">adopted by the International Accounting Standards </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">Board (IASB) and the additional requirements of the </span></div><div class=\"ps5347 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">Norwegian Accounting Act as of </span><span class=\"f charStyle-58bfcdf3 ps6648\">December 31, </span><span class=\"f charStyle-58bfcdf3 ps6649\">2025</span><span class=\"f charStyle-58bfcdf3 ps6650\">.</span></div><div class=\"ps6651 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The consolidated financial statements were </span></div><div class=\"ps6652 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">approved by the Board of Directors and the chief </span></div><div class=\"ps6655 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">executive officer (CEO) on </span><span class=\"f charStyle-15433314 ps6653\">March 18, 2026</span><span class=\"f charStyle-15433314 ps6654\">. The </span></div><div class=\"ps6656 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">consolidated financial statements will be </span></div><div class=\"ps6658 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">authorized at the Annual General Meeting on </span><span class=\"f charStyle-15433314 ps6657\">April </span></div><div class=\"ps6660 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">16, 2026</span><span class=\"f charStyle-15433314 ps6659\">. Until this date the Board of Directors has </span></div><div class=\"ps6661 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the authority to amend the financial statements.</span></div><div class=\"ps6662 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Basis of Measurement</span></div><div class=\"ps6663 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The consolidated balance sheet has been </span></div><div class=\"ps6664 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">prepared on the historical cost basis except for </span></div><div class=\"ps6665 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">certain financial assets and liabilities as presented </span></div><div class=\"ps6669 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">in note </span><span class=\"f charStyle-15433314 ps6666\">24</span><span class=\"f charStyle-8e659db2 ps6667\"> </span><span class=\"f charStyle-15433314 ps6668\">measured at fair value on each </span></div><div class=\"ps1625 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reporting date. The consolidated financial </span></div><div class=\"ps1626 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">statements are presented in Norwegian Kroner </span></div><div class=\"ps1627 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">(NOK) and have been rounded to the nearest </span></div><div class=\"ps1628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">million (NOK million), therefore the subtotals and </span></div><div class=\"ps1629 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">totals in some tables may not equal the sum of the </span></div><div class=\"ps1630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">amounts shown.</span></div><div class=\"ps6670 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Consolidation</span></div><div class=\"ps6671 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The consolidated financial statements comprise </span></div><div class=\"ps6672 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the parent company Aker Solutions ASA and its </span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">subsidiaries. Intra-group balances and </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">transactions, and any unrealized gains and losses </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">or income and expenses arising from intra-group </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">transactions, are eliminated in the consolidated </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">financial statements. </span></div><div class=\"ps6674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps655\">Translation of Foreign Currency</span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Assets and liabilities of subsidiaries that have a </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">different functional currency are translated to NOK </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">using the exchange rate on the balance sheet </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">date. Income and expenses are translated using </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">the average exchange rate for the year, calculated </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">on the basis of 12 monthly rates. Foreign exchange </span></div><div class=\"ps6681 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">differences arising from these translations are </span></div><div class=\"ps6682 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">recognized in other comprehensive income, and </span></div><div class=\"ps6683 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">presented as a separate component in equity </span></div><div class=\"ps6684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">(translation reserve). The translation differences </span></div><div class=\"ps6685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">are reclassified to the income statement upon </span></div><div class=\"ps6686 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">disposal or liquidation of the related operations. </span></div><div class=\"ps6687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Exchange differences arising from non-current </span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">monetary receivable or payable by a foreign </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">operation where settlement is neither planned nor </span></div><div class=\"ps6690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">likely in the foreseeable future, forms part of the </span></div><div class=\"ps6691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">net investment in that entity and are also </span></div><div class=\"ps6692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">recognized in other comprehensive income.</span></div><div class=\"ps6693 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps655\">Judgments and Estimates</span></div><div class=\"ps6694 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">The preparation of consolidated financial </span></div><div class=\"ps6695 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">statements in conformity with IFRS requires </span></div><div class=\"ps6696 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">management to make judgments, estimates and </span></div><div class=\"ps6697 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">assumptions each reporting period that affect the </span></div><div class=\"ps6698 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">income statement and balance sheet. The </span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">accounting estimates will by definition seldom </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">precisely match actual results. The main areas </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">where judgments and estimates have been made </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">are described in each of the following notes:</span></div><div class=\"ps6703 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">9</span><span class=\"f charStyle-15433314 ps6701\"> </span><span class=\"f charStyle-15433314 ps6702\">Income Tax</span></div><div class=\"ps4825 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">10</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Property, Plant and Equipment</span></div><div class=\"ps4826 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">11</span><span class=\"f charStyle-15433314 ps6706\"> </span><span class=\"f charStyle-15433314 ps6707\">Intangible Assets and Goodwill</span></div><div class=\"ps6708 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">12</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Impairment of Assets</span></div><div class=\"ps6709 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">13</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Trade and Other Receivables</span></div><div class=\"ps6710 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">17</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Leases and Investment Property</span></div><div class=\"ps6711 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">18</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Pension Obligations</span></div><div class=\"ps6712 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">19</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Provisions and Contingent Liabilities</span></div><div class=\"ps6714 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">The main area where significant judgment has </span></div><div class=\"ps6715 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">been made is described in: </span></div><div class=\"ps6716 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">3</span><span class=\"f charStyle-15433314 ps6701\"> </span><span class=\"f charStyle-15433314 ps6702\">Revenue</span></div><div class=\"ps6718 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">Aker Solutions acknowledge that climate change </span></div><div class=\"ps6719 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">represents an element in the application of </span></div><div class=\"ps6720 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">methodologies and models used in estimates used </span></div><div class=\"ps6721 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">in valuations and measurement of certain </span></div><div class=\"ps6722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">accounting items. This is further described in note:</span></div><div class=\"ps6690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">12</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Impairment of Assets</span></div><div class=\"ps6723 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps665\">New or Changed Financial Reporting </span></div><div class=\"ps6724 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps665\">Principles</span></div><div class=\"ps6725 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">Some amendments to standards and </span></div><div class=\"ps6728 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">interpretations have become effective in </span><span class=\"f charStyle-b20f2d29 ps6726\">2025</span><span class=\"f charStyle-15433314 ps6727\">. </span></div><div class=\"ps6729 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">These changes did not have a material impact on </span></div><div class=\"ps6730 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">the consolidated financial statements. </span></div><div class=\"ps6732 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps6731\">IFRS 18 Presentation and Disclosure in </span></div><div class=\"ps6733 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps6731\">Financial Statements</span></div><div class=\"ps1264 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">IFRS 18 was issued in 2024, effective for annual </span></div><div class=\"ps1265 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">reporting period beginning on or after January 1, </span></div><div class=\"ps1266 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">2027. The standard introduces a standardized </span></div><div class=\"ps1267 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">structure for the statement of profit or loss, with </span></div><div class=\"ps6734 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">new required subtotals, and enhanced guidance </span></div><div class=\"ps6735 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">for aggregating and disaggregating information in </span></div><div class=\"ps6736 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">financial statements. In addition, IFRS 18 requires </span></div><div class=\"ps6737 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">disclosures of management-defined performance </span></div><div class=\"ps6738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">measures (MPMs). </span></div><div class=\"ps6739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Aker Solutions is currently assessing the impact of </span></div><div class=\"ps6740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">IFRS 18 on the financial statements, in particular </span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">the impact on the structure of the income </span></div><div class=\"ps2036 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">statement. </span><span class=\"f charStyle-15433314 ps6741\">The most significant change for Aker </span></div><div class=\"ps2037 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Solutions is that net profit from equity accounted </span></div><div class=\"ps2040 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">investees will be excluded from operating profit </span></div><div class=\"ps6742 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">and included in profit from investing activities. </span></div><div class=\"ps6743 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Additionally, the requirement of classifying foreign </span></div><div class=\"ps6744 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">exchange in the same category as the items that </span></div><div class=\"ps2058 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">give rise to the foreign exchange differences will </span></div><div class=\"ps6745 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">have limited impact, as foreign exchange related </span></div><div class=\"ps6746 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">to operations are already reported as part of the </span></div><div class=\"ps6747 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">operating result. </span></div><div class=\"ps6748 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Aker Solutions has decided not to early adopt IFRS </span></div><div class=\"ps6749 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">18, but will ensure full compliance by the effective </span></div><div class=\"ps6750 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">date.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfBasisOfPreparationOfFinancialStatementsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-334": {
   "value": "<div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Statement of Compliance</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">The consolidated financial statements have been </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">prepared in accordance with IFRS\u00ae Accounting </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">Standards as adopted by the EU, their interpretations </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">adopted by the International Accounting Standards </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">Board (IASB) and the additional requirements of the </span></div><div class=\"ps5347 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">Norwegian Accounting Act as of </span><span class=\"f charStyle-58bfcdf3 ps6648\">December 31, </span><span class=\"f charStyle-58bfcdf3 ps6649\">2025</span><span class=\"f charStyle-58bfcdf3 ps6650\">.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:StatementOfIFRSCompliance",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-335": {
   "value": "2025-12-31",
   "dimensions": {
    "concept": "ifrs-full:DateOfEndOfReportingPeriod2013",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-336": {
   "value": "<div class=\"ps6651 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The consolidated financial statements were </span></div><div class=\"ps6652 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">approved by the Board of Directors and the chief </span></div><div class=\"ps6655 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">executive officer (CEO) on </span><span class=\"f charStyle-15433314 ps6653\">March 18, 2026</span><span class=\"f charStyle-15433314 ps6654\">. The </span></div><div class=\"ps6656 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">consolidated financial statements will be </span></div><div class=\"ps6658 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">authorized at the Annual General Meeting on </span><span class=\"f charStyle-15433314 ps6657\">April </span></div><div class=\"ps6660 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">16, 2026</span><span class=\"f charStyle-15433314 ps6659\">. Until this date the Board of Directors has </span></div><div class=\"ps6661 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the authority to amend the financial statements.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAuthorisationOfFinancialStatementsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-337": {
   "value": "<div class=\"ps6670 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Consolidation</span></div><div class=\"ps6671 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The consolidated financial statements comprise </span></div><div class=\"ps6672 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the parent company Aker Solutions ASA and its </span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">subsidiaries. Intra-group balances and </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">transactions, and any unrealized gains and losses </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">or income and expenses arising from intra-group </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">transactions, are eliminated in the consolidated </span></div>financial statements.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfBasisOfConsolidationExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-339": {
   "value": "<div class=\"ps6674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps655\">Translation of Foreign Currency</span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Assets and liabilities of subsidiaries that have a </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">different functional currency are translated to NOK </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">using the exchange rate on the balance sheet </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">date. Income and expenses are translated using </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">the average exchange rate for the year, calculated </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">on the basis of 12 monthly rates. Foreign exchange </span></div><div class=\"ps6681 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">differences arising from these translations are </span></div><div class=\"ps6682 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">recognized in other comprehensive income, and </span></div><div class=\"ps6683 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">presented as a separate component in equity </span></div><div class=\"ps6684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">(translation reserve). The translation differences </span></div><div class=\"ps6685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">are reclassified to the income statement upon </span></div><div class=\"ps6686 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">disposal or liquidation of the related operations. </span></div><div class=\"ps6687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Exchange differences arising from non-current </span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">monetary receivable or payable by a foreign </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">operation where settlement is neither planned nor </span></div><div class=\"ps6690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">likely in the foreseeable future, forms part of the </span></div><div class=\"ps6691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">net investment in that entity and are also </span></div><div class=\"ps6692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">recognized in other comprehensive income.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFunctionalCurrencyExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-338": {
   "value": "<div class=\"ps6674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps655\">Translation of Foreign Currency</span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Assets and liabilities of subsidiaries that have a </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">different functional currency are translated to NOK </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">using the exchange rate on the balance sheet </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">date. Income and expenses are translated using </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">the average exchange rate for the year, calculated </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">on the basis of 12 monthly rates. Foreign exchange </span></div><div class=\"ps6681 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">differences arising from these translations are </span></div><div class=\"ps6682 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">recognized in other comprehensive income, and </span></div><div class=\"ps6683 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">presented as a separate component in equity </span></div><div class=\"ps6684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">(translation reserve). The translation differences </span></div><div class=\"ps6685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">are reclassified to the income statement upon </span></div><div class=\"ps6686 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">disposal or liquidation of the related operations. </span></div><div class=\"ps6687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Exchange differences arising from non-current </span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">monetary receivable or payable by a foreign </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">operation where settlement is neither planned nor </span></div><div class=\"ps6690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">likely in the foreseeable future, forms part of the </span></div><div class=\"ps6691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">net investment in that entity and are also </span></div><div class=\"ps6692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">recognized in other comprehensive income.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForForeignCurrencyTranslationExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-340": {
   "value": "<div class=\"ps6693 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps655\">Judgments and Estimates</span></div><div class=\"ps6694 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">The preparation of consolidated financial </span></div><div class=\"ps6695 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">statements in conformity with IFRS requires </span></div><div class=\"ps6696 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">management to make judgments, estimates and </span></div><div class=\"ps6697 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">assumptions each reporting period that affect the </span></div><div class=\"ps6698 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">income statement and balance sheet. The </span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">accounting estimates will by definition seldom </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">precisely match actual results. The main areas </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">where judgments and estimates have been made </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">are described in each of the following notes:</span></div><div class=\"ps6703 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">9</span><span class=\"f charStyle-15433314 ps6701\"> </span><span class=\"f charStyle-15433314 ps6702\">Income Tax</span></div><div class=\"ps4825 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">10</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Property, Plant and Equipment</span></div><div class=\"ps4826 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">11</span><span class=\"f charStyle-15433314 ps6706\"> </span><span class=\"f charStyle-15433314 ps6707\">Intangible Assets and Goodwill</span></div><div class=\"ps6708 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">12</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Impairment of Assets</span></div><div class=\"ps6709 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">13</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Trade and Other Receivables</span></div><div class=\"ps6710 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">17</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Leases and Investment Property</span></div><div class=\"ps6711 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">18</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Pension Obligations</span></div><div class=\"ps6712 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">19</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Provisions and Contingent Liabilities</span></div><div class=\"ps6714 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">The main area where significant judgment has </span></div><div class=\"ps6715 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">been made is described in: </span></div><div class=\"ps6716 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">3</span><span class=\"f charStyle-15433314 ps6701\"> </span><span class=\"f charStyle-15433314 ps6702\">Revenue</span></div><div class=\"ps6718 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">Aker Solutions acknowledge that climate change </span></div><div class=\"ps6719 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">represents an element in the application of </span></div><div class=\"ps6720 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">methodologies and models used in estimates used </span></div><div class=\"ps6721 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">in valuations and measurement of certain </span></div><div class=\"ps6722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">accounting items. This is further described in note:</span></div><div class=\"ps6690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6699\">Note </span><span class=\"f charStyle-15433314 ps6700\">12</span><span class=\"f charStyle-15433314 ps6704\"> </span><span class=\"f charStyle-15433314 ps6705\">Impairment of Assets</span></div><div class=\"ps6770 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps655\">Judgments and Estimates</span></div><div class=\"ps6771 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">It can be challenging to estimate the expected </span></div><div class=\"ps6772 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">revenue and cost in the company's customer </span></div><div class=\"ps6773 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">contracts, in particular if there are operational </span></div><div class=\"ps6774 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">challenges. The most significant judgments and </span></div><div class=\"ps6775 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">estimates in the customer contracts are described </span></div><div class=\"ps6776 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">below.</span></div><div class=\"ps6777 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps655\">Performance Obligations</span></div><div class=\"ps5362 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Significant management judgment is sometimes </span></div><div class=\"ps5363 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">required in order to identify distinct performance </span></div><div class=\"ps6778 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">obligations in customer contracts. This includes an </span></div><div class=\"ps6779 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">analysis of the customer contract to determine if </span></div><div class=\"ps6780 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">the goods or services are distinct deliveries or </span></div><div class=\"ps6781 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">input to an overall promise to deliver a combined </span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">system of products and services. As most of the </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">contracts represent a single, combined output for </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">the customers, contracts will normally contain one <span class=\"f ps2\"> </span></span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">performance obligation.</span></div><div class=\"ps6782 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps665\">Variable Consideration</span></div><div class=\"ps6783 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">Incentive payments are integral and significant </span></div><div class=\"ps6784 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">parts of contract revenue on certain reimbursable </span></div><div class=\"ps6785 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">contracts. They can also be present in lump sum </span></div><div class=\"ps6786 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">contracts. Incentive payments include key </span></div><div class=\"ps6787 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">performance indicators, bonuses, target sum </span></div><div class=\"ps5350 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">mechanisms and productivity measures and can </span></div><div class=\"ps5351 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">potentially both increase and decrease revenue. </span></div><div class=\"ps6788 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">Most incentives are estimated using the most likely </span></div><div class=\"ps6789 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">amount. Revenue from variable consideration is <span class=\"f ps2\"> </span></span></div><div class=\"ps6790 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">included only when it is highly probable that the </span></div><div class=\"ps6791 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">revenue will not be reversed. There is a risk that </span></div><div class=\"ps6792 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">the actual payment of incentives may differ from </span></div><div class=\"ps6793 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">the estimated amount.</span></div><div class=\"ps6794 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps665\">Liquidated Damages (LDs)</span></div><div class=\"ps6795 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">LDs are penalties for not achieving defined </span></div><div class=\"ps6796 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">milestones on time. LDs are common in </span></div><div class=\"ps5801 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">construction contracts, but can also be present in </span></div><div class=\"ps5802 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">service contracts. If a project does not meet the </span></div><div class=\"ps5803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">defined milestone in a contract, a provision </span></div><div class=\"ps6797 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">reducing the transaction price is made unless it is </span></div><div class=\"ps6798 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">highly probable that LD will not be imposed. A </span></div><div class=\"ps6799 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">provision for liquidated damages is treated as a </span></div><div class=\"ps4610 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">variable consideration. The estimated LD provision </span></div><div class=\"ps6800 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">is highly judgmental. The assessment of the LD </span></div><div class=\"ps6801 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">provision is based on experience from similar LD </span></div><div class=\"ps6802 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">situations in addition to client relationship, </span></div><div class=\"ps6803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">contractual position and status on negotiations.</span></div><div class=\"ps6804 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps6731\">Total Contract Cost</span></div><div class=\"ps6805 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">The estimates of total contract cost can be </span></div><div class=\"ps6806 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">judgmental and sensitive to changes. The cost </span></div><div class=\"ps6807 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">estimates can significantly impact revenue </span></div><div class=\"ps6808 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">recognition for contracts using cost progress, </span></div><div class=\"ps6809 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">particularly in lump sum construction contracts. The </span></div><div class=\"ps6810 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">forecasting of total project cost depends on the </span></div><div class=\"ps6811 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">ability to properly execute the engineering and </span></div><div class=\"ps6812 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">design phase, availability of skilled resources, </span></div><div class=\"ps6813 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">manufacturing capacity, productivity and quality </span></div><div class=\"ps6814 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">factors, performance of subcontractors and </span></div><div class=\"ps6815 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">sometimes also weather conditions. Experience, </span></div><div class=\"ps6816 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">systematic use of the project execution model and </span></div><div class=\"ps6817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">focus on core competencies reduce, but do not </span></div><div class=\"ps6818 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">eliminate, the risk that cost estimates may change </span></div><div class=\"ps5223 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">significantly.</span></div><div class=\"ps6819 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps6731\">Agency Relationship</span></div><div class=\"ps3864 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Certain customer contracts include sale of goods </span></div><div class=\"ps3865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">or services where Aker Solutions is acting as an </span></div><div class=\"ps6820 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">agent on behalf of the customer. For each </span></div><div class=\"ps6821 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">performance obligation, the distinction between </span></div><div class=\"ps6822 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">agent and principal is assessed. The assessment </span></div><div class=\"ps6823 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">affect whether revenue is presented gross (as </span></div><div class=\"ps6824 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">principal) or net (as agent). The core criterion is </span></div><div class=\"ps4600 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">whether the company controls the specified goods </span></div><div class=\"ps4608 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">or services before they are transferred to the </span></div><div class=\"ps4609 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">customer. </span></div><div class=\"ps4610 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Note </span><span class=\"f charStyle-15433314 ps6825\">3</span><span class=\"f charStyle-15433314 ps6826\"> continues on next page</span></div><div class=\"ps7844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps5181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The group is subject to income taxes in numerous jurisdictions, and judgment may be involved when </span></div><div class=\"ps7845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">determining the taxable amounts. Tax authorities in different jurisdictions may challenge calculation of taxes </span></div><div class=\"ps7846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">payable from prior periods.</span></div><div class=\"ps6736 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Management judgment is required when assessing valuation of unused losses, tax credits and other deferred </span></div><div class=\"ps6737 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">tax assets. The recoverability is assessed by estimating taxable profits in future years taking into </span></div><div class=\"ps6738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">consideration also expected changes in temporary differences. The profits are compared to book value of </span></div><div class=\"ps7847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the tax assets. The estimate of future taxable profits is sensitive to future market development for the </span></div><div class=\"ps7848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">projects and services of Aker Solutions. Forecasts are based on firm orders in the backlog and identified </span></div><div class=\"ps7849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">prospects in addition to expected service revenue. Changes in the assumptions related to the expected </span></div><div class=\"ps7850 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">prospects and services can have a significant impact on the forecasted cash flows. Economic conditions may </span></div><div class=\"ps7851 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">change and lead to a different conclusion regarding recoverability, and such changes may affect future </span></div><div class=\"ps7852 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">reporting periods.</span></div><div class=\"ps6742 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The Pillar Two legislation, also known as \u201cGlobal minimum tax\u201d or GloBE has been enacted in Norway and in </span></div><div class=\"ps6743 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">many of the jurisdictions where Aker Solutions operates. The legislation was effective from January 1, 2024 </span></div><div class=\"ps6744 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and Aker Solutions is required to comply.</span></div><div class=\"ps7853 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions has conducted an assessment in accordance with Country-by-Country Reporting </span></div><div class=\"ps2059 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">requirements and the transitional safe harbor rules, which compromises of three different tests. This </span></div><div class=\"ps2060 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assessment shows that several jurisdictions with limited activity will meet the \"de minimis test\u201d, which is the </span></div><div class=\"ps2061 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">first test excluding jurisdictions with low revenue and profits. Some jurisdictions that do not meet the \"de </span></div><div class=\"ps6748 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">minimis test\u201d are excluded through the second test as they report an effective tax rate exceeding the </span></div><div class=\"ps6749 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">transitional rate of 16 percent for the year 2025. One jurisdiction failed the first two tests, but passed the </span></div><div class=\"ps6750 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">third test (routine profits test). In 3 countries, a full calculation of top-up tax per the model rules will be </span></div><div class=\"ps7855 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">required. No top-up tax has been included in the tax expense for </span><span class=\"f charStyle-15433314 ps7854\">2025.</span></div><div class=\"ps7856 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">IFRS has introduced a requirement in IAS 12 that entities within scope of the Pillar Two legislation shall not </span></div><div class=\"ps7857 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">recognize or disclose information about deferred tax assets and deferred tax liabilities related to the Pillar </span></div><div class=\"ps7858 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Two legislation, which Aker Solutions applies.</span></div><div class=\"ps7859 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6885\">9</span><span class=\"f charStyle-15433314 ps6886\"> continues on next page</span></div><div class=\"ps8180 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Judgment and Estimates</span></div><div class=\"ps6684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Judgment is involved when determining the depreciation period and when assessing impairment or reversal </span></div><div class=\"ps6685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of impairment. Impairment is assessed for individual assets and for cash generating units. The impairment </span></div><div class=\"ps6686 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">testing involves judgmental assumptions about future market development, cash flows, determination of </span></div><div class=\"ps6687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">weighted average cost of capital (WACC), growth rate, and other assumptions that may change over time.</span></div><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The decision to capitalize a development program involves management judgment. There are strict internal </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">rules defining what qualifies for capitalization, and the documentation of the assessment is monitored </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">centrally. Management makes assessment of future market opportunities, ability to successfully achieve the </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">desired technological solution and the time and cost it takes to develop it. These factors may change over </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">time. <span class=\"f ps2\"> </span></span></div><div class=\"ps8401 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Judgment is involved when determining the amortization period and when assessing impairment or reversal </span></div><div class=\"ps6651 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of impairment. Impairment indicators are assessed for individual development projects, other intangible </span></div><div class=\"ps6652 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assets, and for cash generating units including goodwill. Impairment testing is performed when impairment </span></div><div class=\"ps6655 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">indicators have been identified. In addition, goodwill and capitalized development programs that have not </span></div><div class=\"ps6656 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">been completed are subject to an annual impairment test. The impairment testing involves judgmental </span></div><div class=\"ps6658 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assumptions about future market development, cash flows, determination of weighted average cost of </span></div><div class=\"ps6660 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">capital (WACC), growth rate, and other assumptions that may change over time.</span></div><div class=\"ps8585 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps2533 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The impairment testing of assets is by nature highly judgmental as it includes estimates such as future </span></div><div class=\"ps8569 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">market development, cash flows, determination of CGUs and WACC, growth rate used for calculation of </span></div><div class=\"ps3314 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">terminal value and other assumptions that may change over time. In particular, future cash flows are </span></div><div class=\"ps2630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">uncertain as they are impacted by market developments beyond Aker Solutions' control. The oil price </span></div><div class=\"ps2631 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">impacts for example the investment levels in CapEx and maintenance projects </span><span class=\"f charStyle-58bfcdf3 ps8586\">by the oil companies. Carbon </span></div><div class=\"ps2632 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">taxation impacts the investment levels of carbon capture and offshore wind </span><span class=\"f charStyle-15433314 ps8587\">investments. These external factors <span class=\"f ps2\"> </span></span></div><div class=\"ps2633 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">in turn impact the markets in which Aker Solutions operates. </span></div><div class=\"ps8588 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Climate-related Matters</span></div><div class=\"ps2009 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The energy transition may curtail the expected useful lives of oil and gas related assets thereby accelerating </span></div><div class=\"ps8589 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">depreciation charges. The group\u2019s assets related to oil and gas are likely to be fully depreciated within the </span></div><div class=\"ps8590 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">next 10-15 years and projects related to oil and gas will be a part of Aker Solutions\u2019 business activities over </span></div><div class=\"ps8591 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">this period. Aker Solutions will be engaged in traditional oil and gas projects and will also be engaged in </span></div><div class=\"ps8592 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">projects relating to decarbonization solutions and services for existing platforms. Therefore, Aker Solutions </span></div><div class=\"ps8593 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">does not expect any changes to the useful lives of our property, plant, and equipment. Assessment of effect </span></div><div class=\"ps8594 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">on useful lives is not considered to be a significant accounting judgment or estimate. Aker Solutions note </span></div><div class=\"ps8595 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">that assessment of useful lives of future capital expenditure may be different, and local climate changes in </span></div><div class=\"ps8596 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the future may affect useful lives of certain assets. While there are no identified immediate or short-term </span></div><div class=\"ps8597 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">impacts from climate change, Aker Solutions is aware of the ever-changing risks and opportunities to climate </span></div><div class=\"ps8395 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">change. We will regularly assess these risks against judgments and estimates made in preparation of the </span></div><div class=\"ps8396 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">financial statements.</span></div><div class=\"ps5802 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Under all three climate scenarios (described in the \u201cClimate Change\u201d chapter under the</span><span class=\"f charStyle-15433314 ps8598\"> Sustainability </span></div><div class=\"ps5803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Statement) </span><span class=\"f charStyle-15433314 ps8599\">the group expects an increase in the frequency and intensity of extreme weather events. This is </span></div><div class=\"ps6797 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">not expected to lead to any effects on useful economic life of property, plant and equipment per </span><span class=\"f charStyle-15433314 ps8600\">2025</span><span class=\"f charStyle-15433314 ps8601\">. </span></div><div class=\"ps8602 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The expected future cash flows used in impairment testing are affected by climate changes as the projects </span></div><div class=\"ps8603 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions will be engaged in will change going forward. The projects Aker Solutions tender for are </span></div><div class=\"ps8604 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">based on the pipeline of future projects needed to fulfill the energy need in the market. This market has </span></div><div class=\"ps8607 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">changed during the last decade, and Aker Solutions renewables and transitional solutions represented </span><span class=\"f charStyle-15433314 ps8605\">20</span><span class=\"f charStyle-15433314 ps8606\"> </span></div><div class=\"ps8608 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">percent of the revenue in 2025, and we continue to see material projects within this market also in the </span></div><div class=\"ps2066 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">future. As the cash flows used in the impairment testing are based on current backlog together with </span></div><div class=\"ps2067 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">identified prospects, the climate changes have an impact on our impairment testing through the projects </span></div><div class=\"ps2068 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">included in the cash flows used for impairment testing.</span></div><div class=\"ps8610 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">12</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">12</span><span class=\"f charStyle-15433314 ps8195\"> Impairment of Assets cont.</span></div><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Judgments and Estimates</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Judgment is involved when determining the impairment losses on receivables and customer contract assets. </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The impairment is based on individual assessments of each customer and default risk in the industry and the </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">country in which the customer operates in line with the expected credit loss method (ECL). The customers of </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions are mainly large, international energy companies with low credit risk.</span></div><div class=\"ps6674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Judgment is involved when determining impairment of the investment property. Impairment is assessed for </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">separable parts of leased buildings that have been or will be vacated in the near future. The impairment is </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">sensitive to changes in estimated future expected sublease income and sublease period. Further, judgment is </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">involved when determining whether sublease contracts are financial or operational, as well as when </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">determining lease term for contracts that have extension or termination options. Determination of the </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">discount rate also involves judgment.</span></div><div class=\"ps6732 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Judgments and Estimates</span></div><div class=\"ps9188 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The present value of the pension obligations depends on a number of factors determined on the basis of <span class=\"f ps2\"> </span></span></div><div class=\"ps9189 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">actuarial assumptions. These assumptions include financial factors such as the discount rate, expected </span></div><div class=\"ps9190 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">salary growth, inflation and return on assets as well as demographic factors concerning mortality, employee </span></div><div class=\"ps5181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">turnover, disability and early retirement. Assumptions about all these factors are based on the situation at the </span></div><div class=\"ps7845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">time the assessment is made. However, it is reasonably certain that such factors will change over long </span></div><div class=\"ps7846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">periods for which pension calculations are made. Any changes in these assumptions will affect the calculated </span></div><div class=\"ps9191 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">pension obligations with immediate recognition in other comprehensive income. </span></div><div class=\"ps9501 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Judgments and Estimates</span></div><div class=\"ps1273 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The provisions are estimated based on a number of assumptions and are highly judgmental in nature. The </span></div>various provisions with assumptions and estimation uncertainties are discussed in the table to the right.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAccountingJudgementsAndEstimatesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-341": {
   "value": "<div class=\"ps6723 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps665\">New or Changed Financial Reporting </span></div><div class=\"ps6724 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps665\">Principles</span></div><div class=\"ps6725 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">Some amendments to standards and </span></div><div class=\"ps6728 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">interpretations have become effective in </span><span class=\"f charStyle-b20f2d29 ps6726\">2025</span><span class=\"f charStyle-15433314 ps6727\">. </span></div><div class=\"ps6729 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">These changes did not have a material impact on </span></div><div class=\"ps6730 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">the consolidated financial statements. </span></div><div class=\"ps6732 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps6731\">IFRS 18 Presentation and Disclosure in </span></div><div class=\"ps6733 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps6731\">Financial Statements</span></div><div class=\"ps1264 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">IFRS 18 was issued in 2024, effective for annual </span></div><div class=\"ps1265 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">reporting period beginning on or after January 1, </span></div><div class=\"ps1266 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">2027. The standard introduces a standardized </span></div><div class=\"ps1267 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">structure for the statement of profit or loss, with </span></div><div class=\"ps6734 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">new required subtotals, and enhanced guidance </span></div><div class=\"ps6735 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">for aggregating and disaggregating information in </span></div><div class=\"ps6736 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">financial statements. In addition, IFRS 18 requires </span></div><div class=\"ps6737 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">disclosures of management-defined performance </span></div><div class=\"ps6738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">measures (MPMs). </span></div><div class=\"ps6739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Aker Solutions is currently assessing the impact of </span></div><div class=\"ps6740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">IFRS 18 on the financial statements, in particular </span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">the impact on the structure of the income </span></div><div class=\"ps2036 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">statement. </span><span class=\"f charStyle-15433314 ps6741\">The most significant change for Aker </span></div><div class=\"ps2037 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Solutions is that net profit from equity accounted </span></div><div class=\"ps2040 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">investees will be excluded from operating profit </span></div><div class=\"ps6742 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">and included in profit from investing activities. </span></div><div class=\"ps6743 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Additionally, the requirement of classifying foreign </span></div><div class=\"ps6744 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">exchange in the same category as the items that </span></div><div class=\"ps2058 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">give rise to the foreign exchange differences will </span></div><div class=\"ps6745 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">have limited impact, as foreign exchange related </span></div><div class=\"ps6746 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">to operations are already reported as part of the </span></div><div class=\"ps6747 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">operating result. </span></div><div class=\"ps6748 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Aker Solutions has decided not to early adopt IFRS </span></div><div class=\"ps6749 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">18, but will ensure full compliance by the effective </span></div><div class=\"ps6750 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">date.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfReclassificationsOrChangesInPresentationExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-342": {
   "value": "<span class=\"f charStyle-58d2db5a ps6753\">Revenue</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The revenue in Aker Solutions consists of large </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">engineering, procurement and construction (EPC) </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contracts within the renewables and oil and gas </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">energy sector. The company also has engineering </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contracts and frame agreements for maintenance </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of various energy installations. The compensation </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">format is both reimbursable and lump sum, and the </span></div><div class=\"ps5347 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contracts often include various incentive </span></div><div class=\"ps5348 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">mechanisms. Project execution is a key </span></div><div class=\"ps6754 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">component of all deliveries.</span></div><div class=\"ps6755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Customer contracts are assessed using the five-</span></div><div class=\"ps6681 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">step model. Only approved customer contracts </span></div><div class=\"ps6682 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">with a firm commitment are basis for revenue </span></div><div class=\"ps6683 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">recognition. Variation orders are included when </span></div><div class=\"ps6684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">they have been approved, either verbally, in </span></div><div class=\"ps6685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">writing or implied by customary business practice. </span></div><div class=\"ps6686 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The deliveries in the contracts are reviewed to </span></div><div class=\"ps6687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">identify distinct performance obligations. For the </span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">vast majority of the identified performance </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">obligations, control has been assessed to be </span></div><div class=\"ps6690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">transferred to the customer over time as the </span></div><div class=\"ps6691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">performance obligation is satisfied. Revenue is </span></div><div class=\"ps6692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">recognized over time using a cost based progress </span></div><div class=\"ps6756 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">method, or as time and materials are delivered to </span></div><div class=\"ps6757 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the customer. The cost progress method is </span></div><div class=\"ps6758 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">commonly used on reimbursable - and lump sum </span></div><div class=\"ps6759 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contracts when scope of work is firm. The time and </span></div><div class=\"ps6760 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">materials method is more commonly used for </span></div><div class=\"ps6761 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reimbursable contracts with less firm scope. These </span></div><div class=\"ps6762 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">methods are used to best reflect the pattern of </span></div><div class=\"ps6671 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">transfer of control of goods and services to the </span></div><div class=\"ps6672 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">customer.</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Variable considerations, such as incentive </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">payments, are included in revenue when they are </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">highly probable. Expected liquidated damages </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">(LDs) are recognized as a reduction of revenue </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">unless it is highly probable that LDs will not be </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">incurred. The transaction price of performance </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">obligations is adjusted for </span><span class=\"f charStyle-58bfcdf3 ps6763\">significant financing </span></div><div class=\"ps5347 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">components to reflect the time value of money. Profit </span></div><div class=\"ps5348 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">is not recognized until the outcome of the </span></div><div class=\"ps6754 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">performance obligations can be measured reliably, </span></div><div class=\"ps6764 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">usually at 20 percent progress. The full loss is </span></div><div class=\"ps6765 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">recognized immediately when identified on loss-<span class=\"f ps2\"> </span></span></div><div class=\"ps6766 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">making contracts. The loss is determined based on </span></div><div class=\"ps6767 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">revenue less direct cost (i.e. labor, subcontractor and </span></div><div class=\"ps6768 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">material cost) and an allocation of overhead that </span></div><div class=\"ps6769 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">relate directly to the contract or activities required to </span></div><div class=\"ps1617 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">fulfil the contract. Customer financed assets required </span></div><div class=\"ps1618 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">to execute the projects are presented gross in the </span></div><div class=\"ps1619 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">financial statements. </span></div><div class=\"ps6770 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps655\">Judgments and Estimates</span></div><div class=\"ps6771 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">It can be challenging to estimate the expected </span></div><div class=\"ps6772 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">revenue and cost in the company's customer </span></div><div class=\"ps6773 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">contracts, in particular if there are operational </span></div><div class=\"ps6774 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">challenges. The most significant judgments and </span></div><div class=\"ps6775 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">estimates in the customer contracts are described </span></div><div class=\"ps6776 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">below.</span></div><div class=\"ps6777 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps655\">Performance Obligations</span></div><div class=\"ps5362 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Significant management judgment is sometimes </span></div><div class=\"ps5363 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">required in order to identify distinct performance </span></div><div class=\"ps6778 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">obligations in customer contracts. This includes an </span></div><div class=\"ps6779 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">analysis of the customer contract to determine if </span></div><div class=\"ps6780 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">the goods or services are distinct deliveries or </span></div><div class=\"ps6781 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">input to an overall promise to deliver a combined </span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">system of products and services. As most of the </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">contracts represent a single, combined output for </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">the customers, contracts will normally contain one <span class=\"f ps2\"> </span></span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">performance obligation.</span></div><div class=\"ps6782 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps665\">Variable Consideration</span></div><div class=\"ps6783 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">Incentive payments are integral and significant </span></div><div class=\"ps6784 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">parts of contract revenue on certain reimbursable </span></div><div class=\"ps6785 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">contracts. They can also be present in lump sum </span></div><div class=\"ps6786 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">contracts. Incentive payments include key </span></div><div class=\"ps6787 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">performance indicators, bonuses, target sum </span></div><div class=\"ps5350 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">mechanisms and productivity measures and can </span></div><div class=\"ps5351 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">potentially both increase and decrease revenue. </span></div><div class=\"ps6788 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">Most incentives are estimated using the most likely </span></div><div class=\"ps6789 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">amount. Revenue from variable consideration is <span class=\"f ps2\"> </span></span></div><div class=\"ps6790 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">included only when it is highly probable that the </span></div><div class=\"ps6791 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">revenue will not be reversed. There is a risk that </span></div><div class=\"ps6792 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">the actual payment of incentives may differ from </span></div><div class=\"ps6793 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">the estimated amount.</span></div><div class=\"ps6794 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps665\">Liquidated Damages (LDs)</span></div><div class=\"ps6795 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">LDs are penalties for not achieving defined </span></div><div class=\"ps6796 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">milestones on time. LDs are common in </span></div><div class=\"ps5801 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">construction contracts, but can also be present in </span></div><div class=\"ps5802 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">service contracts. If a project does not meet the </span></div><div class=\"ps5803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">defined milestone in a contract, a provision </span></div><div class=\"ps6797 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">reducing the transaction price is made unless it is </span></div><div class=\"ps6798 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">highly probable that LD will not be imposed. A </span></div><div class=\"ps6799 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">provision for liquidated damages is treated as a </span></div><div class=\"ps4610 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">variable consideration. The estimated LD provision </span></div><div class=\"ps6800 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">is highly judgmental. The assessment of the LD </span></div><div class=\"ps6801 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">provision is based on experience from similar LD </span></div><div class=\"ps6802 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">situations in addition to client relationship, </span></div><div class=\"ps6803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps665\">contractual position and status on negotiations.</span></div><div class=\"ps6804 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps6731\">Total Contract Cost</span></div><div class=\"ps6805 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">The estimates of total contract cost can be </span></div><div class=\"ps6806 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">judgmental and sensitive to changes. The cost </span></div><div class=\"ps6807 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">estimates can significantly impact revenue </span></div><div class=\"ps6808 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">recognition for contracts using cost progress, </span></div><div class=\"ps6809 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">particularly in lump sum construction contracts. The </span></div><div class=\"ps6810 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">forecasting of total project cost depends on the </span></div><div class=\"ps6811 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">ability to properly execute the engineering and </span></div><div class=\"ps6812 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">design phase, availability of skilled resources, </span></div><div class=\"ps6813 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">manufacturing capacity, productivity and quality </span></div><div class=\"ps6814 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">factors, performance of subcontractors and </span></div><div class=\"ps6815 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">sometimes also weather conditions. Experience, </span></div><div class=\"ps6816 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">systematic use of the project execution model and </span></div><div class=\"ps6817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">focus on core competencies reduce, but do not </span></div><div class=\"ps6818 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">eliminate, the risk that cost estimates may change </span></div><div class=\"ps5223 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps6731\">significantly.</span></div><div class=\"ps6819 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps6731\">Agency Relationship</span></div><div class=\"ps3864 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Certain customer contracts include sale of goods </span></div><div class=\"ps3865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">or services where Aker Solutions is acting as an </span></div><div class=\"ps6820 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">agent on behalf of the customer. For each </span></div><div class=\"ps6821 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">performance obligation, the distinction between </span></div><div class=\"ps6822 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">agent and principal is assessed. The assessment </span></div><div class=\"ps6823 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">affect whether revenue is presented gross (as </span></div><div class=\"ps6824 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">principal) or net (as agent). The core criterion is </span></div><div class=\"ps4600 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">whether the company controls the specified goods </span></div><div class=\"ps4608 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">or services before they are transferred to the </span></div><div class=\"ps4609 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">customer. </span></div><div class=\"ps4610 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps6731\">Note </span><span class=\"f charStyle-15433314 ps6825\">3</span><span class=\"f charStyle-15433314 ps6826\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">3</span><span class=\"f charStyle-15433314 ps6828\"> Revenue cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Different Types of Customer Contracts</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The revenue in Aker Solutions arise from various contracts for the engineering, procurement, construction, </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">modification and maintenance within the oil and gas and renewables energy sector.</span></div><div class=\"ps6830 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Renewables and Field Development</span></div><div class=\"ps549 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Deliveries include facilities for carbon capture, offshore wind and traditional oil and gas installations, topside </span></div><div class=\"ps6831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">modules, substructures, floating production units (FPSOs), decommissioning, hook-up services and marine </span></div><div class=\"ps1877 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">operations. Most contracts last between three to five years. The contracts include a combination of FEED, </span></div><div class=\"ps1878 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">engineering, procurement, construction and installation (EPCI) of equipment. Each contract is usually </span></div><div class=\"ps1879 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">assessed as one performance obligation as the deliveries are combined in one output. The contracts may be </span></div><div class=\"ps1880 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reimbursable, lump sum, target cost or a combination. The contracts regularly include incentives for </span></div><div class=\"ps1881 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">achievement of key performance indicators (KPIs) or penalties for late delivery. Payment terms are normally </span></div><div class=\"ps850 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">30-45 days according to predefined milestones or monthly billing. </span></div><div class=\"ps1687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In 2025, significant custom duties incurred on an import to the US for one project. The process of custom </span></div><div class=\"ps852 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">clearance when importing goods into the US was assessed as a separate performance obligation, where Aker </span></div><div class=\"ps853 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Solutions was acting as an agent on behalf of the customer. The duties were paid on behalf of the customer </span></div><div class=\"ps854 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and the customer controlled the asset at the time of import. The reimbursement received from the customer </span></div><div class=\"ps855 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">was offset against the related payments, Aker Solutions did not earn any profit on this arrangement.</span></div><div class=\"ps1689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The legacy lump sum portfolio of projects have been both operationally and commercially challenging. </span></div><div class=\"ps1690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Discussions with clients and subcontractors to solve commercial challenges are ongoing. Until the </span></div><div class=\"ps1691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">discussions are concluded the level of uncertainty is higher than for other projects. It is expected that </span></div><div class=\"ps1692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">discussions with clients and subcontractors will be concluded during 2026. Management has followed the </span></div><div class=\"ps1693 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">policy for variable consideration above, when estimating the transaction price. Ongoing discussions with </span></div><div class=\"ps832 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">subcontractors are relevant for the estimated total contract cost. Estimated total consideration to the </span></div><div class=\"ps833 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">relevant subcontractors is included in the total contract cost using the most likely amount.</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The following table shows a selection of the largest projects in the segment:</span></div><div class=\"ps6884 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:182.25pt\"></td><td style=\"padding:0;width:110.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:24pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss685\"><div><div class=\"ps1013 ss684\"><span class=\"f charStyle-99bfcfa0 ps1\">Project<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps6832 ss686\"><div><div class=\"ps1013 ss324\"><span class=\"f charStyle-99bfcfa0 ps1\">Customer<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps6834 ss687\"><div><div class=\"ps1013 ss229\"><span class=\"f charStyle-99bfcfa0 ps6833\">Award year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps4954 ss687\"><div><div class=\"ps6836 ss229\"><span class=\"f charStyle-99bfcfa0 ps6835\">Estimated <span class=\"f ps2\"> </span></span></div><div class=\"ps6838 ss229\"><span class=\"f charStyle-99bfcfa0 ps6837\">delivery</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #929292;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;border-top:0.5pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;border-top:0.5pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #929292;border-top:0.5pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Hugin A Platform<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6839 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Aker BP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6841 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2022<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6842 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4630 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Hugin B Platform<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6843 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Aker BP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6844 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2022<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6845 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps567 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Valhall PWP Platform<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6846 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Aker BP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6847 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2022<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6848 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4634 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Fenris UI<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6849 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Aker BP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6850 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2022<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6851 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4636 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Rosebank FPSO<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6852 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Altera<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6853 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6854 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1473 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Jackdaw WHP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6855 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Shell<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6856 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2022<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6857 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1535 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Sunrise Wind HVDC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6858 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">\u00d8rsted &amp; Eversource<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6860 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6859\">2021<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6861 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1069 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">East Anglia 3 HVDC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6862 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">ScottishPower<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6863 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2022<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6864 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5479 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Northern Lights Phase 2, Carbon Storage<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6865 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Equinor<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6866 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6867 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2028<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6868 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Celsio Carbon Capture &amp; Storage<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6869 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Hafslund Celsio<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6870 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6871 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2029<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5500 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Norfolk Vanguard West HVDC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6872 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">RWE<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6873 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6874 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2027<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps55 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Norfolk Vanguard East HVDC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6875 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">RWE<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6876 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6877 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2028<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1446 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Balwin 1 HVDC Substructure<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6878 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Dragados<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6879 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6880 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2029<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6248 ss689\"><div><div class=\"ps474 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Balwin 2 HVDC Substructure<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6881 ss325\"><div><div class=\"ps474 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Dragados<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6882 ss511\"><div><div class=\"ps474 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6883 ss511\"><div><div class=\"ps474 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2030<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6887 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">3</span><span class=\"f charStyle-15433314 ps6886\"> continues on next page</span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">3</span><span class=\"f charStyle-15433314 ps6828\"> Revenue cont.</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Life Cycle</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Deliveries include electrification, maintenance, modification and hook-up contracts for oil and gas </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">installations. The contracts are mainly reimbursable, but can also include lump sum elements. The majority of </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the contracts have incentive mechanisms including bonuses, target sum mechanisms, key performance </span></div><div class=\"ps392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">indicators and productivity measures. Each contract or purchase order under a frame agreement (FA) is </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">usually assessed as a separate performance obligation. The contracts usually last from one to five years. </span></div><div class=\"ps401 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Payment terms are normally 30 days after time and materials are delivered. </span></div><div class=\"ps2701 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The following table shows a selection of the largest projects in the segment:</span></div><div class=\"ps6891 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:182.25pt\"></td><td style=\"padding:0;width:110.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:24pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss685\"><div><div class=\"ps1013 ss684\"><span class=\"f charStyle-99bfcfa0 ps1\">Project<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps6832 ss686\"><div><div class=\"ps1013 ss324\"><span class=\"f charStyle-99bfcfa0 ps1\">Customer<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps6834 ss687\"><div><div class=\"ps1013 ss229\"><span class=\"f charStyle-99bfcfa0 ps6833\">Award year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps4954 ss687\"><div><div class=\"ps6836 ss229\"><span class=\"f charStyle-99bfcfa0 ps6835\">Estimated <span class=\"f ps2\"> </span></span></div><div class=\"ps6838 ss229\"><span class=\"f charStyle-99bfcfa0 ps6837\">delivery</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #929292;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;border-top:0.5pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;border-top:0.5pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #929292;border-top:0.5pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Aker BP EMM / Modific. Alliance (FA)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6839 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Aker BP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6841 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6842 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4630 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Equinor H (FA)</span><span class=\"f charStyle-a61f3c46 ps6890\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6843 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Equinor<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6844 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6845 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2030<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps567 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">V\u00e5r Energi M&amp;M<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6846 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">V\u00e5r Energi<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6847 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6848 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2029<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4634 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Brunei (FA)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6849 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Brunei Shell Petr.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6850 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2020<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6851 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2027<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4636 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">ConocoPhillips M&amp;M (FA)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6852 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">ConocoPhillips<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6853 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6854 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2032<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1473 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Shell Modification Contract (FA)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6855 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Shell<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6856 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6859\">2017<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6857 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2028<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1535 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Draugen Electrification<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6858 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">OKEA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6860 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6861 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2028<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1069 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Troll West, electrification<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6862 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Equinor<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6863 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6859\">2021<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6864 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2027<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5479 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Hebron Brownfield EPCM<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6865 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Exxon<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6866 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6867 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2030<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6868 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Angola EPC Services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6869 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Azule Energy (BP/ENI)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6870 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6871 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5500 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Mongstad Waste-Water Upgrade<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6872 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Equinor<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6873 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6874 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2026<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps55 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Bestla tie-back to Brage<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6875 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">OKEA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6876 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6877 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2027<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1446 ss688\"><div><div class=\"ps424 ss684\"><span class=\"f charStyle-cb0bd68b ps1\">Fram S\u00f8r tie-back to Troll C<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6878 ss331\"><div><div class=\"ps424 ss324\"><span class=\"f charStyle-cb0bd68b ps1\">Equinor<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6879 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6880 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps6840\">2030<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6892 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps236\">1) Awarded 1Q 2026.</span></div><div class=\"ps755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Revenue by segment</span></div><div class=\"ps630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The following table shows the revenue from customer contracts by segment. Revenue by country is shown in </span></div><div class=\"ps631 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">note </span><span class=\"f charStyle-15433314 ps3392\">4</span><span class=\"f charStyle-15433314 ps6896\"> Segments.</span></div><div class=\"ps3832 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:292.5pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps4 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps6834 ss513\"><div><div class=\"ps6897 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps4954 ss513\"><div><div class=\"ps6897 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6200 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Renewables and Field Development<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6899 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.87pt\"></span></span><span class=\"ps6898\">46,055</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6901 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.93pt\"></span></span><span class=\"ps6900\">38,011</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5878 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Life Cycle<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6903 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.4pt\"></span></span><span class=\"ps6902\">14,979</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6904 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.93pt\"></span></span><span class=\"ps6900\">13,188</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4849 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6906 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.05pt\"></span></span><span class=\"ps6905\">1,168</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6908 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,002</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1464 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-2dae0141 ps1\">Total revenue from customer contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6910 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.21pt\"></span></span><span class=\"ps6909\">62,202</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6911 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.21pt\"></span></span><span class=\"ps6909\">52,202</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6912 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Timing of Revenue</span></div><div class=\"ps6913 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The satisfaction of performance obligations in customer contracts vary from a few months to as long as five </span></div><div class=\"ps6920 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">years. The order backlog as of </span><span class=\"f charStyle-15433314 ps6914\">December\u00a031, 2025</span><span class=\"f charStyle-15433314 ps6915\"> was NOK </span><span class=\"f charStyle-15433314 ps6916\">64.8</span><span class=\"f charStyle-15433314 ps6917\"> billion, compared to NOK </span><span class=\"f charStyle-15433314 ps6918\">60.9</span><span class=\"f charStyle-15433314 ps6919\"> billion the </span></div><div class=\"ps6921 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">year before. The table below shows the expected timing of future revenue for ongoing and not yet started </span></div><div class=\"ps6922 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">performance obligations at year-end.</span></div><div class=\"ps6963 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:237.75pt\"></td><td style=\"padding:0;width:35.25pt\"></td><td style=\"padding:0;width:35.25pt\"></td><td style=\"padding:0;width:35.25pt\"></td><td style=\"padding:0;width:39.75pt\"></td><td style=\"padding:0;width:39.75pt\"></td></tr><tr style=\"height:36.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss693\"><div><div class=\"ps6923 ss692\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK billion<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6925 ss695\"><div><div class=\"ps6924 ss694\"><span class=\"f charStyle-99bfcfa0 ps5564\">2026<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6927 ss695\"><div><div class=\"ps6924 ss694\"><span class=\"f charStyle-99bfcfa0 ps6926\">2027<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6929 ss695\"><div><div class=\"ps6924 ss694\"><span class=\"f charStyle-99bfcfa0 ps6928\">2028<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6935 ss696\"><div><div class=\"ps6931 ss309\"><span class=\"f charStyle-99bfcfa0 ps6930\">2029 <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss309\"><span class=\"f charStyle-99bfcfa0 ps6932\">and </span></div><div class=\"ps6924 ss309\"><span class=\"f charStyle-99bfcfa0 ps6934\">later</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6937 ss696\"><div><div class=\"ps4620 ss309\"><span class=\"f charStyle-99bfcfa0 ps6936\">Total<span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss309\"><span class=\"f charStyle-99bfcfa0 ps5099\">backlog<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss697\"><div><div class=\"ps424 ss692\"><span class=\"f charStyle-cb0bd68b ps1\">Backlog phasing of ongoing performance obligations<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6939 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.78pt\"></span></span><span class=\"ps3683\">39.1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6940 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.78pt\"></span></span><span class=\"ps3683\">13.6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6942 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.37pt\"></span></span><span class=\"ps6941\">8.2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6944 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.4pt\"></span></span><span class=\"ps6943\">1.7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6946 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.26pt\"></span></span><span class=\"ps6945\">62.6</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6947 ss697\"><div><div class=\"ps424 ss692\"><span class=\"f charStyle-cb0bd68b ps1\">Backlog phasing of performance obligations not yet started<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6948 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.37pt\"></span></span><span class=\"ps6941\">0.3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6949 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.37pt\"></span></span><span class=\"ps6941\">0.9</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6950 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.43pt\"></span></span><span class=\"ps5126\">1.1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6952 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.87pt\"></span></span><span class=\"ps6951\">0.0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6954 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.54pt\"></span></span><span class=\"ps6953\">2.3</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6297 ss697\"><div><div class=\"ps424 ss692\"><span class=\"f charStyle-2dae0141 ps1\">Total backlog<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6955 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.76pt\"></span></span><span class=\"ps5090\">39.3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6957 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.38pt\"></span></span><span class=\"ps6956\">14.5</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6959 ss698\"><div><div class=\"ps424 ss694\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.04pt\"></span></span><span class=\"ps6958\">9.3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6961 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.16pt\"></span></span><span class=\"ps6960\">1.7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6962 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.26pt\"></span></span><span class=\"ps6945\">64.8</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6964 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">There has not been recognized any material revenue for performance obligations satisfied in prior years. </span></div><div class=\"ps6965 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">3</span><span class=\"f charStyle-15433314 ps6886\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">3</span><span class=\"f charStyle-15433314 ps6828\"> Revenue cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Contract Balances</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The company has recognized the following assets and liabilities related to contracts with customers:</span></div><div class=\"ps6985 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:252pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss701\"><div><div class=\"ps6966 ss700\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6968 ss702\"><div><div class=\"ps1727 ss177\"><span class=\"f charStyle-99bfcfa0 ps6967\">Note<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6971 ss702\"><div><div class=\"ps1729 ss177\"><span class=\"f charStyle-99bfcfa0 ps6969\">December <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss177\"><span class=\"f charStyle-99bfcfa0 ps6970\">31, 2025</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps4336 ss702\"><div><div class=\"ps6318 ss177\"><span class=\"f charStyle-99bfcfa0 ps6969\">December <span class=\"f ps2\"> </span></span></div><div class=\"ps6319 ss177\"><span class=\"f charStyle-99bfcfa0 ps6972\">31, 2024</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2274 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Trade receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6974 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-83fc4ffa ps6973\">13<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6976 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.27pt\"></span></span><span class=\"ps6975\">7,719</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6978 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.74pt\"></span></span><span class=\"ps6977\">6,208</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3078 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Customer contract assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6979 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-83fc4ffa ps6973\">13<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6980 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.74pt\"></span></span><span class=\"ps6977\">4,743</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6981 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.27pt\"></span></span><span class=\"ps6975\">4,721</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps21 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Customer contract liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6983 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.7pt\"></span></span><span class=\"ps6982\">-5,943</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6984 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.7pt\"></span></span><span class=\"ps6982\">-4,428</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6986 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Customer contract assets relate to consideration for work completed, but not yet invoiced at the reporting </span></div><div class=\"ps6987 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">date. The contract assets are transferred to trade receivables when the right to payment become </span></div><div class=\"ps6988 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">unconditional and invoices are issued to the customers. Customer contract liabilities relate to advances from </span></div><div class=\"ps6989 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">customers for work not yet performed.</span></div><div class=\"ps6990 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The change in contract assets and liabilities relates to the natural progression of the project portfolio, as well </span></div><div class=\"ps6993 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">as the current project mix. Of the amount of NOK </span><span class=\"f charStyle-15433314 ps6991\">-4,428</span><span class=\"f charStyle-15433314 ps6992\"> million recognized in contract liabilities at the end </span></div><div class=\"ps6998 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of prior year, NOK </span><span class=\"f charStyle-15433314 ps6994\">4,289</span><span class=\"f charStyle-15433314 ps6995\"> million has been recognized as revenue in </span><span class=\"f charStyle-15433314 ps6996\">2025</span><span class=\"f charStyle-15433314 ps6997\">.</span></div><div class=\"ps7003 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The bad debt provision included in trade receivables at </span><span class=\"f charStyle-15433314 ps6999\">December\u00a031, 2025</span><span class=\"f charStyle-15433314 ps7000\"> was NOK </span><span class=\"f charStyle-15433314 ps7001\">17</span><span class=\"f charStyle-15433314 ps7002\"> million, compared to </span></div><div class=\"ps7004 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">NOK </span><span class=\"f charStyle-15433314 ps325\">161</span><span class=\"f charStyle-15433314 ps3610\"> million the year before. No impairment has been recognized on customer contract assets.</span></div><div class=\"ps755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Net Income Equity Accounted Investees</span></div><div class=\"ps630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company has recognized the share of net income from investments accounted as equity accounted </span></div><div class=\"ps631 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">investees. As the activities of the investees are closely related to Aker Solutions operating activities, the </span></div><div class=\"ps632 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">share of net income is reported as part of revenue and other income.</span></div><div class=\"ps7020 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:252pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss704\"><div><div class=\"ps8 ss700\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6968 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps6967\">Note<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6971 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps7006\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4336 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps7007\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Share of net income SLB OneSubsea<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7009 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.26pt\"></span></span><span class=\"ps7008\">749</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7010 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.26pt\"></span></span><span class=\"ps7008\">789</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Share of net income other equity accounted investees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7013 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.5pt\"></span></span><span class=\"ps7012\">7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7015 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.03pt\"></span></span><span class=\"ps7014\">1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1461 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-2dae0141 ps1\">Profit from equity accounted investees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7016 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-83fc4ffa ps6317\">26<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7018 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.78pt\"></span></span><span class=\"ps7017\">757</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7019 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.78pt\"></span></span><span class=\"ps7017\">790</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7021 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Other Income</span></div><div class=\"ps7022 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Other income includes revenue that is not derived from regular customer contracts such as leasing revenue.<span class=\"f ps2\"> </span></span></div><div class=\"ps7026 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:252pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss704\"><div><div class=\"ps8 ss700\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6968 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps6967\">Note<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6971 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps7006\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4336 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps7007\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Revenue from operating leases<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7023 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-83fc4ffa ps6973\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7009 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.79pt\"></span></span><span class=\"ps7024\">221</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7010 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.79pt\"></span></span><span class=\"ps7024\">172</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Other <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7013 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.38pt\"></span></span><span class=\"ps7025\">22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7015 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.38pt\"></span></span><span class=\"ps7025\">37</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1461 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-2dae0141 ps1\">Total other income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7018 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.78pt\"></span></span><span class=\"ps7017\">243</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7019 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.78pt\"></span></span><span class=\"ps7017\">209</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7029 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_373\" style=\"z-index:1\">See note 4</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about revenue per segment and per country</span></div><div class=\"ps7031 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_403\" style=\"z-index:1\">See note 13</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about trade and other receivables</span></div><div class=\"ps7032 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about leasing revenue</span></div><div class=\"ps7034 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_427\" style=\"z-index:1\">See note 20</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about trade and other payables</span></div><div class=\"ps7035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">See note 26</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about equity accounted investees</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfRevenueFromContractsWithCustomersExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-343": {
   "value": "<div class=\"ps6755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Customer contracts are assessed using the five-</span></div><div class=\"ps6681 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">step model. Only approved customer contracts </span></div><div class=\"ps6682 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">with a firm commitment are basis for revenue </span></div><div class=\"ps6683 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">recognition. Variation orders are included when </span></div><div class=\"ps6684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">they have been approved, either verbally, in </span></div><div class=\"ps6685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">writing or implied by customary business practice. </span></div><div class=\"ps6686 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The deliveries in the contracts are reviewed to </span></div><div class=\"ps6687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">identify distinct performance obligations. For the </span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">vast majority of the identified performance </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">obligations, control has been assessed to be </span></div><div class=\"ps6690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">transferred to the customer over time as the </span></div><div class=\"ps6691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">performance obligation is satisfied. Revenue is </span></div><div class=\"ps6692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">recognized over time using a cost based progress </span></div><div class=\"ps6756 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">method, or as time and materials are delivered to </span></div><div class=\"ps6757 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the customer. The cost progress method is </span></div><div class=\"ps6758 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">commonly used on reimbursable - and lump sum </span></div><div class=\"ps6759 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contracts when scope of work is firm. The time and </span></div><div class=\"ps6760 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">materials method is more commonly used for </span></div><div class=\"ps6761 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reimbursable contracts with less firm scope. These </span></div><div class=\"ps6762 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">methods are used to best reflect the pattern of </span></div><div class=\"ps6671 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">transfer of control of goods and services to the </span></div><div class=\"ps6672 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">customer.</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">Variable considerations, such as incentive </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">payments, are included in revenue when they are </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">highly probable. Expected liquidated damages </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">(LDs) are recognized as a reduction of revenue </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">unless it is highly probable that LDs will not be </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">incurred. The transaction price of performance </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps655\">obligations is adjusted for </span><span class=\"f charStyle-58bfcdf3 ps6763\">significant financing </span></div><div class=\"ps5347 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">components to reflect the time value of money. Profit </span></div><div class=\"ps5348 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">is not recognized until the outcome of the </span></div><div class=\"ps6754 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">performance obligations can be measured reliably, </span></div><div class=\"ps6764 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">usually at 20 percent progress. The full loss is </span></div><div class=\"ps6765 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">recognized immediately when identified on loss-<span class=\"f ps2\"> </span></span></div><div class=\"ps6766 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">making contracts. The loss is determined based on </span></div><div class=\"ps6767 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">revenue less direct cost (i.e. labor, subcontractor and </span></div><div class=\"ps6768 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">material cost) and an allocation of overhead that </span></div><div class=\"ps6769 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">relate directly to the contract or activities required to </span></div><div class=\"ps1617 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">fulfil the contract. Customer financed assets required </span></div><div class=\"ps1618 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps655\">to execute the projects are presented gross in the </span></div>financial statements.",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForRecognitionOfRevenue",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-344": {
   "value": "<div class=\"ps7021 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Other Income</span></div><div class=\"ps7022 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Other income includes revenue that is not derived from regular customer contracts such as leasing revenue.<span class=\"f ps2\"> </span></span></div><div class=\"ps7026 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:252pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td><td style=\"padding:0;width:57pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss704\"><div><div class=\"ps8 ss700\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6968 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps6967\">Note<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6971 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps7006\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4336 ss705\"><div><div class=\"ps2498 ss177\"><span class=\"f charStyle-99bfcfa0 ps7007\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Revenue from operating leases<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7023 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-83fc4ffa ps6973\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7009 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.79pt\"></span></span><span class=\"ps7024\">221</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7010 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.79pt\"></span></span><span class=\"ps7024\">172</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-cb0bd68b ps1\">Other <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7013 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.38pt\"></span></span><span class=\"ps7025\">22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7015 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.38pt\"></span></span><span class=\"ps7025\">37</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1461 ss703\"><div><div class=\"ps424 ss700\"><span class=\"f charStyle-2dae0141 ps1\">Total other income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7018 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.78pt\"></span></span><span class=\"ps7017\">243</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7019 ss348\"><div><div class=\"ps424 ss177\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.78pt\"></span></span><span class=\"ps7017\">209</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7029 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_373\" style=\"z-index:1\">See note 4</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about revenue per segment and per country</span></div><div class=\"ps7031 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_403\" style=\"z-index:1\">See note 13</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about trade and other receivables</span></div><div class=\"ps7032 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about leasing revenue</span></div><div class=\"ps7034 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_427\" style=\"z-index:1\">See note 20</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about trade and other payables</span></div><div class=\"ps7035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">See note 26</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about equity accounted investees</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfRevenueExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-345": {
   "value": "<span class=\"f charStyle-58d2db5a ps7038\">Segments</span><div class=\"ps7039 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions is a global provider of equipment, systems and services to the renewable and oil and gas energy sector. Aker Solutions has two reporting segments. </span></div><div class=\"ps7040 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Renewables and Field Development</span></div><div class=\"ps7041 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The Renewables and Field Development segment designs and delivers integrated solutions for oil and gas </span></div><div class=\"ps7042 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">platforms, onshore facilities, offshore wind developments and carbon capture and storage facilities. The </span></div><div class=\"ps7043 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">objective of the segment is to add value by improving efficiency and reducing carbon footprint in oil and gas </span></div><div class=\"ps7044 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">deliveries. Furthermore accelerating the transition to renewables and become a key supplier to renewables </span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and carbon capture solutions by building execution and collaboration through a digital value chain.</span></div><div class=\"ps7045 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The Renewables and Field Development reporting segment includes two operating segments in Aker </span></div><div class=\"ps7046 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Solutions that are organized separately and provide individual management reporting to the CEO. The </span></div><div class=\"ps1273 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">following two operating segments are included: (1) New Build and (2) New Energies. The operating segments </span></div><div class=\"ps7047 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">have been aggregated in the external reporting as they share resources and production capacity, and </span></div><div class=\"ps7048 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">engineering is often an integrated scope of the customer contracts in both operating segments. The </span></div><div class=\"ps7049 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">operating segments have similar commercial risks, they operate in the same economic climate and markets, </span></div><div class=\"ps2056 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and have similar customers. They also have similar operational characteristics and use the same type of KPI's </span></div><div class=\"ps7050 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">to monitor the business.</span></div><div class=\"ps7040 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Life Cycle</span></div><div class=\"ps7041 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The Life Cycle segment provides optimized field life solutions driven by decarbonization and environmentally </span></div><div class=\"ps7052 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">sound offerings both for offshore and onshore facilities. The segment provides a full-range offering of </span></div><div class=\"ps7053 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">maintenance and modification services including electrification projects, digitally enabled asset integrity </span></div><div class=\"ps7054 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">services, hook-up and installation services as well as late-life and decommissioning activities. The segment </span></div><div class=\"ps7055 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">has a global presence across regions with main execution in Norway, UK, Canada, Brunei and Angola. <span class=\"f ps2\"> </span></span></div><div class=\"ps7056 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Other</span></div><div class=\"ps2073 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">The Other segment includes unallocated corporate costs, Aker Solutions Hydropower, Benestad businesses and </span></div><div class=\"ps2074 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">the group effect of hedges not qualifying for hedge accounting. The Other segment also includes impairments of </span></div><div class=\"ps2075 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">right-of-use lease assets for certain leases, as certain lease decisions are taken by the corporate center. The </span></div><div class=\"ps2076 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">number of employees in corporate functions and finance support functions are reported in the Other segment </span></div><div class=\"ps1822 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">while the related cost is allocated to the segments.</span></div><div class=\"ps1711 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">4</span><span class=\"f charStyle-15433314 ps6886\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">4</span><span class=\"f charStyle-15433314 ps6828\"> Segments cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Segment Performance </span><span class=\"f charStyle-7b781339 ps7058\">2025</span></div><div class=\"ps7295 ss13\"><div class=\"ss714 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273.75pt\"></td><td style=\"padding:0;width:54.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss706\"><div><div class=\"ps6966 ss354\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps3231 ss224\"><div><div class=\"ps1727 ss90\"><span class=\"f charStyle-99bfcfa0 ps5925\">Notes<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7062 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps7060\">Renewables and <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7061\">Field Development</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6 ss708\"><div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7063\">Life Cycle<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps5869 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps3505\">Total reporting <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7064\">segments</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7066 ss708\"><div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7065\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7069 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps7067\">Intra-group <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7068\">eliminations</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7071 ss708\"><div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7070\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Income statement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1033 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Revenue from customer contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7074 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7073\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">3</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7076 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">46,055</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7078 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">14,979</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7080 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">61,034</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7082 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:67.55pt\"></span></span><span class=\"ps7081\">1,168</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7084 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7086 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">62,202</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6361 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Net profit equity accounted investees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7088 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7087\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">26</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7089 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7090 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7092 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7094 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">756</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7095 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7097 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">757</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3087 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Other income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7099 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.21pt\"></span></span><span class=\"ps7098\">-3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7100 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7102 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.05pt\"></span></span><span class=\"ps7101\">-3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7103 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">246</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7104 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7105 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">243</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7106 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">External revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7107 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">46,052</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7108 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">14,979</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7109 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">61,032</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7111 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">2,170</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7112 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7113 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">63,202</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps569 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Inter-segment revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7115 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">53</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7116 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">28</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7118 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:76.81pt\"></span></span><span class=\"ps7117\">80</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7120 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:78.66pt\"></span></span><span class=\"ps7119\">12</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7122 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-92</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7123 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps1470 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Total revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7124 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">46,105</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7125 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">15,007</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7127 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.57pt\"></span></span><span class=\"ps7126\">61,112</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7129 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">2,182</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7131 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.77pt\"></span></span><span class=\"ps7130\">-92</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7132 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">63,202</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps2280 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-ac370e2b ps1\">Material, goods and services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7134 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.39pt\"></span></span><span class=\"ps7133\">-31,271</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7136 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.98pt\"></span></span><span class=\"ps7135\">-8,418</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7138 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.67pt\"></span></span><span class=\"ps7137\">-39,689</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7140 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-339</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7141 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">92</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7142 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.67pt\"></span></span><span class=\"ps7137\">-39,936</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6308 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Personnel and other operating expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7143 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.39pt\"></span></span><span class=\"ps7133\">-11,320</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7144 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.98pt\"></span></span><span class=\"ps7135\">-5,518</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7146 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.29pt\"></span></span><span class=\"ps7145\">-16,838</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7148 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.51pt\"></span></span><span class=\"ps7147\">-1,401</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7149 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7150 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.29pt\"></span></span><span class=\"ps7145\">-18,239</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps3809 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Operating income before depreciation, amortization and impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7151 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">3,514</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7153 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:67.23pt\"></span></span><span class=\"ps7152\">1,071</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7155 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">4,585</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7156 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">442</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7157 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7158 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">5,027</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5837 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation and amortization<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7163 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps3230\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span><span class=\"f charStyle-83fc4ffa ps7159\">, </span><span class=\"f charStyle-83fc4ffa ps7160\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span><span class=\"f charStyle-83fc4ffa ps7161\">, </span><span class=\"f charStyle-83fc4ffa ps7162\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7164 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.98pt\"></span></span><span class=\"ps7135\">-1,065</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7166 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:70.5pt\"></span></span><span class=\"ps7165\">-140</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7168 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.57pt\"></span></span><span class=\"ps7167\">-1,205</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7169 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-247</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7170 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7171 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.57pt\"></span></span><span class=\"ps7167\">-1,452</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2285 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7177 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7172\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span><span class=\"f charStyle-83fc4ffa ps5606\">, </span><span class=\"f charStyle-83fc4ffa ps7173\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span><span class=\"f charStyle-83fc4ffa ps7174\">, </span><span class=\"f charStyle-83fc4ffa ps6208\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">12</a></span><span class=\"f charStyle-83fc4ffa ps7175\">, </span><span class=\"f charStyle-83fc4ffa ps7176\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7178 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.21pt\"></span></span><span class=\"ps7098\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7179 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7180 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.05pt\"></span></span><span class=\"ps7101\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7181 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.21pt\"></span></span><span class=\"ps7098\">-8</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7182 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7184 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.39pt\"></span></span><span class=\"ps7183\">-10</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7185 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Operating income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7186 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">2,447</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7188 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.15pt\"></span></span><span class=\"ps7187\">931</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7189 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,378</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7190 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.15pt\"></span></span><span class=\"ps7187\">187</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7191 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7192 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,565</span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps276 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Assets and Liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1441 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7194 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7193\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7196 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,060</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7197 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">44</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7198 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">3,104</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7199 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">522</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7200 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7201 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,626</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6008 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Intangible assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7202 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7160\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7203 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,626</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7204 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,325</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7205 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">2,951</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7206 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">486</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7207 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7208 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,438</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2130 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Right-of-use assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7209 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7193\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7211 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.54pt\"></span></span><span class=\"ps7210\">491</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7212 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">47</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7213 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">538</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7214 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,503</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7215 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7216 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">2,041</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1556 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Current operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7217 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">10,960</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7218 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,322</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7220 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">14,281</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7221 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,486</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7223 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.62pt\"></span></span><span class=\"ps7222\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7224 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">15,754</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps4020 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7225 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">16,136</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7226 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">4,739</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7227 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">20,875</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7228 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,997</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7229 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.39pt\"></span></span><span class=\"ps7183\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7230 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">24,859</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps2969 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Current operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7231 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">10,960</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7232 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,322</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7233 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">14,281</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7234 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,486</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7235 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.62pt\"></span></span><span class=\"ps7222\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7236 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">15,754</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2266 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Current operating liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7237 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">16,003</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7238 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">3,142</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7239 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">19,145</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7240 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">3,125</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7241 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.62pt\"></span></span><span class=\"ps7222\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7242 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">22,257</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7243 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Net current operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7245 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-5,043</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7246 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.15pt\"></span></span><span class=\"ps7187\">180</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7247 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-4,864</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7248 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.57pt\"></span></span><span class=\"ps7167\">-1,639</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7249 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7250 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-6,503</span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #b6b6b6;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7251 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Cash flow<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6117 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Cash flow from operating activities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7252 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">2,284</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7253 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:67.55pt\"></span></span><span class=\"ps7081\">1,189</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7254 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,473</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7255 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-859</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7256 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7257 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">2,614</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3185 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7258 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7193\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7259 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-297</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7260 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-22</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7262 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:70.11pt\"></span></span><span class=\"ps7261\">-319</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7264 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.03pt\"></span></span><span class=\"ps7263\">-114</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7265 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7267 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.49pt\"></span></span><span class=\"ps7266\">-433</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5466 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Capitalized development<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7268 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7160\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7269 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7270 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-26</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7271 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.77pt\"></span></span><span class=\"ps7130\">-47</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7272 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.62pt\"></span></span><span class=\"ps7222\">-17</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7273 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7274 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.77pt\"></span></span><span class=\"ps7130\">-65</span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps5862 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Other key figures<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6276 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Order intake <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7275 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">48,966</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7276 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">15,756</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7277 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">64,722</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7278 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,752</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7279 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-39</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7280 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">66,435</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1518 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Order backlog <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7281 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">40,146</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7282 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">23,009</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7283 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">63,154</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7284 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,755</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7285 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-95</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7286 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">64,815</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7287 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Own employees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7288 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">6,472</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7290 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:69.08pt\"></span></span><span class=\"ps7289\">4,111</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7291 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">10,583</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7292 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,235</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7293 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7294 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.57pt\"></span></span><span class=\"ps7126\">11,818</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7296 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">4</span><span class=\"f charStyle-15433314 ps6828\"> continues on next page</span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">4</span><span class=\"f charStyle-15433314 ps6828\"> Segments cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Segment Performance </span><span class=\"f charStyle-7b781339 ps7058\">2024</span></div><div class=\"ps7295 ss13\"><div class=\"ss714 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273.75pt\"></td><td style=\"padding:0;width:54.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss706\"><div><div class=\"ps6966 ss354\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps3231 ss224\"><div><div class=\"ps1727 ss90\"><span class=\"f charStyle-99bfcfa0 ps5925\">Notes<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7062 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps7060\">Renewables and <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7061\">Field Development</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6 ss708\"><div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7063\">Life Cycle<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps5869 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps3505\">Total reporting <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7064\">segments</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7066 ss708\"><div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7065\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7069 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps7067\">Intra-group <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7068\">eliminations</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7071 ss708\"><div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps7070\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Income statement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5978 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Revenue from customer contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7297 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7073\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">3</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7299 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.43pt\"></span></span><span class=\"ps7298\">38,011</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7300 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.43pt\"></span></span><span class=\"ps7298\">13,188</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7301 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">51,199</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7302 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,002</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7303 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7304 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">52,202</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3034 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Net profit equity accounted investees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7305 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7087\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">26</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7306 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7307 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7308 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7309 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">790</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7310 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7311 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">790</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps21 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Other income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7312 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:78.66pt\"></span></span><span class=\"ps7119\">21</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps23 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7313 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:76.81pt\"></span></span><span class=\"ps7117\">29</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7314 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.54pt\"></span></span><span class=\"ps7210\">180</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7315 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7316 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">209</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps444 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">External revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7317 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">38,032</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7318 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.43pt\"></span></span><span class=\"ps7298\">13,196</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7319 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">51,228</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7320 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,972</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7321 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7322 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">53,201</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7323 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Inter-segment revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7324 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">58</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7325 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">52</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7327 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.77pt\"></span></span><span class=\"ps7326\">110</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7328 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7329 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.03pt\"></span></span><span class=\"ps7263\">-113</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7330 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5761 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Total revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7331 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">38,090</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7332 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">13,249</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7333 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">51,339</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7334 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">1,975</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7336 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.73pt\"></span></span><span class=\"ps7335\">-113</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7337 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">53,201</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1473 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-ac370e2b ps1\">Material, goods and services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7339 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.86pt\"></span></span><span class=\"ps7338\">-25,841</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7341 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.45pt\"></span></span><span class=\"ps7340\">-6,660</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7342 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.29pt\"></span></span><span class=\"ps7145\">-32,501</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7343 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.62pt\"></span></span><span class=\"ps7222\">-71</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #818b91;padding:0\"><div class=\"ps7345 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.07pt\"></span></span><span class=\"ps7344\">113</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7346 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.67pt\"></span></span><span class=\"ps7137\">-32,459</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6065 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Personnel and other operating expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7347 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.98pt\"></span></span><span class=\"ps7135\">-9,152</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7348 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.45pt\"></span></span><span class=\"ps7340\">-5,669</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7349 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.29pt\"></span></span><span class=\"ps7145\">-14,822</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7350 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.98pt\"></span></span><span class=\"ps7135\">-1,352</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7351 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7353 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.91pt\"></span></span><span class=\"ps7352\">-16,173</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps2210 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Operating income before depreciation, amortization and impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7354 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,097</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7355 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">920</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7356 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">4,016</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7357 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">552</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7358 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7359 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">4,568</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5520 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation and amortization<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7360 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps3230\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span><span class=\"f charStyle-83fc4ffa ps7159\">, </span><span class=\"f charStyle-83fc4ffa ps7160\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span><span class=\"f charStyle-83fc4ffa ps7161\">, </span><span class=\"f charStyle-83fc4ffa ps7162\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7361 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-782</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7362 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:70.5pt\"></span></span><span class=\"ps7165\">-137</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7363 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.49pt\"></span></span><span class=\"ps7266\">-920</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7364 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-239</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7365 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7366 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.19pt\"></span></span><span class=\"ps3844\">-1,158</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7367 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7368 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7172\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span><span class=\"f charStyle-83fc4ffa ps5606\">, </span><span class=\"f charStyle-83fc4ffa ps7173\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span><span class=\"f charStyle-83fc4ffa ps7174\">, </span><span class=\"f charStyle-83fc4ffa ps6208\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">12</a></span><span class=\"f charStyle-83fc4ffa ps7175\">, </span><span class=\"f charStyle-83fc4ffa ps7176\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7369 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.21pt\"></span></span><span class=\"ps7098\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7370 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7371 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:79.05pt\"></span></span><span class=\"ps7101\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7372 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-20</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7373 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7374 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.77pt\"></span></span><span class=\"ps7130\">-22</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1435 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Operating income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7375 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">2,312</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7376 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">782</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7377 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,095</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7378 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">293</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7379 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7380 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,388</span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7381 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Assets and Liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5936 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7382 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7193\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7383 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">3,515</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7384 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">46</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7385 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">3,561</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7386 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">492</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7387 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7388 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">4,053</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1443 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Intangible assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7389 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7160\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7390 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,623</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7391 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,304</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7392 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">2,927</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7393 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">560</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7394 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7395 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,487</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3151 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Right-of-use assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7396 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7193\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7397 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">465</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7398 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.13pt\"></span></span><span class=\"ps7114\">58</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7399 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">523</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7400 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,284</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7401 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7402 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">1,807</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7403 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Current operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7404 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">7,794</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7405 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,496</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7406 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">11,289</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7407 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:67.55pt\"></span></span><span class=\"ps7081\">1,318</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7408 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7409 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">12,572</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1559 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7410 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">13,396</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7411 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">4,904</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7412 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">18,301</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7413 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">3,654</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7414 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.77pt\"></span></span><span class=\"ps7130\">-36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7415 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">21,919</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps4025 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Current operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7416 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">7,794</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7417 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,496</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7418 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">11,289</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7419 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:67.55pt\"></span></span><span class=\"ps7081\">1,318</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7420 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7421 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">12,572</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7422 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Current operating liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7423 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.9pt\"></span></span><span class=\"ps7077\">13,829</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7424 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,054</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7425 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">16,883</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7426 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,574</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7427 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7428 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">20,421</span></span></div></div></div></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps4814 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Net current operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7429 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-6,035</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7430 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:71.53pt\"></span></span><span class=\"ps7096\">442</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7431 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-5,593</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7432 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-2,255</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7433 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.09pt\"></span></span><span class=\"ps7091\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #b6b6b6;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #b6b6b6;padding:0\"><div class=\"ps7434 ss713\"><div><div class=\"ps5977 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.95pt\"></span></span><span class=\"ps7244\">-7,848</span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #b6b6b6;padding:0\"></td></tr><tr style=\"height:11.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps75 ss712\"><div><div class=\"ps5977 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Cash flow<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7435 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Cash flow from operating activities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7436 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,052</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7437 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">739</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7438 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">3,791</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7439 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.97pt\"></span></span><span class=\"ps7139\">-684</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7440 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7441 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.61pt\"></span></span><span class=\"ps7128\">3,107</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7442 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7443 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7193\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">10</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7444 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.98pt\"></span></span><span class=\"ps7135\">-1,287</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7445 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-22</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7446 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.57pt\"></span></span><span class=\"ps7167\">-1,309</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7447 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-87</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7448 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7449 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.57pt\"></span></span><span class=\"ps7167\">-1,396</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2231 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Capitalized development<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7450 ss710\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss90\"><span class=\"f charStyle-83fc4ffa ps7160\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">11</a></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7451 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7452 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7453 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.77pt\"></span></span><span class=\"ps7130\">-22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7454 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-29</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7455 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7456 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.39pt\"></span></span><span class=\"ps7183\">-51</span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7457 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-2dae0141 ps1\">Other key figures<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7458 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Order intake <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7459 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.43pt\"></span></span><span class=\"ps7298\">24,011</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7460 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.43pt\"></span></span><span class=\"ps7298\">14,951</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7461 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">38,962</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7462 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,288</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7463 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:70.5pt\"></span></span><span class=\"ps7165\">-165</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7464 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">40,085</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7465 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Order backlog <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7466 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">37,508</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7467 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">22,454</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7468 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">59,961</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7469 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:72.01pt\"></span></span><span class=\"ps7093\">988</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7470 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.09pt\"></span></span><span class=\"ps7121\">-65</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7471 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.71pt\"></span></span><span class=\"ps7085\">60,885</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7472 ss709\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss354\"><span class=\"f charStyle-cb0bd68b ps1\">Own employees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7473 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">6,449</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7474 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">4,134</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7475 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.33pt\"></span></span><span class=\"ps7079\">10,583</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7476 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:67.55pt\"></span></span><span class=\"ps7081\">1,194</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7477 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7478 ss711\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.95pt\"></span></span><span class=\"ps7219\">11,777</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7479 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">4</span><span class=\"f charStyle-15433314 ps6828\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">4</span><span class=\"f charStyle-15433314 ps6828\"> Segments cont.</span></div><div class=\"ps7480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Reconciliation of Information on Reporting Segments to IFRS Measures</span></div><div class=\"ps7542 ss13\"><div class=\"ss721 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:192.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss716\"><div><div class=\"ps474 ss715\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7483 ss718\"><div><div class=\"ps419 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7485 ss718\"><div><div class=\"ps419 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Total operating assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7487 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.62pt\"></span></span><span class=\"ps7486\">24,859</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7489 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">21,919</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1461 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Deferred tax assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7491 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">174</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7493 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">225</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1417 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Lease receivables <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7494 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">206</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7495 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">445</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps569 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Equity accounted investees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7497 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">7,007</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7498 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">7,870</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7499 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Investments in companies<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7501 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">12</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7502 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">16</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7503 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Derivative financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7505 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">33</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7506 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">105</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7507 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Current interest-bearing receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7508 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">73</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7509 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">142</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7510 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Financial investments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7512 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,953</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7513 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">2,197</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1435 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current interest-bearing receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7514 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">200</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7515 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">193</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7516 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Other non-current assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7517 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">122</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7518 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">187</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5936 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Cash and cash equivalents<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7519 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">3,715</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7520 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">2,860</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7521 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Total assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7523 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.58pt\"></span></span><span class=\"ps7522\">38,351</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7524 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.58pt\"></span></span><span class=\"ps7522\">36,157</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7525 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7526 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Total operating liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7527 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.62pt\"></span></span><span class=\"ps7486\">22,257</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7529 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.15pt\"></span></span><span class=\"ps7528\">20,421</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2349 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7530 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">2,520</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7531 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">2,637</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps285 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Pension obligations<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7532 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">842</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7533 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">945</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1506 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Deferred tax liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7534 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">815</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7535 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">304</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1572 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Current lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7536 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">615</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7537 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">708</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6272 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Derivative financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7538 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">56</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7539 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">17</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6187 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Total liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7540 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.58pt\"></span></span><span class=\"ps7522\">27,105</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7541 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.58pt\"></span></span><span class=\"ps7522\">25,031</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7545 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Major Customer</span></div><div class=\"ps7546 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The reporting segments delivered to two major customers; one large Norwegian oil company which </span></div><div class=\"ps1233 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">represented </span><span class=\"f charStyle-15433314 ps7547\">56</span><span class=\"f charStyle-15433314 ps7548\"> percent of total revenue in </span><span class=\"f charStyle-15433314 ps7549\">2025</span><span class=\"f charStyle-15433314 ps7550\"> (</span><span class=\"f charStyle-15433314 ps7551\">2024</span><span class=\"f charStyle-15433314 ps7552\">: </span><span class=\"f charStyle-15433314 ps7553\">43.8</span><span class=\"f charStyle-15433314 ps7554\"> percent) and one large international oil </span></div><div class=\"ps1234 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">company which represented </span><span class=\"f charStyle-15433314 ps7555\">11.2</span><span class=\"f charStyle-15433314 ps7556\"> percent of total revenue in </span><span class=\"f charStyle-15433314 ps7557\">2025</span><span class=\"f charStyle-15433314 ps7558\"> (</span><span class=\"f charStyle-15433314 ps7559\">2024</span><span class=\"f charStyle-15433314 ps7560\">: </span><span class=\"f charStyle-15433314 ps7561\">23</span><span class=\"f charStyle-15433314 ps7562\"> percent). Aker Solutions has </span></div><div class=\"ps1235 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">long-term contracts with these customers.</span></div><div class=\"ps7563 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Geographical Information</span></div><div class=\"ps7564 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">External revenue is presented on the basis of geographical location of the selling company. Non-current </span></div><div class=\"ps5790 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assets and capital expenditures are based on the geographical location of the company owning the assets.</span></div><div class=\"ps7651 ss13\"><div class=\"ss725 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:121.5pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps5014 ss722\"><div><div class=\"ps6318 ss128\"><span class=\"f charStyle-99bfcfa0 ps7566\">Revenue from <span class=\"f ps2\"> </span></span></div><div class=\"ps6319 ss128\"><span class=\"f charStyle-99bfcfa0 ps7567\">customer contracts</span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7569 ss722\"><div><div class=\"ps6318 ss128\"><span class=\"f charStyle-99bfcfa0 ps7568\">Non-current <span class=\"f ps2\"> </span></span></div><div class=\"ps6319 ss128\"><span class=\"f charStyle-99bfcfa0 ps6930\">operating assets</span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7572 ss722\"><div><div class=\"ps6318 ss128\"><span class=\"f charStyle-99bfcfa0 ps7570\">Capital expenditure <span class=\"f ps2\"> </span></span></div><div class=\"ps6319 ss128\"><span class=\"f charStyle-99bfcfa0 ps7571\">PPE</span></div></div></div></td><td style=\"border-right:1pt solid #000000;padding:0\"></td><td style=\"border-left:1pt solid #000000;padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps1732 ss723\"><div><div class=\"ps474 ss572\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7573 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5041\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7574 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5191\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7575 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5041\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7576 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5191\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7577 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5041\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7578 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5191\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7581 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.4pt\"></span></span><span class=\"ps7580\">57,167</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7583 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.87pt\"></span></span><span class=\"ps7582\">47,830</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7584 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.99pt\"></span></span><span class=\"ps6367\">8,258</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7585 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.99pt\"></span></span><span class=\"ps6367\">8,429</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7586 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">415</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7588 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.05pt\"></span></span><span class=\"ps7587\">1,381</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2202 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7589 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.05pt\"></span></span><span class=\"ps7587\">1,561</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7591 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.52pt\"></span></span><span class=\"ps7590\">1,326</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7592 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">53</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7593 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">59</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7594 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7595 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">5</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps25 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7596 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.52pt\"></span></span><span class=\"ps7590\">1,533</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7597 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.52pt\"></span></span><span class=\"ps7590\">1,088</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7598 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4691 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.69pt\"></span></span><span class=\"ps7599\">11</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7600 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7601 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7602 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">Brunei<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7604 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">759</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7605 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">858</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7606 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7607 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7609 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.28pt\"></span></span><span class=\"ps7608\">1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7610 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">2</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6226 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7611 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">769</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7612 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">624</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7613 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">600</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7614 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">590</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7615 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">6</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7616 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3809 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7617 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">79</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7619 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.57pt\"></span></span><span class=\"ps7618\">118</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7620 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">10</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7621 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7622 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7623 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7624 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">Angola<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7625 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">96</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7626 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">169</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7627 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.28pt\"></span></span><span class=\"ps7608\">1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7628 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.28pt\"></span></span><span class=\"ps7608\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7629 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7630 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.28pt\"></span></span><span class=\"ps7608\">1</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1075 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">India<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7631 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">150</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7632 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">108</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7633 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">167</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7634 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">202</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7635 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7636 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">5</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps506 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-cb0bd68b ps1\">Other countries<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7637 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">89</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7638 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">82</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7639 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.69pt\"></span></span><span class=\"ps7599\">11</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7640 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">10</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7641 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7642 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">3</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps512 ss724\"><div><div class=\"ps424 ss572\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7644 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.21pt\"></span></span><span class=\"ps7643\">62,202</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7645 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.21pt\"></span></span><span class=\"ps7643\">52,202</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7647 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.11pt\"></span></span><span class=\"ps7646\">9,105</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7648 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">9,347</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7649 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">433</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7650 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.11pt\"></span></span><span class=\"ps7646\">1,396</span></span></div></div></div></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td><td style=\"padding:0\"></td></tr></tbody></table></div></div></div><div class=\"ps7653 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">See note 3</a></span><span class=\"f charStyle-15433314 ps7028\"> for more information about revenue</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEntitysReportableSegmentsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-346": {
   "value": "<div class=\"ps241 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps236\">Note </span><span class=\"f charStyle-8b50b64d ps6613\">5</span><span class=\"f charStyle-58d2db5a ps7655\"> </span><span class=\"f charStyle-58d2db5a ps7656\">Personnel Expenses</span></div><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Personnel Expenses</span></div><div class=\"ps7666 ss13\"><div class=\"ss721 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:192.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss716\"><div><div class=\"ps8 ss715\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7483 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7485 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Salaries and wages including holiday allowance<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7657 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.15pt\"></span></span><span class=\"ps7528\">10,254</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7658 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">9,616</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Social security contribution<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7487 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,374</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7489 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.8pt\"></span></span><span class=\"ps7659\">1,351</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1461 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Pension cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7491 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">916</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7493 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">867</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1417 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Other employee benefits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7494 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">558</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7495 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">269</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps569 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Personnel expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7497 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.2pt\"></span></span><span class=\"ps7660\">13,102</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7498 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.2pt\"></span></span><span class=\"ps7660\">12,103</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4785 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Total number of employees as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7662 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.21pt\"></span></span><span class=\"ps7661\">11,818</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #949598;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7663 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">11,777</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5605 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-ac370e2b ps1\">Average number of employees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7664 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">11,879</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #929292;border-top:0.25pt dotted #949598;padding:0\"><div class=\"ps7665 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">11,553</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7667 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Employee Share Purchase Program</span></div><div class=\"ps7670 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In </span><span class=\"f charStyle-15433314 ps7668\">2025</span><span class=\"f charStyle-15433314 ps4326\">, </span><span class=\"f charStyle-15433314 ps2896\">2,450</span><span class=\"f charStyle-15433314 ps7669\"> employees participated in the share purchase programs in Aker Solutions. Employees </span></div><div class=\"ps7671 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">received a 25 percent reduction of cost price limited to a total of NOK 7,500. Employees could sign up for </span></div><div class=\"ps7672 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">shares up to a maximum amount of NOK 60,000 and management an additional amount of maximum 20 </span></div><div class=\"ps7673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">percent of annual salary. Employees participating in one of the share purchase programs may, given certain </span></div><div class=\"ps7674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">criteria, be awarded bonus shares. Due to the large extraordinary dividend of NOK 10 billion paid in </span></div><div class=\"ps7675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">December 2024 employees received one bonus share, instead of the original 0.5, for every share purchased </span></div><div class=\"ps7676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">in the programs for 2021 until the extraordinary dividend payment in 2024. Costs related to the bonus shares </span></div><div class=\"ps7679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">are expensed over the vesting period. Aker Solutions expensed a total of NOK </span><span class=\"f charStyle-15433314 ps7677\">17</span><span class=\"f charStyle-15433314 ps7678\"> million excluding social <span class=\"f ps2\"> </span></span></div><div class=\"ps7687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">security contribution in </span><span class=\"f charStyle-15433314 ps7680\">2025</span><span class=\"f charStyle-15433314 ps7681\"> related to share purchase programs (NOK </span><span class=\"f charStyle-15433314 ps7682\">11</span><span class=\"f charStyle-15433314 ps7683\"> million in </span><span class=\"f charStyle-15433314 ps7684\">2024</span><span class=\"f charStyle-15433314 ps7685\">). There were</span><span class=\"f charStyle-15433314 ps7686\"> no </span></div><div class=\"ps7691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">loans to employees or members of the Board of Directors </span><span class=\"f charStyle-15433314 ps7688\">as of December 31, </span><span class=\"f charStyle-15433314 ps7689\">2025</span><span class=\"f charStyle-15433314 ps7690\">, same as in the previous </span></div><div class=\"ps7692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">year.</span></div><div class=\"ps7694 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_421\" style=\"z-index:1\">See note 18</a></span><span class=\"f charStyle-15433314 ps7693\"> for more information about the pension cost and obligations</span></div><div class=\"ps7696 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_460\" style=\"z-index:1\">See note 27</a></span><span class=\"f charStyle-15433314 ps7695\"> for more information about compensation to key management</span></div><div class=\"ps9205 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Defined Benefit Plans</span></div><div class=\"ps9206 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The defined benefit plans at the Norwegian companies in Aker Solutions are split between funded and </span></div><div class=\"ps9207 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">unfunded plans. The plans are organized in Aker Pensjonskasse. Aker Solutions companies in Norway closed </span></div><div class=\"ps9208 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the defined benefit plans in 2008. Employees who were 58 years or older in 2008 are still members of the </span></div><div class=\"ps9209 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">closed defined benefit plan. This is a funded plan and represents the funded pension liability reported in the </span></div><div class=\"ps8398 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">tables below. Aker Solutions also has various unfunded early retirement plans and executive pension plans </span></div><div class=\"ps8399 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">that are partially closed for new members. The estimated premium cost expected to be paid during </span><span class=\"f charStyle-15433314 ps9210\">2026</span><span class=\"f charStyle-15433314 ps9211\"> is </span></div><div class=\"ps9214 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">NOK </span><span class=\"f charStyle-15433314 ps9212\">70</span><span class=\"f charStyle-15433314 ps9213\"> million. The liability is calculated using a projected unit credit method.</span></div><div class=\"ps9215 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">18</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">18</span><span class=\"f charStyle-15433314 ps8195\"> Pension Obligations cont.</span></div><div class=\"ps9216 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Compensation Plans</span></div><div class=\"ps4822 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">All employees in 2008 who had a calculated loss of more than NOK 1,000 per year upon transition to the </span></div><div class=\"ps9217 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">defined contribution plan were offered compensation. The compensation amount will be adjusted annually in </span></div><div class=\"ps9218 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">accordance with the adjustment of the employees' pensionable income, and accrued interest according to </span></div><div class=\"ps9219 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">market interest. If the employee leaves the company voluntarily before the age of 67 years, the accrued </span></div><div class=\"ps9220 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">compensation amount will be paid out. The compensation plan is an unfunded plan, and is included in the </span></div><div class=\"ps9221 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">unfunded pension liability reported in the tables below. The liability is equal to the compensation balance.</span></div><div class=\"ps9222 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Tariff Based Pension Agreement (AFP)</span></div><div class=\"ps9223 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Employees in Norway have a tariff based lifelong retirement arrangement (AFP) organized by the main labor </span></div><div class=\"ps9224 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">unions and the Norwegian state. The pension can be withdrawn from the age of 62. The information required </span></div><div class=\"ps9225 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">to estimate the pension obligation from this defined benefit plan is not available from the plan administrator. </span></div><div class=\"ps9226 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions therefore currently accounts for the plan as if it was a defined contribution plan. The annual </span></div><div class=\"ps9234 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contributions expensed in </span><span class=\"f charStyle-15433314 ps9227\">2025</span><span class=\"f charStyle-15433314 ps9228\"> were NOK </span><span class=\"f charStyle-15433314 ps9229\">187</span><span class=\"f charStyle-15433314 ps9230\"> million, compared to NOK </span><span class=\"f charStyle-15433314 ps9231\">126</span><span class=\"f charStyle-15433314 ps9232\"> million in </span><span class=\"f charStyle-15433314 ps398\">2024</span><span class=\"f charStyle-15433314 ps9233\">. The estimated </span></div><span class=\"f charStyle-15433314 ps236\">contribution expected to be paid in </span><span class=\"f charStyle-15433314 ps9235\">2026</span><span class=\"f charStyle-15433314 ps9236\"> is NOK </span><span class=\"f charStyle-15433314 ps9237\">179</span> million.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInformationAboutEmployeesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-348": {
   "value": "<span class=\"f charStyle-58d2db5a ps7656\">Personnel Expenses</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Personnel Expenses</span></div><div class=\"ps7666 ss13\"><div class=\"ss721 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:192.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss716\"><div><div class=\"ps8 ss715\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7483 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7485 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Salaries and wages including holiday allowance<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7657 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.15pt\"></span></span><span class=\"ps7528\">10,254</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7658 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">9,616</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Social security contribution<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7487 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,374</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7489 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.8pt\"></span></span><span class=\"ps7659\">1,351</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1461 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Pension cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7491 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">916</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7493 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">867</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1417 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Other employee benefits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7494 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">558</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7495 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">269</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps569 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Personnel expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7497 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.2pt\"></span></span><span class=\"ps7660\">13,102</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7498 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.2pt\"></span></span><span class=\"ps7660\">12,103</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4785 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Total number of employees as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7662 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.21pt\"></span></span><span class=\"ps7661\">11,818</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #949598;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7663 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">11,777</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5605 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-ac370e2b ps1\">Average number of employees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7664 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">11,879</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #929292;border-top:0.25pt dotted #949598;padding:0\"><div class=\"ps7665 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">11,553</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7667 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Employee Share Purchase Program</span></div><div class=\"ps7670 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In </span><span class=\"f charStyle-15433314 ps7668\">2025</span><span class=\"f charStyle-15433314 ps4326\">, </span><span class=\"f charStyle-15433314 ps2896\">2,450</span><span class=\"f charStyle-15433314 ps7669\"> employees participated in the share purchase programs in Aker Solutions. Employees </span></div><div class=\"ps7671 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">received a 25 percent reduction of cost price limited to a total of NOK 7,500. Employees could sign up for </span></div><div class=\"ps7672 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">shares up to a maximum amount of NOK 60,000 and management an additional amount of maximum 20 </span></div><div class=\"ps7673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">percent of annual salary. Employees participating in one of the share purchase programs may, given certain </span></div><div class=\"ps7674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">criteria, be awarded bonus shares. Due to the large extraordinary dividend of NOK 10 billion paid in </span></div><div class=\"ps7675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">December 2024 employees received one bonus share, instead of the original 0.5, for every share purchased </span></div><div class=\"ps7676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">in the programs for 2021 until the extraordinary dividend payment in 2024. Costs related to the bonus shares </span></div><div class=\"ps7679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">are expensed over the vesting period. Aker Solutions expensed a total of NOK </span><span class=\"f charStyle-15433314 ps7677\">17</span><span class=\"f charStyle-15433314 ps7678\"> million excluding social <span class=\"f ps2\"> </span></span></div><div class=\"ps7687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">security contribution in </span><span class=\"f charStyle-15433314 ps7680\">2025</span><span class=\"f charStyle-15433314 ps7681\"> related to share purchase programs (NOK </span><span class=\"f charStyle-15433314 ps7682\">11</span><span class=\"f charStyle-15433314 ps7683\"> million in </span><span class=\"f charStyle-15433314 ps7684\">2024</span><span class=\"f charStyle-15433314 ps7685\">). There were</span><span class=\"f charStyle-15433314 ps7686\"> no </span></div><div class=\"ps7691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">loans to employees or members of the Board of Directors </span><span class=\"f charStyle-15433314 ps7688\">as of December 31, </span><span class=\"f charStyle-15433314 ps7689\">2025</span><span class=\"f charStyle-15433314 ps7690\">, same as in the previous </span></div><div class=\"ps7692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">year.</span></div><div class=\"ps7694 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_421\" style=\"z-index:1\">See note 18</a></span><span class=\"f charStyle-15433314 ps7693\"> for more information about the pension cost and obligations</span></div><div class=\"ps7696 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_460\" style=\"z-index:1\">See note 27</a></span><span class=\"f charStyle-15433314 ps7695\"> for more information about compensation to key management</span></div><span class=\"f charStyle-58d2db5a ps9178\">Pension Obligations</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions operates several pension plans around the world. The most common type of plan is the </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">defined contribution plan, where Aker Solutions makes contributions to the employee's individual pension </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">account. Aker Solutions also has a closed defined benefit plan where the impact is gradually reduced. </span></div><div class=\"ps9179 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Pension Plans</span></div><div class=\"ps9180 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Defined Contribution Plans</span></div><div class=\"ps9181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A defined contribution plan is a type of retirement plan where the employer makes contributions on a regular </span></div><div class=\"ps8391 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">basis to the employee\u2019s individual pension account. The benefits received by the employee are based on the </span></div><div class=\"ps8392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">employer contributions and gains or losses from investing the capital. Contributions to defined contribution </span></div><div class=\"ps8393 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">pension plans are recognized as an expense in the income statement as incurred. </span></div><div class=\"ps9182 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Defined Benefit Plans</span></div><div class=\"ps8591 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A defined benefit plan is a type of pension plan where the employer promises an annual pension on </span></div><div class=\"ps8592 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">retirement based on a percentage of the salary upon retirement and the employee's earnings history, years </span></div><div class=\"ps8593 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of service and age. The calculation of defined benefit obligations is performed annually by a qualified actuary </span></div><div class=\"ps8594 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">using the projected unit credit method.</span></div><div class=\"ps3328 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The defined benefit obligation is calculated separately for each plan by discounting the estimated amount of </span></div><div class=\"ps3329 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">future benefit that employees have earned in the current and prior periods and deducting the fair value of </span></div><div class=\"ps3330 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">any plan assets. The change of the defined benefit obligation as a result of the change of assumptions </span></div><div class=\"ps3331 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">(actuarial gains and losses) and the return on plan assets are recognized immediately in other comprehensive </span></div><div class=\"ps9183 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">income. Net interest expense and other expenses related to defined benefit plans are recognized in the </span></div><div class=\"ps9184 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">income statement. When the benefits of a plan are changed, settled or when a plan is curtailed, the change </span></div><div class=\"ps9185 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">relating to past service or the gain or loss on curtailment or settlement is recognized immediately in the </span></div><div class=\"ps9186 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">income statement. </span></div><div class=\"ps6732 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Judgments and Estimates</span></div><div class=\"ps9188 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The present value of the pension obligations depends on a number of factors determined on the basis of <span class=\"f ps2\"> </span></span></div><div class=\"ps9189 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">actuarial assumptions. These assumptions include financial factors such as the discount rate, expected </span></div><div class=\"ps9190 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">salary growth, inflation and return on assets as well as demographic factors concerning mortality, employee </span></div><div class=\"ps5181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">turnover, disability and early retirement. Assumptions about all these factors are based on the situation at the </span></div><div class=\"ps7845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">time the assessment is made. However, it is reasonably certain that such factors will change over long </span></div><div class=\"ps7846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">periods for which pension calculations are made. Any changes in these assumptions will affect the calculated </span></div><div class=\"ps9191 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">pension obligations with immediate recognition in other comprehensive income. </span></div><div class=\"ps9192 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Pension Plans in Norway</span></div><div class=\"ps8392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">The main pension arrangement in Norway is a general pension plan organized by the Norwegian state providing a </span></div><div class=\"ps8393 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">basic pension entitlement to all taxpayers. The additional pension plans which all Norwegian employers are obliged </span></div><div class=\"ps6739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">to provide according to current legislation, represent limited additional pension entitlements. The occupational </span></div><div class=\"ps6740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">plans in Aker Solutions in Norway are described below. </span></div><div class=\"ps9193 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Defined Contribution Plans</span></div><div class=\"ps8593 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">All employees in Norway are offered participation in a defined contribution plan. The annual contributions, </span></div><div class=\"ps8594 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">premium and administration cost expensed for the Norwegian plans in </span><span class=\"f charStyle-15433314 ps9194\">2025</span><span class=\"f charStyle-15433314 ps9195\"> were NOK </span><span class=\"f charStyle-15433314 ps9196\">494</span><span class=\"f charStyle-15433314 ps9197\"> million, </span></div><div class=\"ps8595 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">compared to NOK </span><span class=\"f charStyle-15433314 ps8854\">454</span><span class=\"f charStyle-15433314 ps9198\"> million in </span><span class=\"f charStyle-15433314 ps9199\">2024</span><span class=\"f charStyle-15433314 ps9200\">. The estimated contribution, premium and administration cost </span></div><div class=\"ps8596 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">expected to be paid in </span><span class=\"f charStyle-15433314 ps9201\">2026</span><span class=\"f charStyle-15433314 ps9202\"> is NOK </span><span class=\"f charStyle-15433314 ps9203\">562</span><span class=\"f charStyle-15433314 ps9204\"> million.</span></div><div class=\"ps9205 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Defined Benefit Plans</span></div><div class=\"ps9206 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The defined benefit plans at the Norwegian companies in Aker Solutions are split between funded and </span></div><div class=\"ps9207 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">unfunded plans. The plans are organized in Aker Pensjonskasse. Aker Solutions companies in Norway closed </span></div><div class=\"ps9208 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the defined benefit plans in 2008. Employees who were 58 years or older in 2008 are still members of the </span></div><div class=\"ps9209 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">closed defined benefit plan. This is a funded plan and represents the funded pension liability reported in the </span></div><div class=\"ps8398 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">tables below. Aker Solutions also has various unfunded early retirement plans and executive pension plans </span></div><div class=\"ps8399 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">that are partially closed for new members. The estimated premium cost expected to be paid during </span><span class=\"f charStyle-15433314 ps9210\">2026</span><span class=\"f charStyle-15433314 ps9211\"> is </span></div><div class=\"ps9214 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">NOK </span><span class=\"f charStyle-15433314 ps9212\">70</span><span class=\"f charStyle-15433314 ps9213\"> million. The liability is calculated using a projected unit credit method.</span></div><div class=\"ps9215 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">18</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">18</span><span class=\"f charStyle-15433314 ps8195\"> Pension Obligations cont.</span></div><div class=\"ps9216 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Compensation Plans</span></div><div class=\"ps4822 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">All employees in 2008 who had a calculated loss of more than NOK 1,000 per year upon transition to the </span></div><div class=\"ps9217 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">defined contribution plan were offered compensation. The compensation amount will be adjusted annually in </span></div><div class=\"ps9218 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">accordance with the adjustment of the employees' pensionable income, and accrued interest according to </span></div><div class=\"ps9219 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">market interest. If the employee leaves the company voluntarily before the age of 67 years, the accrued </span></div><div class=\"ps9220 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">compensation amount will be paid out. The compensation plan is an unfunded plan, and is included in the </span></div><div class=\"ps9221 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">unfunded pension liability reported in the tables below. The liability is equal to the compensation balance.</span></div><div class=\"ps9222 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Tariff Based Pension Agreement (AFP)</span></div><div class=\"ps9223 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Employees in Norway have a tariff based lifelong retirement arrangement (AFP) organized by the main labor </span></div><div class=\"ps9224 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">unions and the Norwegian state. The pension can be withdrawn from the age of 62. The information required </span></div><div class=\"ps9225 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">to estimate the pension obligation from this defined benefit plan is not available from the plan administrator. </span></div><div class=\"ps9226 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions therefore currently accounts for the plan as if it was a defined contribution plan. The annual </span></div><div class=\"ps9234 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contributions expensed in </span><span class=\"f charStyle-15433314 ps9227\">2025</span><span class=\"f charStyle-15433314 ps9228\"> were NOK </span><span class=\"f charStyle-15433314 ps9229\">187</span><span class=\"f charStyle-15433314 ps9230\"> million, compared to NOK </span><span class=\"f charStyle-15433314 ps9231\">126</span><span class=\"f charStyle-15433314 ps9232\"> million in </span><span class=\"f charStyle-15433314 ps398\">2024</span><span class=\"f charStyle-15433314 ps9233\">. The estimated </span></div><div class=\"ps9239 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contribution expected to be paid in </span><span class=\"f charStyle-15433314 ps9235\">2026</span><span class=\"f charStyle-15433314 ps9236\"> is NOK </span><span class=\"f charStyle-15433314 ps9237\">179</span><span class=\"f charStyle-15433314 ps9238\"> million. </span></div><div class=\"ps7480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Pension Plans Outside Norway</span></div><div class=\"ps816 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Pension plans outside Norway are mainly defined contribution plans. The annual contributions expensed for </span></div><div class=\"ps817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">plans outside Norway in </span><span class=\"f charStyle-15433314 ps9241\">2025</span><span class=\"f charStyle-15433314 ps9242\"> were NOK </span><span class=\"f charStyle-15433314 ps9243\">114</span><span class=\"f charStyle-15433314 ps9244\"> million, compared to NOK </span><span class=\"f charStyle-15433314 ps9245\">120</span><span class=\"f charStyle-15433314 ps9246\"> million in </span><span class=\"f charStyle-15433314 ps9247\">2024</span><span class=\"f charStyle-15433314 ps9248\">. The estimated </span></div><div class=\"ps656 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">contributions expected to be paid in </span><span class=\"f charStyle-15433314 ps9249\">2026</span><span class=\"f charStyle-15433314 ps9250\"> is NOK </span><span class=\"f charStyle-15433314 ps9251\">107</span><span class=\"f charStyle-15433314 ps9252\"> million to the plans outside Norway.</span></div><div class=\"ps9253 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Total Pension Cost </span></div><div class=\"ps9256 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss740\"><div><div class=\"ps8 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Defined benefit plans<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7887 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">58</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7889 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">96</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Defined contribution plans<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7901 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">897</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7903 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">808</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5885 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9254 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">955</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9255 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">904</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9258 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">18</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page </span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">18</span><span class=\"f charStyle-15433314 ps8195\"> Pension Obligations cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Movement in Net Defined Benefit Liability</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The table below shows the movement from the opening balance to the closing balance for the net defined benefit liability. Present value obligations include NOK </span><span class=\"f charStyle-15433314 ps9260\">78</span><span class=\"f charStyle-15433314 ps9261\"> million in pension obligations related to the disposed subsea </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">business. </span></div><div class=\"ps9408 ss13\"><div class=\"ss683 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:316.5pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:69.75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3972 ss848\"><div><div class=\"ps2498 ss847\"><span class=\"f charStyle-99bfcfa0 ps9262\">Present value of obligation<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9264 ss848\"><div><div class=\"ps2498 ss847\"><span class=\"f charStyle-99bfcfa0 ps9263\">Fair value of plan assets <span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9266 ss848\"><div><div class=\"ps2498 ss847\"><span class=\"f charStyle-99bfcfa0 ps9265\">Impact of asset ceiling<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9267 ss848\"><div><div class=\"ps2498 ss847\"><span class=\"f charStyle-99bfcfa0 ps8347\">Net defined benefit liability <span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss850\"><div><div class=\"ps8 ss849\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9269 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9268\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5196 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9270\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9271 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9268\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9272 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9270\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9273 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9268\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9274 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9270\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9275 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9268\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9276 ss851\"><div><div class=\"ps2498 ss541\"><span class=\"f charStyle-99bfcfa0 ps9270\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps3799 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of January 1<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9278 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.55pt\"></span></span><span class=\"ps9277\">1,916</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9280 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.49pt\"></span></span><span class=\"ps9279\">2,035</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9282 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.5pt\"></span></span><span class=\"ps9281\">-971</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9284 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.98pt\"></span></span><span class=\"ps9283\">-1,057</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9285 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9286 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9288 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.01pt\"></span></span><span class=\"ps9287\">945</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9289 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.01pt\"></span></span><span class=\"ps9287\">978</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1041 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Current service and administration cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9291 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.66pt\"></span></span><span class=\"ps9290\">15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9293 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">55</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9294 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9295 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">4</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9296 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9297 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9298 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.66pt\"></span></span><span class=\"ps9290\">19</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9299 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">59</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps490 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Interest cost (income)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9300 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.66pt\"></span></span><span class=\"ps9290\">71</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2324 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">68</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9302 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.62pt\"></span></span><span class=\"ps9301\">-31</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9303 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.62pt\"></span></span><span class=\"ps9301\">-31</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9304 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9305 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9306 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">39</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9307 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">37</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1421 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-2dae0141 ps1\">Included in income statement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9309 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">86</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9311 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.15pt\"></span></span><span class=\"ps9310\">123</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9313 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.77pt\"></span></span><span class=\"ps9312\">-27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9314 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.77pt\"></span></span><span class=\"ps9312\">-28</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9316 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9317 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9318 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">58</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9319 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">96</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9164 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Actuarial loss (gain) arising from financial assumptions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9321 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.78pt\"></span></span><span class=\"ps9320\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9323 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.15pt\"></span></span><span class=\"ps9322\">-11</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9324 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9325 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9326 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9327 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9328 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.78pt\"></span></span><span class=\"ps9320\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9329 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.15pt\"></span></span><span class=\"ps9322\">-11</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5837 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Return on plan assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9330 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9331 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9333 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-74</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9334 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">65</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9335 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9336 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9337 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-74</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9338 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">65</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4793 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Actuarial loss (gain) arising from experience adjustments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9339 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9340 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-27</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9341 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9342 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9343 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9344 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9345 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9346 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-27</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5429 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Changes in asset ceiling<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9347 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9348 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9349 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9350 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9351 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">85</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9352 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9353 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">85</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9354 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9355 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-2dae0141 ps1\">Remeasurements loss (gain) included in OCI<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9356 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9357 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.77pt\"></span></span><span class=\"ps9312\">-37</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9358 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.77pt\"></span></span><span class=\"ps9312\">-74</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9359 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">65</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9360 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">85</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9361 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9363 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.43pt\"></span></span><span class=\"ps9362\">18</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9364 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">28</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4016 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Contributions paid into the plan <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4018 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9365 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9366 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9367 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-77</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9368 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9369 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9370 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9371 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-77</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4020 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Benefits paid by the plan<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4023 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.5pt\"></span></span><span class=\"ps9281\">-199</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9373 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.97pt\"></span></span><span class=\"ps9372\">-205</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9374 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.07pt\"></span></span><span class=\"ps2843\">121</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9376 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.54pt\"></span></span><span class=\"ps9375\">124</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9377 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9378 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9379 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-78</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9380 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.62pt\"></span></span><span class=\"ps9301\">-81</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4025 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-cb0bd68b ps1\">Other events due to effect of any business combinations/divestitures/transfers</span><span class=\"f charStyle-a61f3c46 ps9381\"><span class=\"f ps2\"> </span><sup>1</sup></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4027 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9382 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9383 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9384 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9385 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9386 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9387 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9388 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2619 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-2dae0141 ps1\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps4030 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.49pt\"></span></span><span class=\"ps9389\">-226</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9390 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.49pt\"></span></span><span class=\"ps9389\">-205</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9391 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">48</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9392 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">48</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9393 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9394 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9396 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.11pt\"></span></span><span class=\"ps9395\">-178</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9397 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.11pt\"></span></span><span class=\"ps9395\">-157</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps4036 ss852\"><div><div class=\"ps424 ss849\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps4038 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.61pt\"></span></span><span class=\"ps9398\">1,782</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9399 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.23pt\"></span></span><span class=\"ps8805\">1,916</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9401 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.57pt\"></span></span><span class=\"ps9400\">-1,025</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9402 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.11pt\"></span></span><span class=\"ps9395\">-971</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9403 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">85</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9404 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.09pt\"></span></span><span class=\"ps9315\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9406 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.53pt\"></span></span><span class=\"ps9405\">842</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9407 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.53pt\"></span></span><span class=\"ps9405\">945</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9409 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed\"><span class=\"ps236\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span><span class=\"ps1348\">In 2025, pension obligations from prior years of NOK 27 million related to gratitude pensions have been reclassified to restructuring provision and included in Note 19 Provisions and Contingent Liabilities.</span></span></div><div class=\"ps9412 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">18</span><span class=\"f charStyle-15433314 ps8195\"> continues on next page </span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">18</span><span class=\"f charStyle-15433314 ps8195\"> Pension Obligations cont.</span></div><div class=\"ps1863 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The net liability disclosed above relates to funded and unfunded plans as follows:</span></div><div class=\"ps9452 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:171pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9415 ss855\"><div><div class=\"ps1729 ss854\"><span class=\"f charStyle-99bfcfa0 ps9413\">Present value of <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps9414\">obligation </span></div></div></div></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9418 ss855\"><div><div class=\"ps1729 ss854\"><span class=\"f charStyle-99bfcfa0 ps9416\">Fair value of plan <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps9417\">assets </span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps257 ss855\"><div><div class=\"ps1729 ss854\"><span class=\"f charStyle-99bfcfa0 ps9419\">Net defined <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps9420\">benefit liability </span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1732 ss857\"><div><div class=\"ps8 ss856\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9421 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9422 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9423 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9424 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9425 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9426 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss858\"><div><div class=\"ps424 ss856\"><span class=\"f charStyle-cb0bd68b ps1\">Net defined benefit liability funded plan<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9428 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">939</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9430 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.79pt\"></span></span><span class=\"ps9429\">971</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9431 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.23pt\"></span></span><span class=\"ps6037\">-1,025</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9433 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.75pt\"></span></span><span class=\"ps9432\">-971</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9435 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9436 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss858\"><div><div class=\"ps424 ss856\"><span class=\"f charStyle-cb0bd68b ps1\">Net defined benefit liability unfunded plans<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9437 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">842</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9438 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">945</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9439 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9440 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9441 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">842</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9442 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">945</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps25 ss858\"><div><div class=\"ps424 ss856\"><span class=\"f charStyle-ac370e2b ps1\">Balance as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9443 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.86pt\"></span></span><span class=\"ps4212\">1,782</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9444 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.48pt\"></span></span><span class=\"ps6120\">1,916</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9446 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.82pt\"></span></span><span class=\"ps9445\">-1,025</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9448 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.36pt\"></span></span><span class=\"ps9447\">-971</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9450 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.78pt\"></span></span><span class=\"ps9449\">842</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9451 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.78pt\"></span></span><span class=\"ps9449\">945</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4963 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Assets in the Defined Benefit Plan</span></div><div class=\"ps9455 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss740\"><div><div class=\"ps8 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Bonds<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9453 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">283</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9454 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">299</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Income and equity funds<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7861 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">741</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7862 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">672</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1461 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-ac370e2b ps1\">Total plan assets at fair value<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7863 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">1,025</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7864 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.4pt\"></span></span><span class=\"ps7865\">971</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9456 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The majority of the bond investment is in Norwegian municipalities and is assumed to have a rating equal to </span></div><div class=\"ps9457 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">AA, but there are few official ratings for these investments. The remaining bond investment is primarily in the </span></div><div class=\"ps9458 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Norwegian market within bonds assumed to be of \u201cInvestment Grade\u201d quality. The majority of these </span></div><div class=\"ps9459 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">investments do not, however, have an official rating. The fund investments consist of fixed income funds and </span></div><div class=\"ps9460 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">equity funds with listed securities where the value is based on quoted prices. The equity securities are </span></div><div class=\"ps1322 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">invested globally, and the value is based on quoted price at the reporting date without any deduction for </span></div><div class=\"ps9461 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">estimated future selling cost.</span></div><div class=\"ps7480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Actuarial Assumptions</span></div><div class=\"ps816 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The information below relates only to Norwegian plans as these represent the majority of the plans. The </span></div><div class=\"ps817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">following were the principal actuarial assumptions at the reporting date:</span></div><div class=\"ps9474 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Discount rate<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9453 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps9463\"></span><span class=\"ps9463\">4.00%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9454 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps9463\"></span><span class=\"ps9463\">3.30%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Asset return<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7861 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps9463\"></span><span class=\"ps9463\">4.00%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7862 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps9463\"></span><span class=\"ps9463\">3.30%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Salary progression<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7863 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps9463\"></span><span class=\"ps9463\">4.00%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7864 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps9463\"></span><span class=\"ps9463\">3.50%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Pension indexation funded plans</span><span class=\"f charStyle-a61f3c46 ps9464\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7866 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9465\">0-4 %<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7868 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9465\">0-4 %<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Mortality table<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9467 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9466\">K2013<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9468 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9466\">K2013<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Remaining life expectancy at age 65 for pensioners, males<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9469 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps7977\">22.9<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9470 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps7977\">22.8<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7503 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Remaining life expectancy at age 65 for pensioners, females<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9471 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps7977\">26.6<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9473 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9472\">26.1<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9475 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps1587\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1965\">Pension indexation for unfunded plans is agreed individually (0-4 percent).</span></div><div class=\"ps9477 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The discount rate is based on high-quality corporate bonds (OMF) with maturities consistent with the terms </span></div><div class=\"ps8865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of the obligations. The assumptions used are in line with recommendations from the Norwegian Accounting </span></div><div class=\"ps9478 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Standards Board.</span></div><div class=\"ps9479 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">18</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page </span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">18</span><span class=\"f charStyle-15433314 ps8195\"> Pension Obligations cont.</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Sensitivity Analysis</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Changes at the reporting date to one of the relevant actuarial assumptions, holding other assumptions </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">constant, would have changed the defined benefit obligation as of December 31 by the amounts shown </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">below.</span></div><div class=\"ps3746 ss13\"><div class=\"ss820 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:275.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8842 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8843 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Discount rate increase by 1 percent<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9480 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.59pt\"></span></span><span class=\"ps8798\">-72</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9481 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.59pt\"></span></span><span class=\"ps8798\">-83</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Discount rate decrease by 1 percent<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9482 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">82</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9483 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">103</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6947 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Expected rate of salary increase by 1 percent <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9484 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9486 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps9485\">0<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6297 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Expected rate of salary decrease by 1 percent <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9487 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9488 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b ps9485\">0<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4558 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Expected rate of pension increase by 1 percent<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9489 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">76</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9490 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">96</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6308 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Expected rate of pension decrease by 1 percent<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9491 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.59pt\"></span></span><span class=\"ps8798\">-67</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9492 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.59pt\"></span></span><span class=\"ps8798\">-78</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9495 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">For Aker Solutions, a one percent increase of discount rate decreases the benefit obligation by only </span><span class=\"f charStyle-6dbbcf45 ps9493\">7</span><span class=\"f charStyle-15433314 ps9494\"> </span></div><div class=\"ps9496 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">percent. This is because the benefit obligation in Aker Solutions consists mainly of pensioners and </span></div><div class=\"ps9497 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">employees over 60 years of age, hence limiting the discounting effect.</span></div><div class=\"ps9499 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_376\" style=\"z-index:1\">See note 5</a></span><span class=\"f charStyle-15433314 ps9498\"> for more information about personnel expenses</span></div><div class=\"ps234 ss13\"><div class=\"ps538\"><div class=\"ps4\"><img alt=\"NOTE18.jpg\" id=\"i-53\" src=\"data:image/jpeg;base64,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\" style=\"height:426.61pt;width:422.25pt\"/></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEmployeeBenefitsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-347": {
   "value": "<span class=\"f charStyle-58d2db5a ps7656\">Personnel Expenses</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Personnel Expenses</span></div><div class=\"ps7666 ss13\"><div class=\"ss721 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:192.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss716\"><div><div class=\"ps8 ss715\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7483 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7485 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Salaries and wages including holiday allowance<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7657 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.15pt\"></span></span><span class=\"ps7528\">10,254</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7658 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">9,616</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Social security contribution<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7487 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,374</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7489 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.8pt\"></span></span><span class=\"ps7659\">1,351</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1461 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Pension cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7491 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">916</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7493 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">867</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1417 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Other employee benefits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7494 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">558</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7495 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">269</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps569 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Personnel expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7497 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.2pt\"></span></span><span class=\"ps7660\">13,102</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7498 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.2pt\"></span></span><span class=\"ps7660\">12,103</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4785 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Total number of employees as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7662 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.21pt\"></span></span><span class=\"ps7661\">11,818</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #949598;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7663 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">11,777</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5605 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-ac370e2b ps1\">Average number of employees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7664 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">11,879</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #929292;border-top:0.25pt dotted #949598;padding:0\"><div class=\"ps7665 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">11,553</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7667 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Employee Share Purchase Program</span></div><div class=\"ps7670 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In </span><span class=\"f charStyle-15433314 ps7668\">2025</span><span class=\"f charStyle-15433314 ps4326\">, </span><span class=\"f charStyle-15433314 ps2896\">2,450</span><span class=\"f charStyle-15433314 ps7669\"> employees participated in the share purchase programs in Aker Solutions. Employees </span></div><div class=\"ps7671 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">received a 25 percent reduction of cost price limited to a total of NOK 7,500. Employees could sign up for </span></div><div class=\"ps7672 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">shares up to a maximum amount of NOK 60,000 and management an additional amount of maximum 20 </span></div><div class=\"ps7673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">percent of annual salary. Employees participating in one of the share purchase programs may, given certain </span></div><div class=\"ps7674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">criteria, be awarded bonus shares. Due to the large extraordinary dividend of NOK 10 billion paid in </span></div><div class=\"ps7675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">December 2024 employees received one bonus share, instead of the original 0.5, for every share purchased </span></div><div class=\"ps7676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">in the programs for 2021 until the extraordinary dividend payment in 2024. Costs related to the bonus shares </span></div><div class=\"ps7679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">are expensed over the vesting period. Aker Solutions expensed a total of NOK </span><span class=\"f charStyle-15433314 ps7677\">17</span><span class=\"f charStyle-15433314 ps7678\"> million excluding social <span class=\"f ps2\"> </span></span></div><div class=\"ps7687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">security contribution in </span><span class=\"f charStyle-15433314 ps7680\">2025</span><span class=\"f charStyle-15433314 ps7681\"> related to share purchase programs (NOK </span><span class=\"f charStyle-15433314 ps7682\">11</span><span class=\"f charStyle-15433314 ps7683\"> million in </span><span class=\"f charStyle-15433314 ps7684\">2024</span><span class=\"f charStyle-15433314 ps7685\">). There were</span><span class=\"f charStyle-15433314 ps7686\"> no </span></div><div class=\"ps7691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">loans to employees or members of the Board of Directors </span><span class=\"f charStyle-15433314 ps7688\">as of December 31, </span><span class=\"f charStyle-15433314 ps7689\">2025</span><span class=\"f charStyle-15433314 ps7690\">, same as in the previous </span></div><div class=\"ps7692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">year.</span></div><div class=\"ps7694 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_421\" style=\"z-index:1\">See note 18</a></span><span class=\"f charStyle-15433314 ps7693\"> for more information about the pension cost and obligations</span></div><div class=\"ps7696 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_460\" style=\"z-index:1\">See note 27</a></span><span class=\"f charStyle-15433314 ps7695\"> for more information about compensation to key management</span></div><div class=\"ps241 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps1587\">Note </span><span class=\"f charStyle-8b50b64d ps7700\">6</span><span class=\"f charStyle-58d2db5a ps7701\"> </span><span class=\"f charStyle-58d2db5a ps7702\">Other Operating Expenses</span></div><div class=\"ps7716 ss13\"><div class=\"ss721 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:192.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss716\"><div><div class=\"ps8 ss715\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7483 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7485 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Rental of equipment, IT systems and support<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7657 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,807</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7658 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,556</span></span></div></div></div></td></tr><tr style=\"height:23.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss726\"><div><div class=\"ps3027 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Operating and maintenance expenses for <span class=\"f ps2\"> </span></span></div><div class=\"ps3028 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">property</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7487 ss727\"><div><div class=\"ps3026 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,092</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7489 ss727\"><div><div class=\"ps3026 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,039</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3087 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">External consultants including audit fees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7703 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">662</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7704 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">549</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7705 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Travel expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7706 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">773</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7707 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">530</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps491 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Insurance<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7708 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">201</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7709 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">186</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps496 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Other expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7710 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">601</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7711 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">210</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps501 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Other operating expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7713 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">5,136</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7715 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">4,070</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7718 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about leasing costs</span></div><div class=\"ps7719 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_463\" style=\"z-index:1\">See note 28</a></span><span class=\"f charStyle-15433314 ps7033\"> for more information about audit fees<span class=\"f ps2\"> </span></span></div><div class=\"ps241 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps236\">Note </span><span class=\"f charStyle-8b50b64d ps6613\">28</span><span class=\"f charStyle-58d2db5a ps11215\"> </span><span class=\"f charStyle-58d2db5a ps11216\">Audit Fees</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">PwC is the auditor of the group. The table below presents expenses for audit and other services to the </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">auditor.</span></div><div class=\"ps11261 ss13\"><div class=\"ss841 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:167.25pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11218 ss855\"><div><div class=\"ps1729 ss854\"><span class=\"f charStyle-99bfcfa0 ps11217\">Aker Solutions <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps8207\">ASA</span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8677 ss855\"><div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps11219\">Subsidiaries<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11221 ss855\"><div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps11220\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1732 ss33\"><div><div class=\"ps8 ss32\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million (excl. VAT)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11222 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11223 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11224 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11225 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11226 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2248 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-cb0bd68b ps1\">Audit<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11227 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">3.8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11228 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">3.8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11230 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">9.1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11231 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">9.7</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11232 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.53pt\"></span></span><span class=\"ps5989\">12.9</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11233 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.53pt\"></span></span><span class=\"ps5989\">13.5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-cb0bd68b ps1\">Other assurance services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11234 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">4.1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11235 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">1.6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11236 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11237 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">1.3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11238 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">4.9</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2251 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">2.9</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-cb0bd68b ps1\">Tax services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11239 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11240 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11241 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11242 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.4</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11243 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11244 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.4</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-cb0bd68b ps1\">Other non-audit services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11245 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11246 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">1.2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11247 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">7.8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11248 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">6.5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11249 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">7.8</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11250 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">7.7</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6226 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11252 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.79pt\"></span></span><span class=\"ps11251\">7.9</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11253 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.79pt\"></span></span><span class=\"ps11251\">6.6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11255 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.75pt\"></span></span><span class=\"ps11254\">18.1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11257 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.13pt\"></span></span><span class=\"ps11256\">17.9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11259 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.51pt\"></span></span><span class=\"ps11258\">26.0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11260 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.51pt\"></span></span><span class=\"ps11258\">24.5</span></span></div></div></div></td></tr></tbody></table></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfExpensesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-349": {
   "value": "<span class=\"f charStyle-58d2db5a ps7702\">Other Operating Expenses</span><div class=\"ps7716 ss13\"><div class=\"ss721 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:192.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss716\"><div><div class=\"ps8 ss715\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7483 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7485 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Rental of equipment, IT systems and support<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7657 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,807</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7658 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,556</span></span></div></div></div></td></tr><tr style=\"height:23.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss726\"><div><div class=\"ps3027 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Operating and maintenance expenses for <span class=\"f ps2\"> </span></span></div><div class=\"ps3028 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">property</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7487 ss727\"><div><div class=\"ps3026 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,092</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7489 ss727\"><div><div class=\"ps3026 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,039</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps3087 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">External consultants including audit fees<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7703 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">662</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7704 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">549</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7705 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Travel expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7706 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">773</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7707 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">530</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps491 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Insurance<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7708 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">201</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7709 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">186</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps496 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-cb0bd68b ps1\">Other expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7710 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">601</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7711 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">210</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps501 ss719\"><div><div class=\"ps424 ss715\"><span class=\"f charStyle-2dae0141 ps1\">Other operating expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7713 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">5,136</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7715 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">4,070</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7718 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about leasing costs</span></div><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_463\" style=\"z-index:1\">See note 28</a></span> for more information about audit fees",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherOperatingExpenseExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-350": {
   "value": "<span class=\"f charStyle-58d2db5a ps7721\">Financial Income and Expenses</span><div class=\"ps7722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps3913 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Interest income and expenses include effects from using the effective interest rate method where fees, </span></div><div class=\"ps3914 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">interest paid, transaction costs and other premiums are deferred and amortized over the life of the </span></div><div class=\"ps7723 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">instrument.</span></div><div class=\"ps3916 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Foreign exchange gains and losses arise upon settlement of monetary assets and liabilities that are not </span></div><div class=\"ps3917 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">hedged. Translation of monetary assets and liabilities denominated in foreign currencies related to operating </span></div><div class=\"ps3918 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">activities such as trade receivables and payables are included in operating expenses before depreciation, </span></div><div class=\"ps7724 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">amortization and impairment. However, the currency gains and losses are offset by the effects from hedging </span></div><div class=\"ps7725 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">derivatives. Translation of operational monetary assets and liabilities in countries with hyperinflationary or </span></div><div class=\"ps7726 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">non-convertible currencies are presented as financial items. Translation of assets and liabilities related to </span></div><div class=\"ps7727 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">general financing of the entity are included as financial income and expenses. Foreign exchange gains and </span></div><div class=\"ps7728 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">losses also include effects from translating monetary assets and liabilities denominated in foreign currencies </span></div><div class=\"ps1976 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">at the balance sheet date. The profit or loss on foreign exchange forward contracts include effects from </span></div><div class=\"ps1977 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">derivatives that do not qualify for hedge accounting, embedded derivatives and the ineffective portion of </span></div><div class=\"ps7729 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">qualifying hedges.</span></div><div class=\"ps7722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Financial Income and Expenses</span></div><div class=\"ps7771 ss13\"><div class=\"ss734 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:276.75pt\"></td><td style=\"padding:0;width:41.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss729\"><div><div class=\"ps474 ss728\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7733 ss731\"><div><div class=\"ps2498 ss730\"><span class=\"f charStyle-99bfcfa0 ps7732\">Notes</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7734 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5041\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #818b91;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps3742 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5191\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest income from lease receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7736 ss733\"><div><div class=\"ps424 ss730\"><span class=\"f charStyle-83fc4ffa ps7735\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7737 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7738 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">26</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Other interest income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7739 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">153</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7740 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">371</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1461 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Interest income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7742 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.65pt\"></span></span><span class=\"ps7741\">168</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7743 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">397</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense on lease liability<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7744 ss733\"><div><div class=\"ps424 ss730\"><span class=\"f charStyle-83fc4ffa ps7735\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7746 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-157</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7747 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-156</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4636 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense on financial liabilities measured at amortized cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7748 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7749 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-59</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1473 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense on financial liabilities measured at fair value <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7750 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-39</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7751 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-37</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1535 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Interest expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7752 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-252</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7753 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-252</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7754 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Net foreign exchange gain (loss)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7755 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-87</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7756 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-40</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1482 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Profit (loss) on foreign currency forward contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7757 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7758 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1548 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Loss on marketable shares</span><span class=\"f charStyle-a61f3c46 ps7759\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7760 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-245</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7761 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-487</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7762 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Other financial income <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7763 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">90</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7764 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">355</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2130 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Other financial expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7765 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-45</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7766 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-12</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5435 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Net other financial items<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7767 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-279</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7768 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.61pt\"></span></span><span class=\"ps6410\">-184</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6021 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Net finance cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7769 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-363</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7770 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-39</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7772 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span><span class=\"ps1965\">Unrealized loss on shares in SLB.</span></span></div><div class=\"ps7773 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_406\" style=\"z-index:1\">See note 14</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about financial investments</span></div><div class=\"ps7774 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about lease receivables and liabilities</span></div><div class=\"ps2624 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_421\" style=\"z-index:1\">See note 18</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about pension obligations</span></div><div class=\"ps7775 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_439\" style=\"z-index:1\">See note 23</a><span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps7033\"> for more information about foreign exchange and hedging </span></div><div class=\"ps3729 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_442\" style=\"z-index:1\">See note 24</a></span><span class=\"f charStyle-15433314 ps7033\"> for more information about financial assets and liabilities</span></div><div class=\"ps7776 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">See note 26</a></span><span class=\"f charStyle-15433314 ps7033\"> for more information about investments in companies</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinanceIncomeExpenseExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-351": {
   "value": "<div class=\"ps7722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps3913 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Interest income and expenses include effects from using the effective interest rate method where fees, </span></div><div class=\"ps3914 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">interest paid, transaction costs and other premiums are deferred and amortized over the life of the </span></div><div class=\"ps7723 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">instrument.</span></div><div class=\"ps3916 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Foreign exchange gains and losses arise upon settlement of monetary assets and liabilities that are not </span></div><div class=\"ps3917 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">hedged. Translation of monetary assets and liabilities denominated in foreign currencies related to operating </span></div><div class=\"ps3918 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">activities such as trade receivables and payables are included in operating expenses before depreciation, </span></div><div class=\"ps7724 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">amortization and impairment. However, the currency gains and losses are offset by the effects from hedging </span></div><div class=\"ps7725 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">derivatives. Translation of operational monetary assets and liabilities in countries with hyperinflationary or </span></div><div class=\"ps7726 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">non-convertible currencies are presented as financial items. Translation of assets and liabilities related to </span></div><div class=\"ps7727 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">general financing of the entity are included as financial income and expenses. Foreign exchange gains and </span></div><div class=\"ps7728 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">losses also include effects from translating monetary assets and liabilities denominated in foreign currencies </span></div><div class=\"ps1976 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">at the balance sheet date. The profit or loss on foreign exchange forward contracts include effects from </span></div><div class=\"ps1977 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">derivatives that do not qualify for hedge accounting, embedded derivatives and the ineffective portion of </span></div><div class=\"ps7729 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">qualifying hedges.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinanceIncomeAndCostsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-353": {
   "value": "<div class=\"ps7771 ss13\"><div class=\"ss734 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:276.75pt\"></td><td style=\"padding:0;width:41.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss729\"><div><div class=\"ps474 ss728\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7733 ss731\"><div><div class=\"ps2498 ss730\"><span class=\"f charStyle-99bfcfa0 ps7732\">Notes</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7734 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5041\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #818b91;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps3742 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5191\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest income from lease receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7736 ss733\"><div><div class=\"ps424 ss730\"><span class=\"f charStyle-83fc4ffa ps7735\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7737 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7738 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">26</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Other interest income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7739 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">153</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7740 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">371</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1461 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Interest income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7742 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.65pt\"></span></span><span class=\"ps7741\">168</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7743 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">397</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense on lease liability<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7744 ss733\"><div><div class=\"ps424 ss730\"><span class=\"f charStyle-83fc4ffa ps7735\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7746 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-157</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7747 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-156</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4636 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense on financial liabilities measured at amortized cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7748 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7749 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-59</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1473 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense on financial liabilities measured at fair value <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7750 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-39</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7751 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-37</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1535 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Interest expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7752 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-252</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7753 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-252</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7754 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Net foreign exchange gain (loss)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7755 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-87</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7756 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-40</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1482 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Profit (loss) on foreign currency forward contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7757 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7758 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1548 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Loss on marketable shares</span><span class=\"f charStyle-a61f3c46 ps7759\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7760 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-245</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7761 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-487</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7762 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Other financial income <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7763 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">90</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7764 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">355</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2130 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Other financial expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7765 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-45</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7766 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-12</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5435 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Net other financial items<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7767 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-279</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7768 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.61pt\"></span></span><span class=\"ps6410\">-184</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6021 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Net finance cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7769 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-363</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7770 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-39</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7772 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span><span class=\"ps1965\">Unrealized loss on shares in SLB.</span></span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInterestIncomeExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-352": {
   "value": "<div class=\"ps7771 ss13\"><div class=\"ss734 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:276.75pt\"></td><td style=\"padding:0;width:41.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss729\"><div><div class=\"ps474 ss728\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7733 ss731\"><div><div class=\"ps2498 ss730\"><span class=\"f charStyle-99bfcfa0 ps7732\">Notes</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7734 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5041\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #818b91;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps3742 ss583\"><div><div class=\"ps419 ss210\"><span class=\"f charStyle-99bfcfa0 ps5191\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest income from lease receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7736 ss733\"><div><div class=\"ps424 ss730\"><span class=\"f charStyle-83fc4ffa ps7735\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7737 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7738 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">26</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Other interest income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7739 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">153</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7740 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">371</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1461 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Interest income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7742 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.65pt\"></span></span><span class=\"ps7741\">168</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7743 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">397</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense on lease liability<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7744 ss733\"><div><div class=\"ps424 ss730\"><span class=\"f charStyle-83fc4ffa ps7735\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">17</a></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7746 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-157</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7747 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-156</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4636 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense on financial liabilities measured at amortized cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7748 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7749 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-59</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1473 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense on financial liabilities measured at fair value <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7750 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-39</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7751 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-37</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1535 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Interest expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7752 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-252</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7753 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-252</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7754 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Net foreign exchange gain (loss)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7755 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-87</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7756 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-40</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1482 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Profit (loss) on foreign currency forward contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7757 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7758 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1548 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Loss on marketable shares</span><span class=\"f charStyle-a61f3c46 ps7759\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7760 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-245</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7761 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-487</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7762 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Other financial income <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7763 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">90</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7764 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">355</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2130 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-cb0bd68b ps1\">Other financial expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7765 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-45</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7766 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-12</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5435 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Net other financial items<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7767 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-279</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7768 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.61pt\"></span></span><span class=\"ps6410\">-184</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6021 ss732\"><div><div class=\"ps424 ss728\"><span class=\"f charStyle-2dae0141 ps1\">Net finance cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7769 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-363</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7770 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-39</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7772 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span><span class=\"ps1965\">Unrealized loss on shares in SLB.</span></span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInterestExpenseExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-355": {
   "value": "<span class=\"f charStyle-58d2db5a ps7779\">Earnings per Share and Dividends</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Earnings per Share (EPS)</span></div><div class=\"ps7794 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:303pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7780 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3973\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7781 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3971\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss736\"><div><div class=\"ps424 ss735\"><span class=\"f charStyle-cb0bd68b ps1\">Income attributable to ordinary shares (NOK million)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7782 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">2,547</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7783 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">2,656</span></span></div></div></div></td></tr><tr style=\"height:18.75pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss737\" style=\"overflow:hidden\"><div><div class=\"ps7784 ss735\"><span class=\"f charStyle-cb0bd68b ps1\">Weighted average number of issued ordinary shares for the year adjusted for <span class=\"f ps2\"> </span></span></div><div class=\"ps7785 ss735\"><span class=\"f charStyle-cb0bd68b ps1\">treasury shares</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7788 ss738\"><div><div class=\"ps7787 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:7.27pt\"></span></span><span class=\"ps7786\">482,225,016</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7790 ss738\"><div><div class=\"ps7787 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:8.8pt\"></span></span><span class=\"ps7789\">481,905,159</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7791 ss736\"><div><div class=\"ps424 ss735\"><span class=\"f charStyle-cb0bd68b ps1\">Basic and diluted earnings per share (NOK)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7792 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39pt\"></span></span><span class=\"ps1124\">5.28</span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7793 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.53pt\"></span></span><span class=\"ps5973\">5.51</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7795 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Employees participating in one of Aker Solutions\u2019 employee share purchase programs may, given certain </span></div><div class=\"ps7796 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">criteria, be awarded bonus shares. Due to the large extraordinary dividend of NOK 10 billion paid in </span></div><div class=\"ps7797 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">December 2024 employees received one bonus share, instead of the original 0.5, for every share purchased </span></div><div class=\"ps7798 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">in the programs for 2021 until the extraordinary dividend payment in 2024. As of December 31, 2025 the </span></div><div class=\"ps7802 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">total amount of future potential bonus shares for all historical programs are </span><span class=\"f charStyle-15433314 ps7799\">6,136,917</span><span class=\"f charStyle-15433314 ps7800\"> shares. </span><span class=\"f charStyle-15433314 ps7801\">The bonus </span></div><div class=\"ps7803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">shares do not represent a material dilutive effect and diluted earnings per share has not been adjusted.</span></div><div class=\"ps7804 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Dividends</span></div><div class=\"ps7805 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions targets to pay annual dividends of 40-60 percent of adjusted net profit over time. Given the </span></div><div class=\"ps7807 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">company\u2019s solid financial position and positive outlook, </span><span class=\"f charStyle-15433314 ps7806\">the Board has proposed a dividend per share of NOK </span></div><div class=\"ps7814 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">3.60</span><span class=\"f charStyle-15433314 ps7808\"> for </span><span class=\"f charStyle-15433314 ps7809\">2025</span><span class=\"f charStyle-15433314 ps7810\"> to be paid in 2026. The proposed dividend amounts to NOK </span><span class=\"f charStyle-15433314 ps7811\">1,743</span><span class=\"f charStyle-15433314 ps7812\"> million</span><span class=\"f charStyle-15433314 ps7813\"> based on </span></div><div class=\"ps7816 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">outstanding shares as of December 31, </span><span class=\"f charStyle-15433314 ps7815\">2025</span><span class=\"f charStyle-15433314 ps6649\">. In addition, the board has proposed an extraordinary dividend </span></div><div class=\"ps7817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of NOK 5.0 per share related to the settlement of SLB shares finalized in February 2026 (see Note 29 for </span></div><div class=\"ps7818 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">further details).</span></div><div class=\"ps7828 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions had a liquidity buffer of</span><span class=\"f charStyle-15433314 ps7820\"> NOK </span><span class=\"f charStyle-15433314 ps7821\">8.7</span><span class=\"f charStyle-15433314 ps7822\"> billion</span><span class=\"f charStyle-15433314 ps7823\"> as of December 31, </span><span class=\"f charStyle-15433314 ps7824\">2025</span><span class=\"f charStyle-15433314 ps7825\"> compared to NOK </span><span class=\"f charStyle-15433314 ps7826\">5.9</span><span class=\"f charStyle-15433314 ps7827\"> billion </span></div><div class=\"ps7831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">as of December 31, </span><span class=\"f charStyle-15433314 ps7829\">2024</span><span class=\"f charStyle-15433314 ps7830\">.</span></div><div class=\"ps7834 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In 2025, Aker Solutions distributed ordinary dividend to its shareholders of NOK </span><span class=\"f charStyle-15433314 ps7832\">3.30</span><span class=\"f charStyle-15433314 ps7833\"> per share amounting to </span></div><div class=\"ps7837 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">a total of NOK </span><span class=\"f charStyle-15433314 ps7835\">1,591</span><span class=\"f charStyle-15433314 ps7836\"> million.</span></div><div class=\"ps7839 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_376\" style=\"z-index:1\">See note 5</a></span><span class=\"f charStyle-15433314 ps7838\"> for more information about the employee share purchase program</span></div><div class=\"ps7841 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_415\" style=\"z-index:1\">See note 16</a></span><span class=\"f charStyle-15433314 ps7840\"> for more information about share capital and treasury shares</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEarningsPerShareExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-354": {
   "value": "<span class=\"f charStyle-58d2db5a ps7779\">Earnings per Share and Dividends</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Earnings per Share (EPS)</span></div><div class=\"ps7794 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:303pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7780 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3973\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7781 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3971\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss736\"><div><div class=\"ps424 ss735\"><span class=\"f charStyle-cb0bd68b ps1\">Income attributable to ordinary shares (NOK million)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7782 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">2,547</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7783 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">2,656</span></span></div></div></div></td></tr><tr style=\"height:18.75pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss737\" style=\"overflow:hidden\"><div><div class=\"ps7784 ss735\"><span class=\"f charStyle-cb0bd68b ps1\">Weighted average number of issued ordinary shares for the year adjusted for <span class=\"f ps2\"> </span></span></div><div class=\"ps7785 ss735\"><span class=\"f charStyle-cb0bd68b ps1\">treasury shares</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7788 ss738\"><div><div class=\"ps7787 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:7.27pt\"></span></span><span class=\"ps7786\">482,225,016</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7790 ss738\"><div><div class=\"ps7787 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:8.8pt\"></span></span><span class=\"ps7789\">481,905,159</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7791 ss736\"><div><div class=\"ps424 ss735\"><span class=\"f charStyle-cb0bd68b ps1\">Basic and diluted earnings per share (NOK)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7792 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39pt\"></span></span><span class=\"ps1124\">5.28</span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7793 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.53pt\"></span></span><span class=\"ps5973\">5.51</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7795 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Employees participating in one of Aker Solutions\u2019 employee share purchase programs may, given certain </span></div><div class=\"ps7796 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">criteria, be awarded bonus shares. Due to the large extraordinary dividend of NOK 10 billion paid in </span></div><div class=\"ps7797 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">December 2024 employees received one bonus share, instead of the original 0.5, for every share purchased </span></div><div class=\"ps7798 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">in the programs for 2021 until the extraordinary dividend payment in 2024. As of December 31, 2025 the </span></div><div class=\"ps7802 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">total amount of future potential bonus shares for all historical programs are </span><span class=\"f charStyle-15433314 ps7799\">6,136,917</span><span class=\"f charStyle-15433314 ps7800\"> shares. </span><span class=\"f charStyle-15433314 ps7801\">The bonus </span></div><div class=\"ps7803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">shares do not represent a material dilutive effect and diluted earnings per share has not been adjusted.</span></div><div class=\"ps7804 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Dividends</span></div><div class=\"ps7805 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions targets to pay annual dividends of 40-60 percent of adjusted net profit over time. Given the </span></div><div class=\"ps7807 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">company\u2019s solid financial position and positive outlook, </span><span class=\"f charStyle-15433314 ps7806\">the Board has proposed a dividend per share of NOK </span></div><div class=\"ps7814 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">3.60</span><span class=\"f charStyle-15433314 ps7808\"> for </span><span class=\"f charStyle-15433314 ps7809\">2025</span><span class=\"f charStyle-15433314 ps7810\"> to be paid in 2026. The proposed dividend amounts to NOK </span><span class=\"f charStyle-15433314 ps7811\">1,743</span><span class=\"f charStyle-15433314 ps7812\"> million</span><span class=\"f charStyle-15433314 ps7813\"> based on </span></div><div class=\"ps7816 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">outstanding shares as of December 31, </span><span class=\"f charStyle-15433314 ps7815\">2025</span><span class=\"f charStyle-15433314 ps6649\">. In addition, the board has proposed an extraordinary dividend </span></div><div class=\"ps7817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of NOK 5.0 per share related to the settlement of SLB shares finalized in February 2026 (see Note 29 for </span></div><div class=\"ps7818 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">further details).</span></div><div class=\"ps7828 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions had a liquidity buffer of</span><span class=\"f charStyle-15433314 ps7820\"> NOK </span><span class=\"f charStyle-15433314 ps7821\">8.7</span><span class=\"f charStyle-15433314 ps7822\"> billion</span><span class=\"f charStyle-15433314 ps7823\"> as of December 31, </span><span class=\"f charStyle-15433314 ps7824\">2025</span><span class=\"f charStyle-15433314 ps7825\"> compared to NOK </span><span class=\"f charStyle-15433314 ps7826\">5.9</span><span class=\"f charStyle-15433314 ps7827\"> billion </span></div><div class=\"ps7831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">as of December 31, </span><span class=\"f charStyle-15433314 ps7829\">2024</span><span class=\"f charStyle-15433314 ps7830\">.</span></div><div class=\"ps7834 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In 2025, Aker Solutions distributed ordinary dividend to its shareholders of NOK </span><span class=\"f charStyle-15433314 ps7832\">3.30</span><span class=\"f charStyle-15433314 ps7833\"> per share amounting to </span></div><div class=\"ps7837 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">a total of NOK </span><span class=\"f charStyle-15433314 ps7835\">1,591</span><span class=\"f charStyle-15433314 ps7836\"> million.</span></div><div class=\"ps7839 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_376\" style=\"z-index:1\">See note 5</a></span><span class=\"f charStyle-15433314 ps7838\"> for more information about the employee share purchase program</span></div><div class=\"ps7841 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-849737fe ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_415\" style=\"z-index:1\">See note 16</a></span><span class=\"f charStyle-15433314 ps7840\"> for more information about share capital and treasury shares</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDividendsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-356": {
   "value": "3.60",
   "decimals": 2,
   "dimensions": {
    "concept": "ifrs-full:DividendsProposedOrDeclaredBeforeFinancialStatementsAuthorisedForIssueButNotRecognisedAsDistributionToOwnersPerShare",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK/xbrli:shares"
   }
  },
  "f-357": {
   "value": "1743000000.0",
   "decimals": -6,
   "dimensions": {
    "concept": "ifrs-full:DividendsProposedOrDeclaredBeforeFinancialStatementsAuthorisedForIssueButNotRecognisedAsDistributionToOwners",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:NOK"
   }
  },
  "f-358": {
   "value": "<span class=\"f charStyle-58d2db5a ps7702\">Income Tax</span><div class=\"ps7844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps5181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The group is subject to income taxes in numerous jurisdictions, and judgment may be involved when </span></div><div class=\"ps7845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">determining the taxable amounts. Tax authorities in different jurisdictions may challenge calculation of taxes </span></div><div class=\"ps7846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">payable from prior periods.</span></div><div class=\"ps6736 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Management judgment is required when assessing valuation of unused losses, tax credits and other deferred </span></div><div class=\"ps6737 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">tax assets. The recoverability is assessed by estimating taxable profits in future years taking into </span></div><div class=\"ps6738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">consideration also expected changes in temporary differences. The profits are compared to book value of </span></div><div class=\"ps7847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the tax assets. The estimate of future taxable profits is sensitive to future market development for the </span></div><div class=\"ps7848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">projects and services of Aker Solutions. Forecasts are based on firm orders in the backlog and identified </span></div><div class=\"ps7849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">prospects in addition to expected service revenue. Changes in the assumptions related to the expected </span></div><div class=\"ps7850 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">prospects and services can have a significant impact on the forecasted cash flows. Economic conditions may </span></div><div class=\"ps7851 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">change and lead to a different conclusion regarding recoverability, and such changes may affect future </span></div><div class=\"ps7852 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">reporting periods.</span></div><div class=\"ps6742 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The Pillar Two legislation, also known as \u201cGlobal minimum tax\u201d or GloBE has been enacted in Norway and in </span></div><div class=\"ps6743 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">many of the jurisdictions where Aker Solutions operates. The legislation was effective from January 1, 2024 </span></div><div class=\"ps6744 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and Aker Solutions is required to comply.</span></div><div class=\"ps7853 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions has conducted an assessment in accordance with Country-by-Country Reporting </span></div><div class=\"ps2059 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">requirements and the transitional safe harbor rules, which compromises of three different tests. This </span></div><div class=\"ps2060 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assessment shows that several jurisdictions with limited activity will meet the \"de minimis test\u201d, which is the </span></div><div class=\"ps2061 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">first test excluding jurisdictions with low revenue and profits. Some jurisdictions that do not meet the \"de </span></div><div class=\"ps6748 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">minimis test\u201d are excluded through the second test as they report an effective tax rate exceeding the </span></div><div class=\"ps6749 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">transitional rate of 16 percent for the year 2025. One jurisdiction failed the first two tests, but passed the </span></div><div class=\"ps6750 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">third test (routine profits test). In 3 countries, a full calculation of top-up tax per the model rules will be </span></div><div class=\"ps7855 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">required. No top-up tax has been included in the tax expense for </span><span class=\"f charStyle-15433314 ps7854\">2025.</span></div><div class=\"ps7856 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">IFRS has introduced a requirement in IAS 12 that entities within scope of the Pillar Two legislation shall not </span></div><div class=\"ps7857 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">recognize or disclose information about deferred tax assets and deferred tax liabilities related to the Pillar </span></div><div class=\"ps7858 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Two legislation, which Aker Solutions applies.</span></div><div class=\"ps7859 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6885\">9</span><span class=\"f charStyle-15433314 ps6886\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> Income Tax cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Deferred tax assets</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The deferred tax assets are recognized only to the extent it is considered probable that future taxable profits </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">will be available to utilize the tax losses and credits. The forecasted future taxable profits are based on firm </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">orders in the backlog and identified prospects in addition to expected service revenue. The forecasted </span></div><div class=\"ps844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">taxable profits reflect organic growth only. Other parameters in the assessment are the predicted long-term </span></div><div class=\"ps845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">investment level by companies in the renewable and oil and gas energy sector, mix of projects and services </span></div><div class=\"ps1352 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and level of operating expenses.</span></div><div class=\"ps7860 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Income Tax Expense</span></div><div class=\"ps7884 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss740\"><div><div class=\"ps8 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-ac370e2b ps1\">Current income tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7011 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Current year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7861 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">122</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7862 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">184</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1461 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Prior year adjustment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7863 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">15</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7864 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">22</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps1417 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Total current income tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7866 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.4pt\"></span></span><span class=\"ps7865\">137</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7868 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">206</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-ac370e2b ps1\">Deferred income tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1473 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Origination and reversal of temporary differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7869 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">479</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7870 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">468</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1535 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Non-recognition of tax losses and temporary differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7871 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">73</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7872 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">18</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps1069 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Change in tax rates<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7874 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-12</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7875 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">17</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5479 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Adjustment for prior periods<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7877 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7879 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-24</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6868 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Total deferred income tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7880 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">533</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7881 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">479</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5500 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Total income tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7882 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">670</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7883 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">684</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Taxes in OCI and Equity</span></div><div class=\"ps5738 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6927 ss720\"><div><div class=\"ps6897 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps5291 ss720\"><div><div class=\"ps6897 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6.75pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:12.75pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss742\"><div><div class=\"ps3051 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Cash flow hedges, deferred tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7887 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7889 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7890 ss742\"><div><div class=\"ps3051 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Remeasurement of defined benefit pension plans <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7891 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7892 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-6</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps4630 ss744\"><div><div class=\"ps7893 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Income taxes included in OCI<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7895 ss745\"><div><div class=\"ps7893 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.26pt\"></span></span><span class=\"ps7894\">-11</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7897 ss745\"><div><div class=\"ps7893 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.3pt\"></span></span><span class=\"ps7896\">-6</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7904 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss740\"><div><div class=\"ps474 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps419 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps419 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6.75pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:12.75pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6200 ss742\"><div><div class=\"ps3051 ss739\"><span class=\"f charStyle-ac370e2b ps1\">Internal dividends<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7898 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-19</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7899 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-28</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps5813 ss742\"><div><div class=\"ps3051 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Income taxes included in equity<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7901 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.64pt\"></span></span><span class=\"ps7900\">-19</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7903 ss743\"><div><div class=\"ps3051 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-28</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7905 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Effective Tax Rate</span></div><div class=\"ps7906 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The table below reconciles the tax expense as if the Norwegian tax rate of 22 percent was applied.</span></div><div class=\"ps7972 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:243pt\"></td><td style=\"padding:0;width:45pt\"></td><td style=\"padding:0;width:45pt\"></td><td style=\"padding:0;width:45pt\"></td><td style=\"padding:0;width:45pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss747\"><div><div class=\"ps474 ss746\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7908 ss748\"><div><div class=\"ps419 ss380\"><span class=\"f charStyle-99bfcfa0 ps7907\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps7910 ss748\"><div><div class=\"ps419 ss380\"><span class=\"f charStyle-99bfcfa0 ps7909\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7911 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Income before tax from continuing operations<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7912 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.74pt\"></span></span><span class=\"ps6203\">3,202</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7913 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.74pt\"></span></span><span class=\"ps6203\">3,349</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7890 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Income tax when applying Norwegian tax rate of 22 percent<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7914 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.26pt\"></span></span><span class=\"ps6208\">704</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7917 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7915\"></span><span class=\"ps7915\">22.0</span><span class=\"ps7916\">%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7918 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.26pt\"></span></span><span class=\"ps6208\">737</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7919 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7915\"></span><span class=\"ps7915\">22.0%</span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4849 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-ac370e2b ps1\">Tax effects of:<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps21 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Effect of different tax rates in other jurisdictions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7920 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.5pt\"></span></span><span class=\"ps6265\">2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7922 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7921\"></span><span class=\"ps7921\">0.1%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7923 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.38pt\"></span></span><span class=\"ps6213\">22</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7924 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.7%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4634 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Non-taxable income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7925 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.75pt\"></span></span><span class=\"ps6238\">-182</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7927 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7926\"></span><span class=\"ps7926\">-5.7%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7928 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.75pt\"></span></span><span class=\"ps6238\">-172</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7930 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7929\"></span><span class=\"ps7929\">-5.1%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps448 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Non-deductible expenses<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7931 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.79pt\"></span></span><span class=\"ps6245\">106</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7932 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">3.3%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps5705 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.38pt\"></span></span><span class=\"ps6213\">27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7933 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.8%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2182 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Effect of withholding tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7934 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.38pt\"></span></span><span class=\"ps6213\">33</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7935 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7921\"></span><span class=\"ps7921\">1.0%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7936 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.38pt\"></span></span><span class=\"ps6213\">50</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7937 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7921\"></span><span class=\"ps7921\">1.5%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7938 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Current tax adjustments related to prior years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7939 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.91pt\"></span></span><span class=\"ps6273\">15</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7940 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.5%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7941 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.38pt\"></span></span><span class=\"ps6213\">22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7942 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.7%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps2210 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Deferred tax adjustments related to prior years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7943 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.46pt\"></span></span><span class=\"ps6302\">-7</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7944 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7926\"></span><span class=\"ps7926\">-0.2%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7945 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.34pt\"></span></span><span class=\"ps6258\">-24</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7946 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7926\"></span><span class=\"ps7926\">-0.7%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7947 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Previously unrecognized tax losses used to reduce payable tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7948 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.34pt\"></span></span><span class=\"ps6258\">-58</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7949 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7929\"></span><span class=\"ps7929\">-1.8%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7951 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.4pt\"></span></span><span class=\"ps7950\">-11</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7952 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7926\"></span><span class=\"ps7926\">-0.3%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps4079 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Non-recognition of deferred tax assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7953 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.38pt\"></span></span><span class=\"ps6213\">73</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7954 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">2.3%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7955 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.91pt\"></span></span><span class=\"ps6273\">18</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7956 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.5%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7957 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Impact of change in tax rate<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7958 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.87pt\"></span></span><span class=\"ps6260\">-12</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7959 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7926\"></span><span class=\"ps7926\">-0.4%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7960 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.91pt\"></span></span><span class=\"ps6273\">17</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7961 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.5%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps6241 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7962 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.46pt\"></span></span><span class=\"ps6302\">-5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7963 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps7926\"></span><span class=\"ps7926\">-0.2%</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7965 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.99pt\"></span></span><span class=\"ps7964\">-1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #929da1;padding:0\"><div class=\"ps7966 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps4151\"></span><span class=\"ps4151\">0.0%</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7762 ss749\"><div><div class=\"ps7893 ss746\"><span class=\"f charStyle-2dae0141 ps1\">Income tax and effective tax rate<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7967 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.78pt\"></span></span><span class=\"ps6286\">670</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7969 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-2dae0141\"><span class=\"ps7968\"></span><span class=\"ps7968\">20.9%<span style=\"display:inline-block;height:7pt;width:0.37pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7970 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.78pt\"></span></span><span class=\"ps6286\">684</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps7971 ss750\"><div><div class=\"ps7893 ss664\"><span class=\"f charStyle-2dae0141\"><span class=\"ps7968\"></span><span class=\"ps7968\">20.4%<span style=\"display:inline-block;height:7pt;width:0.37pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps7973 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">9</span><span class=\"f charStyle-15433314 ps6886\"> continues on next page</span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> Income Tax cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Deferred Tax Assets and Liabilities</span></div><div class=\"ps8060 ss13\"><div class=\"ss755 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:257.25pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7976 ss751\"><div><div class=\"ps2498 ss592\"><span class=\"f charStyle-99bfcfa0 ps7975\">Assets<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7978 ss751\"><div><div class=\"ps2498 ss592\"><span class=\"f charStyle-99bfcfa0 ps7977\">Liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7980 ss751\"><div><div class=\"ps2498 ss592\"><span class=\"f charStyle-99bfcfa0 ps7979\">Net<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss753\"><div><div class=\"ps8 ss752\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7981 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4578 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7982 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7983 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7984 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7985 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps1411 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7987 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.32pt\"></span></span><span class=\"ps7986\">118</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7988 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">24</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7989 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-38</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7990 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-62</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7991 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">81</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7992 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-39</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1413 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Pensions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7993 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">180</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4589 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">190</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7994 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7995 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7996 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">180</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7997 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">190</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4068 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Projects under construction<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7998 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7999 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">33</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8001 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.7pt\"></span></span><span class=\"ps8000\">-2,866</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8003 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.76pt\"></span></span><span class=\"ps8002\">-1,167</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8004 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.7pt\"></span></span><span class=\"ps8000\">-2,866</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8005 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.76pt\"></span></span><span class=\"ps8002\">-1,134</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7323 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Tax loss carry-forwards<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8006 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,280</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8007 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">209</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8009 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8010 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8011 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,279</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8012 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">208</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4986 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Intangible assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8013 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8014 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8015 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-14</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8016 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8017 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-10</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8018 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-9</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7938 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8019 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">399</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8020 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">435</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8021 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8022 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8023 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">398</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8024 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">435</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4789 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Derivatives<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8025 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">5</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8026 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8027 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-44</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8028 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8029 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-39</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8030 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1432 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Tax credits and other <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8031 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">500</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8032 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">488</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8034 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.75pt\"></span></span><span class=\"ps8033\">-165</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8035 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.75pt\"></span></span><span class=\"ps8033\">-214</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8036 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">334</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8037 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">273</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5775 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-2dae0141 ps1\">Total before offsetting<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8038 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">2,487</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8039 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">1,384</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8041 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.82pt\"></span></span><span class=\"ps8040\">-3,128</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8042 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.82pt\"></span></span><span class=\"ps8040\">-1,462</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8044 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-642</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8045 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-79</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps276 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Offsetting <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8047 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.23pt\"></span></span><span class=\"ps8046\">-2,313</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8048 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.76pt\"></span></span><span class=\"ps8002\">-1,159</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8049 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">2,313</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8050 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.8pt\"></span></span><span class=\"ps7659\">1,159</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8051 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8052 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2293 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8053 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.4pt\"></span></span><span class=\"ps7865\">174</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8054 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">225</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8056 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.36pt\"></span></span><span class=\"ps8055\">-815</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8057 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-304</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8058 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-642</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8059 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-79</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8062 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> continues on next page</span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> Income Tax cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Change in Net Recognized Deferred Tax Assets and Liabilities</span></div><div class=\"ps8088 ss13\"><div class=\"ss549 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:330.75pt\"></td><td style=\"padding:0;width:86.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss757\"><div><div class=\"ps8 ss756\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8064 ss758\"><div><div class=\"ps2498 ss400\"><span class=\"f charStyle-99bfcfa0 ps8063\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7911 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of January 1, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8066 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:69.04pt\"></span></span><span class=\"ps8065\">351</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3074 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Business acquisition<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8068 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.16pt\"></span></span><span class=\"ps8067\">15</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Recognized in profit and loss<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8070 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.47pt\"></span></span><span class=\"ps8069\">-479</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Recognized in other comprehensive income (OCI)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8071 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.75pt\"></span></span><span class=\"ps7038\">8</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Prepaid withholding tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8072 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.16pt\"></span></span><span class=\"ps8067\">17</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8073 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.75pt\"></span></span><span class=\"ps7038\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6226 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8074 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.16pt\"></span></span><span class=\"ps8067\">10</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps3809 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8076 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:69.27pt\"></span></span><span class=\"ps8075\">-79</span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2285 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Business acquisition<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8078 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:76.24pt\"></span></span><span class=\"ps8077\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2606 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-ac370e2b ps1\">Recognized in profit and loss<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8079 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.47pt\"></span></span><span class=\"ps8069\">-532</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7381 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Prior year-adjustments booked in equity<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8081 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:69.59pt\"></span></span><span class=\"ps8080\">-34</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8082 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Recognized in other comprehensive income (OCI)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8084 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.69pt\"></span></span><span class=\"ps8083\">11</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4803 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8086 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.71pt\"></span></span><span class=\"ps8085\">-7</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps3157 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8087 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">-642</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4376 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> continues on next page</span></div><div class=\"ps234 ss13\"><div class=\"ps538\"><div class=\"ps4\"><img alt=\"NOTE9.jpg\" id=\"i-51\" 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\" style=\"height:426.61pt;width:422.25pt\"/></div></div></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> Income Tax cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Tax Loss Carry-Forwards and Unrecognized Deferred Tax Assets (gross amount)</span></div><div class=\"ps8088 ss13\"><div class=\"ss765 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:189.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:88.5pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss760\"><div><div class=\"ps8 ss471\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"6\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4480 ss761\"><div><div class=\"ps2498 ss413\"><span class=\"f charStyle-99bfcfa0 ps8094\">Tax losses carry-forwards<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8096 ss762\"><div><div class=\"ps2498 ss368\"><span class=\"f charStyle-99bfcfa0 ps8095\">Other tax assets<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8099 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8097\">Expiry within 5 <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8098\">years</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8101 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8100\">Expiry 5-20 <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8098\">years</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8104 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8102\">Indefinite <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8103\">expiration</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8106 ss763\"><div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8105\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8108 ss763\" style=\"overflow:hidden\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8107\">Of which is <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps4220\">unrecognized\u00a0 </span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8110 ss763\" style=\"overflow:hidden\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8107\">Of which is <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8109\">recognized\u00a0 </span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8112 ss764\"><div><div class=\"ps1727 ss368\"><span class=\"f charStyle-99bfcfa0 ps8111\">Unrecognized<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8114 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8115 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8117 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.46pt\"></span></span><span class=\"ps8116\">5,150<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8119 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.05pt\"></span></span><span class=\"ps8118\">5,150<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8120 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8121 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.46pt\"></span></span><span class=\"ps8116\">5,150<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8123 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.95pt\"></span></span><span class=\"ps8122\">735<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">Europe excluding Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8125 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.22pt\"></span></span><span class=\"ps8124\">1<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8126 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8128 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.98pt\"></span></span><span class=\"ps8127\">341<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8130 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.97pt\"></span></span><span class=\"ps8129\">342<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8132 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">342<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8133 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8135 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:70.01pt\"></span></span><span class=\"ps8134\">113<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">North America<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8136 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8137 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">795<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8138 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">642<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8139 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.05pt\"></span></span><span class=\"ps8118\">1,437<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8140 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">739<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8141 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">698<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8143 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.19pt\"></span></span><span class=\"ps8142\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">South America<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8144 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8145 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8146 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">802<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8147 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.97pt\"></span></span><span class=\"ps8129\">802<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8148 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">802<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8149 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8151 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.48pt\"></span></span><span class=\"ps8150\">123<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6226 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">Asia Pacific<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8152 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.98pt\"></span></span><span class=\"ps8127\">712<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8153 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.98pt\"></span></span><span class=\"ps8127\">138<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8154 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8155 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.97pt\"></span></span><span class=\"ps8129\">850<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8156 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">850<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8157 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8158 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.95pt\"></span></span><span class=\"ps8122\">269<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps3809 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8160 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.59pt\"></span></span><span class=\"ps8159\">713<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8161 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.97pt\"></span></span><span class=\"ps8129\">933<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8163 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.43pt\"></span></span><span class=\"ps8162\">6,935<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8164 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.05pt\"></span></span><span class=\"ps8118\">8,581<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8165 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.43pt\"></span></span><span class=\"ps8162\">2,733<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8166 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.43pt\"></span></span><span class=\"ps8162\">5,848<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8168 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.55pt\"></span></span><span class=\"ps8167\">1,240<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8172 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_424\" style=\"z-index:1\">See note 19</a></span><span class=\"f charStyle-15433314 ps7693\"> for more information about tax </span><span class=\"f charStyle-15433314 ps8171\">provisions</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfIncomeTaxExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-359": {
   "value": "<div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Deferred tax assets</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The deferred tax assets are recognized only to the extent it is considered probable that future taxable profits </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">will be available to utilize the tax losses and credits. The forecasted future taxable profits are based on firm </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">orders in the backlog and identified prospects in addition to expected service revenue. The forecasted </span></div><div class=\"ps844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">taxable profits reflect organic growth only. Other parameters in the assessment are the predicted long-term </span></div><div class=\"ps845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">investment level by companies in the renewable and oil and gas energy sector, mix of projects and services </span></div><div class=\"ps1352 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and level of operating expenses.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Deferred Tax Assets and Liabilities</span></div><div class=\"ps8060 ss13\"><div class=\"ss755 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:257.25pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7976 ss751\"><div><div class=\"ps2498 ss592\"><span class=\"f charStyle-99bfcfa0 ps7975\">Assets<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7978 ss751\"><div><div class=\"ps2498 ss592\"><span class=\"f charStyle-99bfcfa0 ps7977\">Liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7980 ss751\"><div><div class=\"ps2498 ss592\"><span class=\"f charStyle-99bfcfa0 ps7979\">Net<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss753\"><div><div class=\"ps8 ss752\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7981 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4578 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7982 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7983 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7984 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7985 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps1411 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7987 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.32pt\"></span></span><span class=\"ps7986\">118</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7988 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">24</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7989 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-38</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7990 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-62</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7991 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">81</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7992 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-39</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1413 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Pensions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7993 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">180</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4589 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">190</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7994 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7995 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7996 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">180</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7997 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">190</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4068 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Projects under construction<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7998 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7999 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">33</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8001 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.7pt\"></span></span><span class=\"ps8000\">-2,866</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8003 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.76pt\"></span></span><span class=\"ps8002\">-1,167</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8004 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.7pt\"></span></span><span class=\"ps8000\">-2,866</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8005 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.76pt\"></span></span><span class=\"ps8002\">-1,134</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7323 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Tax loss carry-forwards<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8006 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,280</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8007 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">209</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8009 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8010 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8011 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">1,279</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8012 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">208</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4986 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Intangible assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8013 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8014 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8015 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-14</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8016 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8017 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-10</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8018 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-9</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7938 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8019 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">399</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8020 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">435</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8021 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8022 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8023 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">398</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8024 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">435</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4789 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Derivatives<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8025 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">5</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8026 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8027 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-44</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8028 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8029 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-39</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8030 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1432 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Tax credits and other <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8031 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">500</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8032 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">488</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8034 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.75pt\"></span></span><span class=\"ps8033\">-165</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8035 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.75pt\"></span></span><span class=\"ps8033\">-214</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8036 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">334</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8037 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">273</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5775 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-2dae0141 ps1\">Total before offsetting<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8038 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">2,487</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8039 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">1,384</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8041 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.82pt\"></span></span><span class=\"ps8040\">-3,128</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8042 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.82pt\"></span></span><span class=\"ps8040\">-1,462</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8044 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-642</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8045 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-79</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps276 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-cb0bd68b ps1\">Offsetting <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8047 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.23pt\"></span></span><span class=\"ps8046\">-2,313</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8048 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.76pt\"></span></span><span class=\"ps8002\">-1,159</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8049 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">2,313</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8050 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.8pt\"></span></span><span class=\"ps7659\">1,159</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8051 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8052 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2293 ss754\"><div><div class=\"ps424 ss752\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8053 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.4pt\"></span></span><span class=\"ps7865\">174</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8054 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">225</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8056 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.36pt\"></span></span><span class=\"ps8055\">-815</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8057 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-304</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8058 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-642</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8059 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-79</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8062 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> Income Tax cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Change in Net Recognized Deferred Tax Assets and Liabilities</span></div><div class=\"ps8088 ss13\"><div class=\"ss549 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:330.75pt\"></td><td style=\"padding:0;width:86.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss757\"><div><div class=\"ps8 ss756\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8064 ss758\"><div><div class=\"ps2498 ss400\"><span class=\"f charStyle-99bfcfa0 ps8063\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7911 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of January 1, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8066 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:69.04pt\"></span></span><span class=\"ps8065\">351</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3074 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Business acquisition<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8068 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.16pt\"></span></span><span class=\"ps8067\">15</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Recognized in profit and loss<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8070 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.47pt\"></span></span><span class=\"ps8069\">-479</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Recognized in other comprehensive income (OCI)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8071 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.75pt\"></span></span><span class=\"ps7038\">8</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Prepaid withholding tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8072 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.16pt\"></span></span><span class=\"ps8067\">17</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8073 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.75pt\"></span></span><span class=\"ps7038\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6226 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8074 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.16pt\"></span></span><span class=\"ps8067\">10</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps3809 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8076 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:69.27pt\"></span></span><span class=\"ps8075\">-79</span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2285 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Business acquisition<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8078 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:76.24pt\"></span></span><span class=\"ps8077\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2606 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-ac370e2b ps1\">Recognized in profit and loss<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8079 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.47pt\"></span></span><span class=\"ps8069\">-532</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7381 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Prior year-adjustments booked in equity<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8081 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:69.59pt\"></span></span><span class=\"ps8080\">-34</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8082 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Recognized in other comprehensive income (OCI)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8084 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:75.69pt\"></span></span><span class=\"ps8083\">11</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4803 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8086 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:74.71pt\"></span></span><span class=\"ps8085\">-7</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps3157 ss759\"><div><div class=\"ps424 ss756\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8087 ss401\"><div><div class=\"ps424 ss400\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.99pt\"></span></span><span class=\"ps7154\">-642</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4376 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> continues on next page</span></div><div class=\"ps234 ss13\"><div class=\"ps538\"><div class=\"ps4\"><img alt=\"NOTE9.jpg\" id=\"i-51\" 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\" style=\"height:426.61pt;width:422.25pt\"/></div></div></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">9</span><span class=\"f charStyle-15433314 ps6828\"> Income Tax cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Tax Loss Carry-Forwards and Unrecognized Deferred Tax Assets (gross amount)</span></div><div class=\"ps8088 ss13\"><div class=\"ss765 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:189.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:88.5pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss760\"><div><div class=\"ps8 ss471\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"6\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4480 ss761\"><div><div class=\"ps2498 ss413\"><span class=\"f charStyle-99bfcfa0 ps8094\">Tax losses carry-forwards<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8096 ss762\"><div><div class=\"ps2498 ss368\"><span class=\"f charStyle-99bfcfa0 ps8095\">Other tax assets<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8099 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8097\">Expiry within 5 <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8098\">years</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8101 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8100\">Expiry 5-20 <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8098\">years</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8104 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8102\">Indefinite <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8103\">expiration</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8106 ss763\"><div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8105\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8108 ss763\" style=\"overflow:hidden\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8107\">Of which is <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps4220\">unrecognized\u00a0 </span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8110 ss763\" style=\"overflow:hidden\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps8107\">Of which is <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8109\">recognized\u00a0 </span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8112 ss764\"><div><div class=\"ps1727 ss368\"><span class=\"f charStyle-99bfcfa0 ps8111\">Unrecognized<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8114 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8115 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8117 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.46pt\"></span></span><span class=\"ps8116\">5,150<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8119 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.05pt\"></span></span><span class=\"ps8118\">5,150<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8120 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8121 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.46pt\"></span></span><span class=\"ps8116\">5,150<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8123 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.95pt\"></span></span><span class=\"ps8122\">735<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">Europe excluding Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8125 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65.22pt\"></span></span><span class=\"ps8124\">1<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8126 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8128 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.98pt\"></span></span><span class=\"ps8127\">341<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8130 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.97pt\"></span></span><span class=\"ps8129\">342<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8132 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">342<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8133 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8135 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:70.01pt\"></span></span><span class=\"ps8134\">113<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">North America<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8136 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8137 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">795<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8138 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">642<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8139 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.05pt\"></span></span><span class=\"ps8118\">1,437<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8140 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">739<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8141 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">698<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8143 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:77.19pt\"></span></span><span class=\"ps8142\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">South America<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8144 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8145 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8146 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">802<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8147 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.97pt\"></span></span><span class=\"ps8129\">802<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8148 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">802<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8149 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8151 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.48pt\"></span></span><span class=\"ps8150\">123<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6226 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-cb0bd68b ps1\">Asia Pacific<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8152 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.98pt\"></span></span><span class=\"ps8127\">712<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8153 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.98pt\"></span></span><span class=\"ps8127\">138<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8154 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8155 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.97pt\"></span></span><span class=\"ps8129\">850<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8156 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.45pt\"></span></span><span class=\"ps8131\">850<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8157 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.69pt\"></span></span><span class=\"ps8113\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8158 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.95pt\"></span></span><span class=\"ps8122\">269<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps3809 ss474\"><div><div class=\"ps424 ss471\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8160 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.59pt\"></span></span><span class=\"ps8159\">713<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8161 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.97pt\"></span></span><span class=\"ps8129\">933<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8163 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.43pt\"></span></span><span class=\"ps8162\">6,935<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8164 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.05pt\"></span></span><span class=\"ps8118\">8,581<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8165 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.43pt\"></span></span><span class=\"ps8162\">2,733<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8166 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.43pt\"></span></span><span class=\"ps8162\">5,848<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8168 ss374\"><div><div class=\"ps424 ss368\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.55pt\"></span></span><span class=\"ps8167\">1,240<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_424\" style=\"z-index:1\">See note 19</a></span> for more information about tax",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDeferredTaxesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-360": {
   "value": "<div class=\"ps241 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps236\">Note </span><span class=\"f charStyle-8b50b64d ps6613\">10</span><span class=\"f charStyle-8b50b64d ps8173\"> </span><span class=\"f charStyle-58d2db5a ps8174\">Property, Plant and Equipment</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Property, plant and equipment mainly relates to the yards within the Renewables and Field Development </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">segment. Property, plant and equipment also include furniture and fittings in office buildings.</span></div><div class=\"ps8175 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps8177 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Assets are normally depreciated on a straight-line basis over their expected economic lives as follows:</span><span class=\"f charStyle-8e659db2 ps8176\"> </span></div><div class=\"ps8178 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Machinery and equipment: 3-15 years</span></div><div class=\"ps2735 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Buildings: 4-30 years</span></div><div class=\"ps8179 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Land: No depreciation</span></div><div class=\"ps6766 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Impairment triggers are assessed quarterly and impairment testing is performed when triggers have been </span></div><div class=\"ps6767 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">identified. </span></div><div class=\"ps8180 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Judgment and Estimates</span></div><div class=\"ps6684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Judgment is involved when determining the depreciation period and when assessing impairment or reversal </span></div><div class=\"ps6685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of impairment. Impairment is assessed for individual assets and for cash generating units. The impairment </span></div><div class=\"ps6686 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">testing involves judgmental assumptions about future market development, cash flows, determination of </span></div><div class=\"ps6687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">weighted average cost of capital (WACC), growth rate, and other assumptions that may change over time.</span></div><div class=\"ps8181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Commitments</span></div><div class=\"ps8182 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has entered into contractual commitments for the acquisition of property, plant and </span></div><div class=\"ps8189 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">equipment amounting to</span><span class=\"f charStyle-15433314 ps8183\"> NOK </span><span class=\"f charStyle-15433314 ps8184\">12</span><span class=\"f charStyle-15433314 ps8185\"> million</span><span class=\"f charStyle-15433314 ps8186\"> as of December 31, </span><span class=\"f charStyle-15433314 ps8187\">2025</span><span class=\"f charStyle-15433314 ps8188\">, all of which is expected to be paid during </span></div><div class=\"ps8194 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">2026. Contractual commitments were NOK </span><span class=\"f charStyle-15433314 ps8190\">133<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps8191\"> million per December 31, </span><span class=\"f charStyle-15433314 ps8192\">2024</span><span class=\"f charStyle-15433314 ps8193\">.</span></div><div class=\"ps7855 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">10</span><span class=\"f charStyle-15433314 ps8195\"> continues on next page</span></div><div class=\"ps234 ss13\"><div class=\"ps538\"><div class=\"ps4\"><img alt=\"NOTE10.jpg\" id=\"i-52\" 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q3wnkkrSttk7yKpqAPiQa7goGtTTr7iWFwy4t2zx/I9ocOwha8ZX8ZikLXYaSQeYxon7BRxlop1AKQQn3HsCa1ASr0/rToiMqhirRtDSkrSrX1SoezdBQKINACk/69YazCrIhH4JVtOgrr6aAmida7hrTrOympAOHzVme2qiVa7VUB1OtTUEmgNFV/wBetA8K0DpC/qWvQkqQEkkn5hQ9xT3ND+WvW+NJ1FOlegqLjg20ApUFVSDrTdr+B16zrWkCLxruSVLSpspICQRqE1oBUKSqgGv4e3WVlQq8QlqSraFVG4K2mvx+oTSnprX163gi8aR8uQ7vplQ1cmwl/adxYFW3EEf8pTv2o1rp6+gHr186/wDuO+XTuP2rtd7a1XWl0xTyC8eQx7V5Cu//AGLvTFuk9icC5urpQs8rWr7nFYzq2wft3XAVUCqEo7qSCaE/JFPcga9fNP8Axb3KTYfvPtM7vlkJZmjSSRmc+YHxSu+ec7dt15buozkGr7OIq3MHitzsESpQB7tsQtNfkNW21LRqKUFfXTTr9Hdu9stux4+VzG+8CvBs8Wi8JcO817viasLF4ztkn4xPR9rGt/3R7rjAq6soeQENg0rXcv5CtB05EdMhA4cOlTLkMfbtLgc1FNP4tzdeOXSx3y2uITMtktMqG4sJLbaVMrYktOtiinY8qK6ttzVJ2q0IND01eRturd9vKToc1MO1R6wUIodbPfbztmYMWOBafUhCciMDRj595Kw8gwu42e2QjAlXeI9brhKRKLim4khrtyhCCW0raW+hSkEq3FCFEip1FVsdgfb3jZpXAsYQRhxGS9lWO+31txZOha0tLwhK8OKccfhQD3qYmQ4st7WyAAG9qQ2uidqCgp99o19iR1bqq7mNc4FCmfT2VBJQ3KJIJKqg6aqoPTUflJ62uFJdECe7mVrErjEk7kkUBAAB9dvxAr61H+nWLWmxIO8hdWKeihOqtoBprX8igRQj3+KSfw16xfbWjByyPu9dYWU2kJcpt99An6flKvSg6zrTrGBjQ0cKrbJYTim1EKoCgg190UIOuulTSnrQ9IJ91OBcDzoQ8wjqjXdalAAblII1TRahoCQRqD9OvkL/ANyon+47On/1Pb3CTXqf7Gj/AO5U7cu9WMtsZU2S22lOu9op+gG//DX/AJhqfXqlf9ucGT7ibkP/AMSzsTS6i33jVvlhvV61f1ktC0NsldEqpu9agEg0FfRK6kmnoB19qmhoJHGvI5Htq17Jbqbd1D7qGh0IAINNNqq/XTpa1o8qlf2IQaD1qFKpUpIptqfeqesUpSHBThXCwnVJSCVaV2muhpUA+4HqOltKVpErGzmU7CKkUr9dprodB70/49K+NYAVwzqJXhtoNJQRUkHbtI9ACaFQ1BSBpTrM6UI1CnAVWd1DaG3KbikpKQFVqFGh3UPoDTX106w5LTgAaCmfp76FJtbcrk6c8EVTDRISKGqEqZZbQPpt2qUfXSvp0rKL/mqO4I5ByrN3p5lAUhSCQVfEH8yiQVCqqnaQPYGnTT3YJUiMOkAaMEFBn5By1uxbLbGh/wDUTm0gUKapQvdvCa0GxRrXTrxB/mnu30nlPbttVGSzOcQuYYCcu0V3P7QWuu7uZ83BgHtKVk4DCI8GEz6JZispUFAV3bASSU0OqjU+nXxwuZHSXEj+Lnn416cDdIHICs7AaL7vZV/mFpBAoSFj0JrUGgPp9OvVf+F+xf3j70206Ky2gc88UUgIOpC+pa559zrz6PynN/U8hv8AGm5cLXm7SuGrpbLfbpUl5q13COytCVONuIbtoYQpNBrRSfTUn06+2l21z9wa9TkMOWCV41aGNge1AuXtrweKnB2Ff7bzPk/k+yN3li932TbI+5K3k2VCJBjPtSGQsOx1yHKbnAaNn8NeqB50ubiMx20bnsYx2pxaUxRAvT3UR2b6Q2zppm6mtGkKckOaDrz4VBfKvg3FOIeRsKu2JMtiy5dCckfb7kOfZz2wH2S2ofJSQyrbU1oNfXXqV5Lu55nPgmfrMTmlp4o5VB541K3OJsRLWYRuYHDoRy6GsdAccVRalUAQj4ppoooHp61B9j/w66QlV8R441IktIfi3Fl9bbbT0CUhxUlao8dLXYVRTr6a9kbtAr03lIVQVPTbxhzp2A/usdx1UMPFBzHJMcw7jS3F+ZYMDvnIWRXX7mImNKYlvybo621c0x9zDMysobggduigoa16W8tZbvH63MaO1HAj2UNvIWR7hDdD9Buuwaog0n1jDtpEd/8ANflrx2wflDijELHiiWc3Yu0GXlc9h5V8tyXnpUffHq08hwNJeOiiCoJTQinQ8zmMODmg6XFCvXiOONTLaSeO1HgOawSMaD3VcAQMjww6cTS3/Gq45W3yBFdfvlyuESTJL0lmTIekM725KXFKjocUtLAcdJJQmgUTr1HZcOE4jXF2JFJexAmQQ+4YVuO/+ndfalfybc1S26Vf8Ms0UramiSpPM/AKTQ1OooKjXXqL5nAG2tA//eB/6H0a8rqL6VeMa+9lbuXVCq9VzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWV+ZLN534axu/zsbzHOrfZsggKS9ItMx1luQtslxtp2ji0qSkLBSND+PXsG68wbTt7zb3ErWTBqofj2V5kttp3C4YJIWtMS88siiVlR5R8FNtNMw8ut7jYoltEdxoISKU2IUhKkoCq+p0UKEa16Cv8ANeyBxLp2lx7V9dSR5e3WQEuGPPP1+qsW55VcR29yXKfly3YjKFOuyUtunaEp3BLdU6AIFdwNKjpl/nTaMWgPLQM0w+GVON8sXqNBJDz0Ce1fjVcyv5D/ABrZdLzGRuKQ3VAbajuuvLcqCpQFNBVNNfT116gyeetoDe417vVUgeV7oAF0jQOfD1Y1MWfN/BrljkvLbHa7hcbHAYS6tYZS2tVN3bUhKlHelYFARRVSKdQXee4GjUyF2nrU6PyjI8AF4Ljy4p21TUv+Ufj51TYhcfZTJeQsIUkW99K0qSo71VUgGoUPT39Oov8A+kDTjHbqO2nm+TQc5Sp7fyouvHjm+6eQyLheYuPrseNRY6ChUhX/AHZmKBpG7IG4LaVXepVdDQCvRDbvMt1uhcZI2sgaMEKknh6eqhW47HDtwABcZMMfXj+dU3fvKfNrd5sY145WC2QXcbk20P3ye+pSpiVqeDbbLCCFNhmilFalncT6DTpqbzDdf3mLboAPALAXHquOH8acZsNt9Abtz3awPlAzOkuJU5JyANd3nPzxmHj8xhIwkxI8jIMh+wmlxLri1REyHEbWSyoKSFNo+XqQB1K8w7vdbVaxTWpGt70KhT6daY2PbYr2QiVMGk9iH3Z0HOW+UnmPNmsnE7LbJMCXGaeRKWypG1LtF7QncolCUq9CASeqrdeYPMErv2XI1OGFWmHy9ZMIIi1BOI9PVXpw/lTzNvN2jjNZ8G22Fe1chcBbTL/ZBFW1VJcKVJ0CRr7dDjuO+yH9+V6dtE49jtGuDhCzR1OPsrsz+9eUU+7yZON81R7Hjb7SEhqa6lLoU0CPkVFLoDaSB2yCB6j3HUe4ud2XUychnb+HSpUe2WkZRkbByRqp7ah9lvHJWNznL1yPzgMos8dpx2Ta4jkjuLcbRuApG2IeSsD/ADNBofXqGLm6XVcyucPXUwbex/ciYCvNgGfX31Rt/wDLLj24THoTdzyUyVXBbccMuT5L61qWG0MtMIUgqUo0266dRjukL+6C/WvBSeys/tLoi572MEYzKADDitNA8V+EbXnVni8pZvb763bH1g2eyX5ooTdFM7HStTbxL0llpYG9dAg/lBPXR/K2z6427jdtJa4d1ruKH5k5dufCuf8AmXdo4WmytmjxSeGQBCK5OPJvrNGllOb4Jht2x3H73MTFuuUykW20wI6UFwL+KWozbCQaq1G1AAomo9ur/Lfw27mRTvDZJMGD+rhwqkQ2dxcAysQsBxJ9qnkOvOqE8wefWvFviyTnUKyuXycmeiBFgIWGgp9xxtojeUrSyEqc1O1R9hr0M3rfP7LYuvnMMjmjJUXEBKMbPtf93uW27XBoJAxyx4noEq6eEcilc08XYDmsuwKg3HK7eJc21p2hTbbrKV7G0KG3coLpu9CoaDrZvzc2TbmQaA5oKclqJNaNtrp0ESu7oI9f5cOlKg/kty7PsKzK14hb5t4tGGyIe9yZb/uWESpKW2yiCqQ2P0tySqvoVEU653v085n0Au8BSuaLwHZxq4bNBZutw+UM8ZMNRzPH1ivv+Juz8pXbmCfPivX/AP8ALtiPGkXNu4vTHYK3e6vf2BLWrth9B2mv510I16b2eO7EjvCDvCAK8lTL10nd32YZoZpDgBlkccE5kZdtPB5r4jzzjrzPxrysw2JM/wDL2DxV+3Zr23nExmnGpTM37tyMD2XSylpe5agpSVU6TJBHcN8eR37yoRkSMwV9x6U/tz5Ir0Frf2RF/wCYcE6jFTke2hv814LGOZVwf5+cbOfbM29yBGzN+ACGl2SbJZXIdlqbNSqBIIWkKqCgq9B0JuGeEwvkQsaodxwPKrcFdonhwOnAfHUfcedQ3zj4l8TuR7ZjXlHlVkutyh51Zm0TpljjNSY0W4PBsyw+6lSENn7lYWhX+AV606iOdDBGHTD9sIFRVHZ7lqd4cd1MGlgMjwgKkKUQDryrv/j05HwBq1X7gyFcnpNqfS8rH2brJZU6i2SkvfatA73Euu9urZp70+nRy3u4rlgbADqYBmEw4DsFD7mxuLYmZw0x6cgcRghw/LLCqp8r+H417x/MuHWLS6zkUu5rvOM3NTzMaE2pSE1VRQL++KtKXEhJ+SFkHqZevtY7V9qyEPmmiwJPykkaiOOppCjhpJFQrFs+tkpfpia5uYza0qDyCgouYNVn4o8XcS+OOWZA9yJli7hyFyVisDD7dZ7etQlOTZbzgYENlhL6kFualAWXEpC29UmvUjyVukPl+a6llclzKxoajdSluoof9IXGnfMUDb0wvKlrGv6adRDS7qSMAvXCvDiHAqvE+4qzm/4q3f8AHP32OZrl3ZKnBDvd4acQ5FYkFDy2Y7z6kpeIO3TcKV6qk9sLfanhpImccxmC4k4dF45pUr6pzX6Wd6JpARUJaAAh5dmRzpp2PW/hK7eZvCnPWJTLLYrBiHFmUP3hM9cRLolXK0sicqeH+0mhTHIRvAG5ACAQOoflXbr+W6c+VTKw44YJzU5f6ielD/MO429mImzFrYnAo5U+YIG/6s8AOdMX8BuTx5Z2zylaVf2J1uxvlGeMTlQ1obYcht2aUzDXGCSEFLW9BXt0Kur1vV9E2+tLmzLXRMb4biFcCdQ1BePbVK2Hbrh1le21+veIkYoQhNRGGCBEI6U3DGcLfufCWK31ElCLljUKKme6lWkxq1fetykqVXepMhtZIr7jqLu9xp3iSIAiJ7lHRR+FGtjj8XZorjDU3WD1BcaGpC0uJQ6lJ1SDQpAICjUp9P8AEEf360qYcKINBwJ4eh/hXYWmwDoBQH1Fa/iVDUJJ/DrSmlIEQ5VhblFJ+ZGgJr6gVAJpX19Ppr0ppwSmZGlVzFVzfISXUrYdQC2+ytpxB+Sil1JQ6CR7FKta1JHTgaVU0hrtLw/kaEbiqA7iue5fhkoBKXn3ZsFKgSFuRTXY1u0SlcJyp/EdEp2+JCy4yciGkR6Y5HRnEatQT0xz91XdmcFu4WJ1pQSU9tSVDQlJAPbVpr8Sfb1r1wf/ACH8ixfcT7Rbv5cka18ht3uYHBRqDSh6J0x5EZ10D7d7w7aPNNvO46WSuDTwzOAProQtikLUjUEKUhSTShIqn00qrQ6f69fl3u7eSzuZLS4CTxPcxw4hzSQ4eoiveDHlNbcjQSeY2OrFux/MYyaP2mWw6+tNd57TqWypSk6pBbNSfQgdd6+w+9vtdxm21ri17grDycO8E7CKE71EJLcSuC6VB5ocfZnRBcB5Ei9Yta323SpX2zRWdE1KfgSUmpPyoKD26/QX9nvMg8z+RNv3IkmUwNa9f6mhDXi/zpYGw3u4t9OlhcSOSHGjRxiWdiUkgbSDSuqk+5KjQUKdaDrrXDpVLBWrltUtKtgqkgBIAC6/mSU0J/xAI16w44cKwkopyqwIO5QTU6AAK+nvUCnqD7n+3WcK0xyipYxrGQVU3pBoDUgj/mJpUkD29q9JJCoK24hclrtS18UgDbroRpXUEoKfoa9bFJYFJPD04V2FkhsKAUDX0IPxJqNPQEgDTrfvpDgRkumsnGiNus71Eg7a+oJSVinuD7jpBchSlBoQYVHLtAXsWEqFADT1qdqgdfqAPQ+uvS8xWjGeGVD9yJbQ5bZSgmpCVVAqUpRWu1QNKpFK/XrzF/l/sB8wfYzdYWNWWKMvHYApPYAK6b9pr36TzVEMEkGmhazSGqVh05J+QZLLhrQ6KKkLASfRSkq/qevhV9truTaPPW0bg39N5GF6khF6c69c7mzx7C4hGJdC7D1Y1KeIXG5uCRwFFKm4zrBTopCltBTW0hVCDUag6adfpU8s3Qvdgs7oFQ+Bh9aIcq8F7xEYN2mjIyky7cUqQXSc5Gx+M+44wliFKUVPI9UNhsKW2htKRt3LRqQrXTo/GB4qYYim3lbfHIH8aKriDkO3ZFb3TDuDLq4zaA8A4n9MFCCEFW6g+PpTp2dmhw5EegoXGpkcwLgePX8KuxV9QhkuPzWWm94SFuupS2VEH0VUVJGv9OmUJyxp5rXE8UqPzspsESbHt028wWpkwb4rK32gpdaFKgSvQL/D+vWBrtJIBwzp3wHkKwGvC9leOJnrtq71b03BsEqjqlNJUCAFKG7fTeAa69YWu060OjnSRDKmotOmox/5l4I+9LjNZXZy9D3l9P30ZJQEEpcUg9wlSUkUr6E9b0PCYHGsdBICAnFM/Rah1+5f41tENU+4ZlYmY3cDYdFyjH5qUSACXKE0FfWvWaHqhBB64fGtMhe6TwwmpOfDnzqAzefeH0SIMVWfWJb1y7K4aWbgwtbofO1lPbS4pbncVUUTU6+nWtLnAnBBmv4VJ+nfoLkAa3PolZe9XGFOhNy4MluQw5823mnEk+tPy1qEpJpT36bORB5UywHUG5UIeeyQu71S4CruuhYBqSaUFRQ0WaGtK/26+Qf/AHKNJ3PZwMw4+pGGvUn2PAO23IyOr4msVZppjS2zXQuMippvSVEgbSDVSq6/gOqf/wBuEAeftzk5Qs+D6K/eXDy6xf6yKJiy3BtTbG5aFABG46j5UANaGqak+h/v19owcVHOvJUzSHLwT31bdjktKSo7kj8hNSAoAV2qNfYjQH06eUOwFMpUiEiN6KeSlXpXeKlAAUokitf/ALj0sLmK0GnOv4p637SVzGx7KIUgrSkU27qkqp/9/raFcqxwXCsRMmW0ghMttdKEEEKQDUCoFdTr+I62CelJDXA6gmVQi+Tom1QD6akFVBRKKIGpSQan8P8ATpXBBnSj3WIPmqp8huMZmK+tKgdCuhpWo/NQf0NdSB1vpWMDtOPqFCVjl4YGSZFcHE1StLiAQApG4yjQq11JQn19x/p0pyBorehz1DR3qxGTZi2twNpSCAVJUU+tAAEqqkeiaev49MuLQ1eNPxxaUfhlx4H09VCbyLdF37MLBA0LbTqXHBTdtBKQkKUT9fX306+Zf+cm+6t3tNraVbBbOf2OIATtKn3V6V+z9mG2L7kjvySIewemdWmUjuBKB8UoANCPUUABPpRQFAf7dfLsE6VdmTXeSEwGVfTMxcKbHQlBWFKQDp9ASQk+oJGnX0Z/7fWwNuPMG7eY5B/sxtY0pmpx7E1ZjHhXEvvTdiPaILIFTJJ7Ex9fSnKeKHJMC28VRIr8FLkqNGKHtyAC8l55/wCdNAC2n6gbqenX1Wvb+GCSJrgr9KH215ghtJO+W/1E49RnQVRuWeQLLm+f4tik6abFlF1m3OXiwbdkxGkyiSqRFZaC1RgNVLp+nvNeqhvFvZ7o0zXndiBPEIhPyngQuXHlT9uBAwNaUfxT9RGOXT31HM6yrkzJLxiicim3G4psTZYgRLm0tvsw3RTuodKe7IdWG0t7yKbRQUrXpOyMsrVRaEIXtXFThkOYqVI/xonGUldKdQOQHAURFtQ6qLHdUpKiplitB8AvYkqUDpQoqRT6dX8jFBQgpqIHCpExvKnWe5sC23Wi4AJASlxCmyoMK+Eg67QgiiyQOkP+U1jO6WrwI9Fqr/FXPLFxHxZz85kMFSGLdmd6jQHx/wDaHZF7juKRGjT/APqTlF9dXknRh13ZoE9LZa/URiRdLGNJPXjh8DQq+uvDuPDTUZJkB6vw/wDCM6RdmOAYbk1zzKBkeOw5/bu92Sl9bhakRmnn3XmglaUlCksIeoAv4lYr0MLtR1HiTU1pfE1sBQtaNPswwOfZ0qhsd4PwbjCdKu9gjynlzFgsuy6FtkKBR8FpSltb7e4lJFADr00y3If4hJLhlgB/Omy+HWI2BHBc3EpzQcB21sEf+nHlpm/yT8wP/ZmIr/8AIwzpvbuK2yhHNXj8B2lUGih8lVqdyj7U6GeYXE7YASpFwP8A0Pqw+W0F84D/AOh7e82t4bqk1d651lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK/Ly8sfCPFub7hC5ItkFu3ZrZ/1LouLHCVXFDdAZGxrX7d5NBITQhJAcTTUdd/3/bYtzibOwD62PI82ngTnhXCNj3MWspt7g/8ATPAROYKhccSFw48KFyzeMWB2ZLbcx6YJkRaVyo6lunY8kjuMKO5KFshSjtB02mvv1Tv7a2NxD3HWDj28qvyROjGgl0bgoK4J0qXzsBxKBHVFMZMxqQksPR3kIcakMn/At67UJT6610HSxEAUKmkst2Zoqc6gy+MOLoCluR8ExxLijp3YiVkkf56nancBp6Vp0jwIBiGhaf0ghCAnYPZUFzq23Wz4085iLUSy29hxanLbCgMpakbz8kvNLC9zS9BQiiSND1qe2d4RfGBpGY4+nSnImQ6tEgTvD+Q5filDpBzvJkP0P2TA3FJDdsiIIUk67lONrO4EU6Fl+kLU18LAEBd7act/G7dLhebBmd0u7zrzceZHjtIUG2m0dxxAqlDKEI3ACoPqerVsXiSWr3ji4fjVC8zhjZ2xnFP5/wA689q8bc6Y87b9z7OgoOHItzrUGesin3CSshIUalan1L+ATqNa6DQxabTOd0buDv8AbA+H50Cn3SOOxdbM+YqPaEw5clqgv5IUm85rw1bPmot3H7xST+QFHccDlEn5DcvWvqQK9L82s1ttouIcSnqqT5Ua9rXSEcv/AFVEYl5nobbZQs0bYbbSUp1KEISCrSvomn4dV5sba6KNOK4lazcddwdCVh18hZIPvUhFAQT+VKCfj9SanrCmVZqacBnVfZ5cJO1uAhRU4585CwAAEkhJIrq2pwf0r1DunIA0egrYIUE5enuoc+S3n7ZiN4klavhGUkCu/eAlQTRNfm5U6a16G3hSBxOVTwWkKPl9lWt/HZ4HXLk+5t8z8p21UHEbbKD1ot76VNu3aXuDiYjAcTq6tIq85qGm9B8j1YfKPlmNrm7vurDod/tsPEdRwHv4CqP5r8zBjX7dbkOeABhiFOZd0bwHGnicwckYpwdhT97uxhwTAhNs2OyRdqW2W2ElEFiCwn5ubiQEN+qlan69dLuLyC0tnXUpSFgy58gB7udcxtrZ17cCE4l7scczxxQ/klKT8ds6zHnry3tea5U4sMWlM9+020q3tWqM+8KL2fkTPcaALjhGh+I9Oqftu5T7lvYuZ2oAEaBkz28Txq2bjt8e37WkKGT9R5qEAwzA4c+NW1/Kw6yvjHBbMtQfRfM9t+9BO4uoNwjBaVJAFaUoa/26KebTq21jBmZGj/zCoHlb9udwdyHwo5uNbhdcU474r/2oExVtQIEBxltFGUwnWEdxICwVOJTT4q1UFga+3RScabURkAgMHwofKWO3B5OD9fuJRKurk3A+OMut9uk8l2KxXGGl8qR++KbadS8opWpO1VFIqsq09xrp01aR29yNErGOwBGpPXUZ0lxEXeG4+EpCZhTxTJffV0caYdhePQ7OxhFlx+xWCYuMG0WJlLbMtzQsKkPNVdkLCx8SSaV9B1Omjt7a0dFbtDISC7Dmcz1Kc+VQ3Sy3Fy2SQq4IOQwyQfwzzqRWDmi+8v4n5C8b5nY2rEvC7i5isEJWpP7pb5bJQ1PCFUKUrUtFW6EAJJPr1z1zInXLImtLQXJmvPHt41erNsofLI9wKIhHJw9iheHCgO8ZrlZcmd5a8HuXIypsAxZ9wxFmbt7smIttSTGjqdoFKKVlspAOoT1GuYNL3RPGAJ9bTkR25GrbaoWaWEOicFxOIIwKdvTI1kuH5XCvINv5G8DpOK3q0XXj+BPdszGRNMxpVySiM4u2ptoWpf3ZdjpVRSaapoSPToRcttmkxo4sagI6HkevpjROBz3fsMBa4MGkriqqo4gjn/Kkmw+VsM8bvINiB+xZTaL/AIhlCrPMirajsJetL0tITKU0uQC02nYFg+g2n69TLa+2izm0OimK5oQhGYKEqg9tM3H11/ZHU9ZGrxxDhgRlyrYG5tnYTyBwYnkaxYlMl5ddLPEdhXhLsdhiC8pgl5MuQla5XYShwlKmaqNAAerfaX23R2Uoki8QujcWkoGh6YOVNQ6gZmqjNa3YuhplLGNc1c1LFxGnI9vDM0l7ivhvLInkvh2XNZOvIbsi6WK5Q3ZJMZibKhTEPtwwHS+64FBlSC4obkqAPVHtzdRXrZIxrcBnlghyHPtq23ZtLjb3tmcWqihFyIRSE4oKL7my8NeRnKjPGefZ1HtXImJQ1SHOPbfKSiTOtNodQu0zbhFhmshu7R5adjgIQO2D+brq3lnZ9q3iP6C7a0zvjD3M1DWMUa7DFo/pPNc6pe739xayidkhLvGQHRgO4rhii6RicyhyoYMJ8Wrj5CXq993lpvHLk9lk7GbPhibyqGp+DBuUm09x9hiR9689Z50JSJDcpKEfqIKPzagXeWLO8u7uSCbRZCZ4YxjiFYw6TrHzEhwx1BCcaFXXmP6dtq64a2S4e0AKwEtJKtcFw0uBCEYinF+AeL5d4f2a7Yo9cDIRJu12iXJ+3h2PHlx5LMd2GZ8U1dhzYq466pWU6KqKhXUzbbCzt422Dm62gqCRiCv8UPtofvNzLcx/VQHTMJgHAFAQQhxHTED1U/DBuW5yLbKwdt51MK7wzNYWupbbTNtS33G2h+XepYpT01rTqFvVjGJPqAO8wlp9qe6i2xT6bdtswnwns1VjUsFCUADaABrpWlKp/wDu9ugQqzJwFfZoNtVUr8qgElR9FEClaa9Z2VuvBJ2rb2nQp1rU0SDqNopSoP19etg8eFIeFRvoKg9yZqFfEgp2nQCtaUr66BQ9OnNZBWmPDJwK0HvMBcxHO8YzeInYl9bDE1SSobzGUI7wKh7qiO66A6fTonbP8SB0Lu2mZgYpGTAYp6ArVkXS4PSoCy1VbchsONqBGztrSFpNU0JKwfT8eh91aw3NtJaTYxSMcxw5tcEPuNS7a4lhuGStJ1NcCO0FRQ33aKpmc+otkh4d1CQAkkGu5Q9Emnv7jr8yf+WHkC4+3X3u3fapG6LS4mNxEU7ul5IIB4o5pJ5KAca+gHkvdWb15ctryMqdAaeajn6Y1SvM+Lt5Tx5f7ctouKbjOSGKo3K+DagqtdFAg6fj1x/yLu7to8zW100oC8NPrIqyXEQngdG7EoU7aGXxIyN5uK9j8x2jtslOxSFk1Sllzs7NdfnUae3X3o/xH80/X7JdeX3P1CJ/isHJr0IToSSOiV5b+6m0lk8O5Mb3XtLSebuvspnOMy9ridE0WCdpX7pP5gPSigNR17TbkK4aFb3TnVuQJ7bSkgr0BSVNkoAAWakfmqQFE9KNbSrRsd4ZdQlO8fmHypoSdK09gQKV9OtHLpSQEyXSam7UppaaJc219QPQE/U1BBUfWmvTZDszjWgpOqvezNQ19F0BFaE7SRXUK9VV9Ka9YAVThSXYVmI81p4UWmidFetNooAD60BBFaevSiCMRnTjWlowONd4k7SW0NqJqqgH+u4/SvrT16xFxNbRc8qwt4ee7dUsqUNoIqgkpIAqkH0Nf/DrYCVpytb3capvKGpcqK/VvaKLHz0CdDtP1Xu9CD1Qvuhtb948g7pYMALnWciLz0mrH5RuG2nmG1lcSG6xQ1Xa3qfst5i9s7lRJCUJUkGhbIcJSqtFEpTp/wAp6/OO61O2bppILX212h6aZOnZjXt4SCQAjEPb8RUE4SmS0wbtbW0JW9GuMpspSQUobUvuoJAITVYNKD+vX6IvsxuUe8fbXa9wjKsdA0dchz6r8a8V+d7QWvmCfXg4vx9RI9eCVXvIFr5tzG5SsIxE2aDFvC3EMz5DrTTjakpdTsDZ1UXG9DTWo66kVBGlF5lfcKCW6OjQOKZDnXo8bPA3zDuOOchW8cqQ8SnqnxkY/dC6/LQ5ALSXlzVQkgF9ylWgKpoddekyXotox4jy5xOCBdPauZrIbNzrh3dCBox/S4cEOJCUdOQfx/co5RxNjeKS/IC/WzkGDMZk3vIrcZS/uWmtXGGrco7EImAhKtfgDodOmX7q3AtafDXMAB35J09lOxbc2K7fNr1OcB3CDpHYmK9apzmv+P1tHkV41TZPLGVtwGYsa236BGl3YMXSWwyhtUia39wlqRueTpQHaTXrTb03DXTuB1xAoBgCvMcU60ctrSJtjNBi5rzmQrmnPungOyi4xf8AjIwOyc1ZHyhec7y67Q71DfjxLE/JecskJbjSG2pDEFciiJDYSdyymh6HP3eQt1RhJeOOCdmVDnbfA+EW0mMDUw44FcTmR669XH38XvB3Hw5QWbnk95unJQmq/dLhPQ+9aXJanDvsaFOKbtzDaXKJQBQEVPTZ3SdwBZ3EzQ59CaW6ygfoEo1hrlbgBpw6Z11q/i38erpwnJ4cyJvILo0/eHLou7S70hN5U2VFaWGrk2EutJQdaJppp0qTcpZX94LAnyKSPXxPaq1kVlbxHVE0NnATUMxivHOq2zz+NDgO23LAMjxyzXT914xxpi1wHIMiEuQ03CNBJbgvEM3S4zUEpUtypTqQa9PRT+KVc0B2TSpwHJvIVKibZsc5srWo8lQciozdy9VBnb0ScfyHL2o9/P2kbIp8WNYnQr7y3JRTazLdU6Wi4FElaW0gJUSBTok4SISSoOXT10AuXsa1rY2EOBOOYOPDlhhzNRG4zX5lyc7yt4S4sbQSpJoiiqHQkA+/r18hP+5SAN02cjBVP/ld+WNelPscdW13BKYu/I1iL1IeipiqacW3V1j50AFN5OuoJTu9Ka9U/wD7cBTz9uf/AOQHuDvfRb70KfLjDx8Ufxqz7BeLiptopmaJCfQUqkj5a+pJGnoSOvtIQK8kvEjn6CqcOVXRY7hMcbCVTyEqFNhIJFKUBqdwpXUHp+MBO2mZGuadJHCpu3FC2ULXPeV+Yq/UNTQ0qQNSKaaH06fppyu6Aj4V1pYt6z8nHl6pA+TmnrRANa0UethpOVaBIr2pgW5xKu33CqpFVBW0H8vv+UV9ae/SUSpDSCOoqr7++hqWtgNyFBBoBsdVTcdNKgggJJBp/r0pEPWmGFHev3VSXIuSosFmdmPQpcgBtxYCUrB2J0qVKACBWm4H+3WIuCp6eiVIUBpeVLRggzx+AHGgstXIqI4u77WP3OQZTu1v4OJoUlS6qrr2zv8Aiagk/h0px1IiAUqORzCUBK9KhN65LupkVYxSWobFlYWFpWk0+IUKEVTQCnUSUBcDjUqNh05OPXrVe4lfXcvz3vuwlRFQkIq2tJ0IClKTSm47aD1Br69fHr/NLd3Xfny6YS3w42NYEI5BV6rh8a9Xfau2FvsMeGJU48lNEalO4qUk0HuaaVH+Va1I9j+PXg8lAhrrGfbWUtNkXcriyoz4MdKFEqRIeShQCtAo1JBoka/Q9fYL/ATY/o/txd7wQQbm7PAqdKjsIwUEV5m+9V74m7W9nirGErmqpl1GRWmQeN2A3G545d3ol9ivstOss9qO4l5KVsIWl1KlAhSXVleulCNevb282kkxikYQM+fOuH29wGPfG8EOwz65H3VaHjva+MLVkfL0G7vWpvlCxtxVot10W2hdzs8ZPfjv2p00dkNF2veS3uIWAFCnVG85Wtz4bLeEFzG5tCnvHIlMsDnlU3ZnBr5p5CBI4I1ck4gLlimWNYvy3yzijKcd40vuHSraMmVPMO6sW9KGnV0bKJqpSGgFJSy4nbqAAo0HUHyrbXFveua5rmxlgVctQIRPfU2/lhuGsdGheGu1AcBw9+XOqvtBZcgQlidETuiNr1kspG6m1QUN+qke/r12LVh6qrumQnFrl7DWagiGiTGW5dIPxcQgoMxtIJWCkN7gT21rKviv/BRCvbpp8gyrYiuHZRvx6Gg55YYdxfivkx9dxcRdc45kx62WzGokZxgzIaJaIkaQy0tC2Zqm4/ffmTWFtt7x8kqVTpyO50QljSVLHDLPp7Ki7nZhrm3ICn6qLhw6dT8KUF5DX7H8fyXO8dvOQXHFpEjJXzDejtLdS92+2oNPAJBDTh3EpJH9D1C29rrpBx0gnovplWrs6GF6Eq4oE4qcOic67od9k5hxVGu7iIkSyY2pFrgzpC20XG7OpSAp6QlC0qc3E7kkhJ+VK6aXD+xxN2992XHUW6j/AEqMg3l161zm58zTW/mKHbGMBDjp5FrSqk8CcPUMaen/AOnKLL3n3n0lKm/uFeGGfokBtCUhw/8AnN49lK3Kf/NSBQn0UNeubeZWtbZDTxmb7mvrrnlNzjev1FUhPvc2t2nqkVf651lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK/PtwLJ7ByTjduzDHbi27EucSO461GUF/ZSH0dygooqVGeFSnQaVSrr0mx7HRiSFwdG4KCPx5HmK843ED7eQwOyC9qLy4Ecao7mzhlamxl2NoWmh33GC0CSFVO8FA/NUaoI0Hp9Oge4WQLnXEeZOI+NWfYd18KL6a5J0NyPIE/hxoLpNnfdWp1x6hC07Uk0KU1UPkT6UUkin109eg2hehq4+OwBG8KxCrMl+QlsulQUoIBAKk6VUreoUJKDqPXX8OlBlNm4ICu4Cuu8WuEltUZTBcb2bVoUjuBSSCFJcSRqFn/AIa+vT4iAzypEcziNQQLQPZ7abZZclltQ4a+0sl1TQSs0J9qnTX1r/p1XLyNjJ3NaMF9DRKGZWK4hBj6eunDfxz2t1viW8TGGO2Lhd17lUopamQ46j0BIGxJ0Pr1efL0Mbdp1ni/0+Ncv82TPfuuhpyGPLhRG4Pytcs4zLK8XYYhLtmOOrZdfbW27JadAqnvNoolpx1RISPzU9erIwRoPCcCgxH9Pb20DmhY0B7whJz5+qgH83rla08jsyn7e1LfxTGnJUNtQSEd0IAO5QqlSQr8PrXoNvTW+GZ5AHGKNxHt+NHNhe9rxHHg0uAPvOGXt5Usxvm3L3nApiNEZUsAJqSrRf5kmiaBKRT8OudDdJ+QSupiBqaTn6c6sXHOQeQLovcZEdqM02tTvbQtWwJFCoAkbV0rQeh/p0628uJM9I9VRigJbyPp668ch/LLzNelLffX31FaT2yQGR8Aqp0IJpX8emXSzSPJccawgNwZRb+OHiBeOZLkzf8AkJ6XDwa1yWX30Lb2mesUWIzDa/8ArSZAFECm0JJUadWPYdhffzia6X6RpxHPiPb1qq+YPMDrG3MVo4eM/AO44fMg5DIu48Kbjl2XYRwLhKJTjcSzY9j8FEK0WVnb2WWmEBKEJQKKclPuAKUojc4pXr1f7wwWtsZ5O7bswwRejWj051zm1gmvZw0Akl2JxJx9EFIz5YzLlzylzR+fYMbvV1gpmiPZrfb2Hn4tviqeDDs5dE7HZqkHcANG01/E9c/vd4duDh9QQ2IEhjeQHE8yeJ9lXy3tYrQJG1X6cgMh/SvE88ceymQ+PPglfuC5Nn5ev2Qtj7iyIRKxqSgGZ35CgXG5KUhKkrFSVEEhAoB69Gdi/t4u2RQyapS1UaMFT9Tjy9poZvklx9HIZAEyHBFy9lDR/JFbY9+b4ltCW3VFGUwrgUhRcUVGWNm9Z+Sqtp0J10p6jo5vts2YRREEjVq9YxHvoRsj3sY95PeaCns4fjTM+FrZElxMCguobfbj4/BUtDqUrTuU23uGw7Umm3WgOmnqK9FL6Mx2wkyUNHuxoPqc66e9e9ieq8/VSXf5DuZuR77zZf8ABjdbrjmI46ss2y2wnJFsRPfU4srluONrSp1OxIogKH1Neuc7vdTtufAaS2BrQB1PHHj1q07Xb27ow57dUjMFJPEYuIVFOWXZR6/xLcr8i8mruWBXd9crHcP2m33N4vO1W0EVQtx3cWih5VCUlQ3ajops95cS2Ezp1MbSAD+HWo+6wxi5hYxAjThy4qevXswo3eLvHHl/mDyc8jePoGaz8OavqbbeLJe3GKxbu8mK7brhEZQsBhctDSGXkNEp7yUqod3UC+uYbadtzIvhBMBmpzH8aJbAw3L5rVjm+KcRqVAmQHDvDjwC1XHlvwRyV488n4HyrktvjQeRMAbgqvd1sIeXZ8vx5pYiu3uAp3bKZTNbY3OxXR3o8hCgdwoorupbO9tGXlsdUbVa5BiOKEZg8eXKjbXXFrN9LKzTPH3tOBUHk7iOAOfPEVSnmPFexjN+C/PnitYYjtuW2FyEqAkfrWiS4w4+qR2abv259XcNafBSgfp0DuI2uUkYonaOB9WdGnSPaY7mNA3jxKHgD25VWnnF4hcRc63KyeTsPMLfh1tziyIkvXOJKixm27t2UKeS5LeWEJMeae8n4nuNKKadRIYYHqJv91oQOVMOB64VKmkM8hMb9McgGKYA56sOPDtSrn/j/wAst+Q4FkHAuTZlbssk2ZD1ts13S7vTNjJSTGkMVCdiFtJ9k0SUmnVmaxjLZrGuD0JBI5kKFoBNHc+I6aQO8Mr3jmOBXtzqnsuwfOMH5exyxcdoiLzOzZgLnZW5iUMtqYaRLktsfcOpDaUrotCT+VKlCmuvSIGiGTU1CS05jALmP40zMJJ4BbuI1CWM45EDEeohKFzjbIJON+ZvlHybzNdbJFzqw4HY7PE+yfQtiLS2ouEWIuYkAO3CO1FQ28pHw7qgkenV78kvisNw3PdLx0bXx20ekA4aGNdIBjicUx6pQbe9dxHBbxtc4tMvBGl7tLcB2AJzQmprxzcLFj/Dtq8hB9ynkXkeYbM8Y8YJcD15uM1L++QwUKdLZaC0r+JSoVOtOkWt7abd5Zi8yzx69zutIAA/VKXKD/pCKVqn3ezPu9zO2ByW8GoHHBI0xXNTiE608bwJ/wBrwuHLnjucpcuWQZE/c8hal3JxU64yHLiWo5L8uUtx59SXmkpO5RKKgdDrmO9l3G3urY91obqXI4qR7MqIWb7G0s5bW5YD4iloRQ0gIPZhjTX8HnWSfhVulphoj3e2pUwFChdSmOx9ugFQFVDsuUqPWnUDfDIy+e1SYnYj07aL+XmNdaRnTiFBPv8AVyrIfefEUBqCKnbSu7QeoJTtPv716B1Z68rkpRJSEGuoqkehUdKE6D19OsrS14HHnFCgoDUiu7SorU7ak6Gn9Ot4LWs8Kwc4napSjUUG47gQoqpoSSBoT6+gPWccK38KFrnmILtiFzZZU05LtqhcmkD2DRKJCkKHyJLB9fpp6HohbERTNJVDh+VMzt8WN0ceJGJ6J+KVW/HuVz75hsDuEOS4Tara8g+tYwDbKvj8Ny2dpr9fT06VMwNkIbxrcBDowciMO3ka65cKS/3HpaSNrqiHAk/lc/IBu0B3CnXx5/7mX2za87Z9xLaLTp/ZkcP1ajip4BrgHIf6iQVKV6p+xu9tfYz7M5yuY7UByHD1cF6VGZ1v+4ZkRFoOySw4wsODVSXkEVP0ABqSfXr4+hzracSNXUxwcOiY16DBCYZUr+xsPce853qzK3ss3CUqS3QdtKSpakFSNQCFLFSBX26+tX+HHnjwfM+3Eu/6e8i8F+ORaNTSfaetce+5m0G62OdoxfCdYPQ5jtNMzxe+MuRY7zzyTVtJ+LmiqbakKGgoRQn8ffr7ARnU2vJV0x0cnewrPzORrXDuMKAt1CXHlpaShSyCrUClaEkgj2NPbp0ArwpA8FrVxJTP86IbGr2wtLJSNe2kggEa0H1pT6U9OsThxpoAcat2DcmHECjZ1HrtIUKKBUAR8aHpKIaQA9mXGpAiYyvakMhPyqABoATU1qSaBX19utAJjWntcq8KzMeSlps7I4UpQOpSTWo+VSabk09vfrKcaNLcc6yVruClvhBZTVX0HuK1rUVP0p69aegC8aw4V7bwt1TSj21UCSUgaeg1AIHxBJ9f/Z0liVoFKpjIEyVtKAbc2qC0kbdFaEmu4aj/AO/0zfxC4sJ4SFD4XhO1pqTZSeHexyE4tkb6saH9+ItUq4MqCE7w+hQUNoKVpWEt0FTVQVofXr85n3P2h+1ef962/AaL2Q4YfMdWXDOvcu0XAm262mHGNvu/lQ+8WJlw81yi3tpS0gONSKU2ihUtpathICirb69fZj/ELezu/wBn7IkqGMAOKoWqCM8gE7K8yfde08DzI94GJU5cDjwrK5G9JgZlE2uJacbuEItTS6205CUZzSi6kghS1BCyAAaV9ae/qQnBaoVtE51udClFyBz4Dtp23D0eMMMs85u+Ol5+KhTr29iK+4oEhQcFG1ltFPX0Pr0HvHkyaHDAVJiaWsRwIqyJTtlddS6bu2zcNoR3G5KVLc3aklSVCpI1rU9Mxh+lA1WdlKdiVxDuyhZ59ssBPJHCN4kZBG7jV/aaQhc/RQVJaPdShLhKVoJoD/zHqXauGmUEJ3fQUWsTI23LWgu75Htbxov5S7YsFmVdozqgCQFPuF8A0UkLDStEivv0MDHEq1pToKHDxiwjS7NF+NYKbKs8dv5XlhsJNUo+6VWtAfckehpp08yMkoB7a0GSorWuX05Vjl36yoShX7wlxxxQ2qDyV7in47tPQAaVqAetmJ2QBTpWNjnd87T21HM1OPuY1dZ1wusGGyuBMBeuMlyA25/2jmxP3rZIj1UNHPQV/DrLeV8UoaM19XVVqRDa3MkoOg6R+rA4fjWpNm3NsHDfJPJcednzJmIyb0XYs1syJkJ1SmQ7NYiTkNo+8biOKFXvVZPUifcWMkdESSzDHhhmlSTsd5MjWtQNJUHB2IwwPoKJDCc7sWayZ0ixuvLZiuvELdbdQVJSEoBo6jUrBH4fTr5Gf9yS8iud72aONSPCz4Ijvzr0D9nLCaw2mdsvzGT8MfZXbyhmdtwq3QptxgSZ6XHmDsjR3pCyC4UpbKGgST/oP+PVO/7ckwZ9w9yadSC1UJlgHKvLoan/AHbtX3Xl+NrCAfFA5Z14LD5F2Xa2GcKyB6oSKC0Stuuo1oAFK9ddK6Vp19oW3sbhgHLXmb/4/cj/ANxufHH4VZ9t8k5iR/2vGeRO6JGtp2k0V9VrB109x0+28awLpd7RTT/LkzyrpYl7TlU2R5J5w432oHEF/f2gAKW1EaSFKTWqCp07Cr39fr6jqQL1rsmOXtFMf/HC096RvvrsHMPPU0brfw1K2uJCtz8iKhVN1AE7ApFKfh6/16W25JxLMO2lDy5GD+7KfUPzryucmeVLpSInFEZkFVE92YuqkmoUClEdYCgfx9qfj1o3E692NR20+3YbFmL5+7yKfwqAX+6+Y03vyWMEtkJ4qJZ7n3ThSB8SSUtUPxFRX0Pp0h894R+3ENXp1pcez+X2uSaZQTiS78qqvJbP5e3C0LcvNpsjUNLbj0xpcZ5S1tCu4UcFEKUSPXSnSGy7i4gPY0KfRacltPLUcbg2caRwDjjVYwOJfJ66W92TbbjYYsGQpSSpUZhRW+EgqbQtShoyNEjTXrJv7kCjNPqT8TTEUvl7SrnnT/zcOwe/jUBv3BPki8tbj2b26MpCV1LYitEAD5/Ir0WsD1/49Drhu5tBe54aGgkphgAqdMqnwT+WyA1g1PJQfMcaxnE9hutqvN4bvslqbdoqnEyZLKUAOEI2IG5JO5w0JJGlevhX/kfvM+6eeb+W4dqmN04OxUKCqDmAECoFSvV3lC1it9qhbEEj8MJ2Jx9+FXw0iiwoH5VAoQaUFFgqBoCKfT1685uKtTh6CrcvE8Kr8eM12zjI5F8/8yLvaYzurcaK7IbCXFHuGgQk0/ME01OnX3l/xh8rXG0fZraIJZAyZ8fiENBGDwCGuXHU0d12GfSvKn3B8xWf/wAmn1RvcGAMGXBcR2nGmTeJ+DP8IWa6WAZpcr2xcnXpxkzVvrfYeektJCgt/wD6qVUKaEUA67vuks1nAyJjnFofnniQtczuby23OTWyLw3NRclKdlUNyLeFjlbILg64mQlUpx5uS0v7d1GyQW19hxlaHWwpKfltUnQe/QSWaaaQzSFXn1UzBE0x6G4N1HPHOvi5XC3T4wbbK20vtoU46NyHO06RscTNU2NocBO1wkpJ+vr0u31B+v09DT8IMTiSmC8uHAj8KvTG+FbVc7DbpbuUX9KJTS/hHRGSlAQv4FpRUolCUpAJ9VetOrYIw1obqdlWN8wTMOlkUat6nGpZA4IsEd5kIv8AlLj3faUhTa4ndWQSQ22kpWD3Ukg1BFDU9JMDR3lctbf5iuJMoo8e01ablnw+dZHbTlzMNqyYzcYtyQueyiI+zKiNiKy921qcaWEB0NoWClO9SlAGvWrNj5bjwowTIcEGC+nGgW+TA2YnlOmMHWXA5EHAr+H41r2eTnFXH2fc25W9eVTJOOv5E5ckqs7gXJdjSa1UkkgLLQQQFA7T+I61HLPbzvMZTUUIRcjwqIAx0DWDURg4FeeP4qnHjVF5FxDZIslNkxO+XdeCw5UeY1GlrcivPuNpSUomMuLUlLrZH5QpST6jTo+/eJZLFtu4HU1VQo139JLeY4iqk7y5BNusl+55A1NRQNYT5hqHB3StgT/06caJF88+Q2gntT0eH3ILTzKk7VhhvmXgBLSjQbSKU1rX29uqJv8AI99oAchK3/0vrpvlqNrbxzmABpid7A5lbq/VRq7VzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWV+UV4e8/NcWrFuvV0bZxe4rEZ2M8sKREekOJCyzuBbTDedopYUU7F6jQnrte0XUjYWxl4EAcO6fYU61yLfNvidquGN/cOZ7OKdmZGdOysdxtF6tjU9ot3CzXphJjn4lK2Sj9RhY17chrdUgVpUKFR1bZItQDmIWnjwIVFFUkzGCUgEtlaePxx5++lyeTuF/wDlfcG8ojMyHsVuq1uOFptX/av7wXFuBAK0FBIDoFKaKGhPVV3GEWb1KkFT7T+HH1Vd9k3Ft3H9OGpI3DNV4+r/AE8OAqicYyrGZ366ApNAsoJSoqUSdFIHoKk6etR0NF1CcVPsotMx5CY4Zr6ZCsxOkR3UF5ERTndWFqWoFIG2qgtRUaEqAAHsffpbrhpyWlNLhg5Onqod8lxW33+7yZrkR9qp7aWdhVShUd5Umlaen96dDbjTK9XcqliTS3BqhKcP4gY5b8R4aix2P+3LiZk8lw7akR1qUvaadxoGn0AV9OrxssJG0x5oSTXN99kH9yc0ZKD15+nGqk8VLTbRlvMuRxmtjlxym5JkKdWkoe2SGGkNsJTolKlAqKlH83p0Q22HQZXBVc/L10NvpNLI0UEjPkUpf3mjlTj/ADRm9nQ1uQ7aGYjhV8SwNQUV2+wAJOla9BN+uHtZLbH5XRnHop/KrDsEJdI2RQglC8zhh8aXnGilqQhoAbQoIPoagUqAfSh/4dc9a3IHtrowkEbVGJI9/M1feEn7WS0j8jEgJS8kpSCW6ilFkmoAHp79SGO05ZrUcfKWjNfWtMh4A4Ad5Fvce5vtR4mL2/tSZ7jjClhbYXq2ipCXFPH8iAKVP9erLs20O3GYPkA+nbicwuOWHOqrv++NtGG2YT4pz+KfmeFMly+84fxRiCO2yxbLPaITqYjAU2wQEJPcde21UVlWritSBoKaddMi+msYPEkAZZx5AZnkBzJ9tc2PjXMwTGV5QcuzoKSbz3ylfuX7hMnOOSZFht63XrZb2yttgpbcAFymJr+RLZ/SQddvy9T1Sd8vH3rfFmRjAQGtyAA+LkzPqq4bLt5tp/1PeVXBABy6dpx4URvjByrceALfYcgx561PJlMLeuEB+2R5E2THUruNstyZRWlhvuJIJCQTXU9c6uJzI5zS3uL04ZJ06Vf47NngMMb9KY44jHMEZryOYFHpjXlNf/IaXdbXdLDDs0S2IMhaoa2yqVuQ4UpUtptK2mwVBRQnQ0p1bfJLRJuD5QNJY0/hjy9dU7zizwLRkerUXHPhngKXb5oy2ZfKnFeKhbffkTIbiioClEkunYa1QkevpoT+J66Pubw0wJ8zlHYn51V9oYTHK7hppjHGdwRbMgxuFFbSulnjQ22lAISCy2xRIIBoCVH50pvNT1N3xgG3ANy1MHtCUCtnF944Oydr/h8Kinkl4O8ceSWX4/kGVXOTjdztzajLTbY/bTcVkbFKlOtrQHnu0dqqinuD1VnbTbXwb4691y4fj6sKlMupreV01u5we5mk9QMRhwIomeE+GeP/ABlxmVZuO4CYES1QpN4uFxfSj9wui4bPdKF7UlLbJCSEgFRrqa06nTWcFtY/TxjTC1SnbiT7sOVNx3U0tw1xPeLkC4jHDHiakuH+Wox7C7dzvaceelQXsies96hIQg3NdsivbDc2Q0e4+/AeQXO2FFTjdfcDrnHmGSN1m15DgC4EJiW8F5EcxV+8tRXBviI9JcGkIQgcf6eOk8nY9RTDeYsXwvzJ4FXlmMTId7uEiz/exJrchEt9t/7faG1vBSy4y2tJacQdADSgUOhGy7g3b73wZitlN3XdnAjlz9xq17pZvmtvqoAt1G0kcTyc0pyC4ZHCtfThT7C+y+XfBnlBJYZucW4ycMTOBC4iH1PNvRWwsApLTlWzTUVSRp1aJ4Y2u0N7zQoHVvD2ULs5mStNsp0ObqaQMioOWdVzBtnB2O8FZ74ech8qQrhk2I/ezbO5dXg9IhxWGXnIbKlupS5FcixwGVE/9RSBrUU6iOtomgRyPbgEKZgcCn40ThB8PwgVeCSqFAQeHAocUXjS8uDe5wdmOIcx2fNX5eGQb6iwXidFlPvIet6pSWmJzbYaUpyMxIolVQFUJ6N2Z25zdD5RpcFBTDtX3Gmbo3U8IIYp1KQnLNQPbT2fJTHMKncdW3yLxW+uMZCzaG51q+ybedfeeksdmU00y212g6ptwLo6pKR61HRK2trIeIZ9RdGwkIp1ED5QBmuYOAqvS3Fw2drYS0AFFHbgSuQGVavua2nMLly9d7nmD6U3bLHWpEpbLwcEgDay2iQ4lRbcX2QN1CRX06oz5JLmRJ3HxXFD+XYmAFWRY4I3NYMV1Y4g6szj19lOk4Y43w3JuBcCxL7tqZJxORDvlwDTgKWHUPznEk7SSvat0JUE1KT7V67Pa7Zabl5ZtbJ7u5C1jlHNq5p24iuDXnmG+sN7mkezW1734HAnUcAe3gDiRyo/eNbdkcZnjzILCw8cet0qTBubqW1NlUJNyZbaccr7OLTSiqKFNehzdDdy+mVFLU7E/Ci7Y5ZdtF29pKOcSeRXH1U1riy3ZBOy25SGlbsdVB7rDKCS131MNBXqClVVagD19egm/PY2MB3+5rPsq2eX4ZCQ9oPhGNSVwJOXrq6pECcyopDOw6AEoJr7/jUJr/XquBzc1wqzOYmeHaaxUiLcC2rttKAIA1SSkaA/EGuhHv1jXxrjSAi86wbse5VNUhGpV8iNoNfkQSQf7dLMkZ7tKIwUjCsLOiS1oIW+0gH4nc+0mhI+Om8Amv8AoettlaDljSBqLtQVOgNLF595ekYfzTbMCTOhum+xZLSIy323Eqb7aUSXFJSqikttugjSuoPt079W0PbEUBP4eiVLg226dE+dkbnMAGKFcc+1fwqrMByLkvH8pvuKxURCzJedkw3V9sJdRHVo923QO06qOoE6dT3SRvaHP+VMUHotRY7O/a90AjGslRqRD2erGr5tMrO3Lp/9uzIP2DySgtpeZUvuBQ2laQS5sUkGh68xf5Z+Q7P7h/ZXcttEZfc248VuYKBpUNAUqoaUyQYmuofau83LZvNcbrgsbbTN0EDHvKEX3+6p3JjpWKBIVUBY0NSj0QdPzJURQa+tD1+ancrF0RIc0tkB0uBCFpaUKjmoQivZ8bw4Jm38fTGld+aWPXGx5HYsxsqjEfefaafkJJCmkPDY6sH0UUuJBJ1oevS/+Nvmb6C8bDLI5klrM2RpbmNDgfbpUJQPzLbumttLAFkaWHqoIx/Grp4Zz2zxcPtsa/PSJtxbbb76kOthuihVJS4v5KLpNSPQdfoP8teYLLd9nt9xt3hwlgY5R1Cr6wh9deNNz8tXsV0+DUAY3uB1Kpx/DIdKqXyU5CvttzDj28YJYrrcoCLnb2bu1FBlbYpJLq+20CoqV7H0B6MT3743tdEA4KFpVn5eLo9NxIA8KiNUf8y8KZbgfK7D9hsj68bfbkSITCnmFl95xtwoG5LwaQrc4En/AMB1MbdNeMipqDNsIicQJVAywH50QFqzy6vMh2JiEghSUqSTEuDm1NASo0Y010HToeoyK00NogOJlQ/8v51JGsuzZ2v2WFSjUBPytcwkK1rVS2x7en/v6zUeRrf9ssG/7k7f/EPhUgtt95QkIBGHSmhUaKt6WxQpp8d7oO4Gmnr1jivD3026z2pmc4X/AIvyrKRHeW13BlTVj7CHNKPG3sKSANa1kVSTXT1IPSCSneAStGLZmjvSAkf8RWpncsT5cnNhaPtIlUhVDcYRSlC0/KobCtyvb6V60HsAwIFbY3agFLF9Rqmcj445WfUtDl9trKlhSVFVyUU012irMc0WU6VHoelYvwUaT20kXO0tcrWYj/T786rRVmn2WX9nc3kSpaQlxTjSlOoCSQk0W4lJcXoa6CvXwo/yi8uO2H707pE9rGtuiJmhmSOUdi4YgYLXrjyZfsvvLVtPGukM0454emFCNJw65zOapghX8WhqRFfQElmS8tzsvIdonsOttJohz1UNPTr2x/gfun1fky420uIMUjgnDB3uJz61zj7tvZbXcdy+PW5zAOA4ZryFXbaeGpsm5Xxt3J3n1qt8haQLO7IHzj70qaDsor3pcRUg611HXvySIhoV2K9K47bb4zWQ23xa3+oY+wVfnjxi2VQuP7rjj/It9ceTcVNR5rtthPS0N7i4gLelKXIaaKVbdqQRQdJMDmpqkc5OgUUm58wQySao7ZoT/WUXsHotEIMKukm3MQ5eb35+UysL+8EaCEkJ/wAA2hCClo+/163pLcdTj7KgneiT/ssDf+J2FY2+cQ2nJp+P3TIMiyW5T8bc79rf3wYyGHFbSVNsRo6WymqRRKgv06b7vVe2nI9/uIVEccYDuZJ9FrPzMXdemKlPZXl0gKABjG5x2W1EJ27lLYhtlYAHoRUfXrbGMA0tXSOtMSbxPID4kcJdzQ/BaiU7C4S5Bku5BmDq9VJaVf3C1uWCD8QwNABQUA6X4bXZqnbSP7zcNagZCP8Al/jWGudijy2ftXbtlHaGz4/7hlJHxppRptCFoArVJ0PShBGMcV7TTY3u+DlSI9rB+dYSTj0N+1vWV6fkcmzvoLMm2ysiuEiDJbKVfpPxXSpgjUnbtpQ9JdbwuOpzQTz41sb7uTTqjcxvYwUPmYeO/D9xmMXmVhUF2XDA7XcUShBOg2gBBaKqCoRtB9+m5LW2cCXxtJ9f51KHmTedKeKF56QtUBkuKWLGbp27Jambal1xQWGd9DtQKpO9SqJ3akDr5Ef9ye2hi3LZpmNDXnU0n/SGYAdmNek/sne3F3tt064dqJcDkBjiuVct9mtN6fjtXe2RLq2h9jtMywSEkqIJ0IUACPQ9Vb/twW8UnnTdnvaCfAaPaHL2jnU/7yXE0GxReE4tOv09dEZYcGwxtpsN4tZUfppqVQwoKNKFO1xa9oqmlPfr7JhrRkAleWpb+/coE0g7D6Kaumx45jbDSUtWCyJUkgkC2RxsVSgI3NlRoBQ06lMQhUGFQX3d2755ZD66syzWi2p27bdbGwkmgbt8JB+pSkhncNPXSvTmo00ZpjgXvI7TU3VsaaTtbZboAkhuO22AT6bUhIIAA0/HpTSdSD40hznO+Zx9pqPSO44/q6Qmvp+UlX0BToSB0skgE0ggIpSojkqFFKquHdQj5KVopIqFkk+gBp1tuIrRa0Y4JQxcqKSnGrn8qF1ptpJUfzh51Onuaqp71FOlt+YVmGk8kqDYtZAjD7e5QBTvfcUR7qW6dQfRQAGtR1tziHHnW40OluS1TecLRDj3F00KWo7hSa0ISlKgUVH5NdKnUDX06Db5cC12m6ujlHbvPLgaL7TE6S8ihTvGYD38qB7j1Cn5WSXM/MyZ7iW6HaCFOqOp1/MkAetK9fnq+7l/9d5rupFUPupnLnhrcnsFe6NihMO3xtREY0ewVaDTdVtj8yVLFSf8TupqkAK+oqf/AA65zttu693K3s2YSSzxsHa5wH4rRWZwZC95yDHH2AmiNwWAOwhR20J31SnT2FaE7jWoBI+nX6PvIG3t2ryXt1m0Bui0jy5loJ/nXgvzLdm63m4kK96Q/FKLfjO1Wh1b6rjQFLa0JWDtJaUEvjQEIS4DoSDqDUdHdyhjnhHikqHLgU4JQSAzMkJjxBblw6mv5wh4acfc++RGTRc/ySVZ8Kx+0NXV3Hoc/wCwlZVOflOuNQZrqVIfax+GlsuSkghbu4N1Skqqu12aIM+slY6a3DRpZzcSiuIx0t/p4khSgQwZtxnkuf7bBI23CkukKFwaAulgOGonN36WqgXGsR5NXzALzzJyFw1hEbDY9nw3C58e0XG2zULffmBuKX+zEip+0cs1qeaRFhxwovMP71klJoLgzYIn7eG6dNxIinPSoww6YLwC0BZu8zb2RzNJtmABpbk/SUUni5ykHiUzNY/ii4RpGIWqCZLRuEEPsyo4cK3ELQ4kKo56u1pqTSnQa7tZbZ4Y8EBEHXr2HnVgtJ47iBr2EE8RyPZVv2tCzcYbbM0wJC3giK+tLSkJfUD2kqEikfsu7SFBwhspqCQSOofqWpCpjQ/eXNylY/xLylkd+Y+zm2e2RGmXYIdZhzGJM6E63JLKxujsBw7u2B8EkAVBr1m3Svg3Fs2ChSPYgpG7xx3GwTaCSUBPP5gtI65ZyCDgzNovdyTv+6xC0y0x07O5IcfDziG6gq12FI9zU061E36q4MceLnOPu41He8W8f7pw8Nh9rcqHmzczjIH34k21vW55SN8NuhW0W6Albu39RlwAeivb0NdOrF/8duXxrE5paGqQcCOxc/d2UAn322tZGtkadbnIExC9eSVsc/8ApxYbE7y/5HyRS3HZzXjFn9lW4Sko+2c5c4RltUNErqv7b6H8pqa9c68xRujia0qmsL2o6uieV5Y5Zi5v/wBIp2EtX3pW5/1Uqutc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlfi3QskdU8iCpISwkFKwKFCkq/xWDVJSoV0Pv10aO4cBoGVUp9uxySPCk5Y8elNa8K/KRVgkQ+J89nOqs84gY7dH3VOuNOJB7cVxbh+MyG3ogg1fYG06p6uGxb8wNFhekqPkcuCHMHs9/bVI33ZNbvHt0Uu6908j/pccj+k4ZGmoZPY7Fmdgl41fkRbhabowHW5CNshkKeaP286MSCktbV/NPqU/EmvVkurWO4jLHgFvDp2fjzqq2ksttKHsJbI1yFpwPYevL8qTDzBgOScFZk7Z5LChjs55S7NMDay1tUorbjFxSSO3s1aP0+PqOudX9nLZS94fsOJ0ns4fl0rpu2XUO4QhXfvEKU4jn0IycPXlWEtuXypQSlchQSsUAUd4+oKiAa+4Gmg6iCUkIvqogYAArcQKy7VycfUd60KBUlC1BFK1O0kEe2or7jrRxrbwA1McvTKm+4REj2ngNqa6oB6HidymFKFKCtpjkIaK0AOLbWRqn1PqOukbbqZt0TDloX8a5LujnSby/Ff5UMXgXJuF8wTNcjntLiN3HLrkuEiTULfbTLfcDi60aejpMY7B+YnU6jV3ZZnywPkeCviH2HH+XSkbsrXsZm5G4jIjSi0trylW3O5V5DvDi1qfauTURKq0SUipIrU13V1HoD0D82hjA+TJ/cb7atflprlbHjiSfYAKECIyXpbRqnRRVT/AJvlQaHRISf/AH9c/GLsOFXuXUEDuXoTR0+LnAGRczZNF2Rn4uNW1QfuV1cSpqK2yypKy4XVDb2yQUgeq1Gg6O7PtEm5zADCEYk8PTkOPZVd3rdotuiRSpwKcCcvWlPLbYxPizEExoDibbZrXFd7ZqhtUqQ01tXLkqNSkukVoTtQn+566lZ28dnDoASBjVJ7M+01y2aeW7n8R4Je45DH1Ul7yY8iHc4lXF653JNpwa0vLU0A4ppM8MkpEh1SlDdFSU7gKkKoCfp1Ud53zxZkmdo22NCwZ4/1E8zw5dtW3Ztqe5gfoW5dwX5enbVPcT8p49kmO3y022D95EmtLUxeVIJ743pIcbJSD23EgtlKyE0II6pF1u8N9I4MDskC9OXJeI7KvcG1PsWNLnBHEOITDHMHsqeRpUeQqG0kPJ+zjtpS0v8ATYBO5f5K67UgEe1D0PxIAFT3M0guKYk9MPxo5/D12KzGze4yo63a/oIbSk1UtRbbOwDatZFRUA1r1evJTdDpnDA8+nKuf+clkdFEoVAnbj6Ch38oVJyPys4zDbCmxDZQe0ohRbWG0pSSRX5E6UrQe/Vw3GRjpoGZkL7yKA7Y10Vu8P4qBTT+GbNFuWQS5MhClKtVuZcbLR+ba22d1PQhVSkVT7+/Rbf3g2rGtP8A7nqwGHvqtWxDJnOd1T1nP2UOfK3PU1GfXfHpWSLsdl+xkw4M9p5v7mPMjj9Fx9JUQsrkV3JArQeo9OosJtYLICVyXRJzIT05UFmur263JzoWubYsKIAcUwU9vMVd3hVneXcrcd5dCyWY3k7lmM+1269PLIVJgPl9DKnqEtqSnZoa6a06Ci5lltdUh1KSF55/GrMY2MkbobpcHA5qcefZwqP8Hx5l1wHlnA3bY7HtOG5Dcp9vXJ/SC2HnJzodAeCatJcC9pH+CQdRXqgeaIHERNgIQxkJy04+9Urpfk5viPuA8FWOa4LxXD8Fqy/DHmDJ+H8wbhY3dxc8fyqa8/c8PW6pUMJkISt+VCY/LE+6BCjsASpdeqYJg6ExzNUKE4ZcVq3zs0u8WMlpxUcD0Tp/Oq1/lGwK9WXL8Y8ueD7e4zmuFyWrnkdujNFpdwispT94w+loBYeei6KToFKbB16vG030lzZOBV00Pyg/qYiFvqzBqs3duyLcI5wSzU7NO6OYPQ8OFJC5nayryW5FxfyzyfBLjhXFguNvs+ZzoYciOz2lyGe+JCmSO5DZlKU7tc12FQGg0g3cbriSO7c0iBrUPM44eoL+NWSBrC1zVwc9dK5nonuo1PJ7xvu0XHcNufBOVW608H32wR5z9hcjx3467klCS/JemdxLiJDjqzohVEtqAFSK9LmZekNZbPDIxgQgIP5dop+ydbNkMcsesu+XvEBp44cfX2UYHhNyjA5x4by7x7yZ63nI8WgS7RGS0+08l52Ig/ZrYHcWX0vMCiVVrWtRUdXFpM0THhySJpeBhinA8k9fOqfudtGy6kUhsROCclHwROlI48g7JeME5Fu+NzmVyr9jNydREZCUF96CXViKGy2S4VBPxPtVHVWvLZ1vPoB7xxamacMOmVEIZG3Nt4hRAEd0IOS8jmD1onfBaTk9rn5RcbzMkJi5A72vslla1spcUCtoFxxTMTvEgUSARQ9Wnyqb638UF7hG/gV/kNXFKpfmeDbJkaIo/HjDSCPWipi4g9qU/wB4tylqzQ7RxkX47TWRw2p7NVILiS6p3clpABqtt9A19DUdWmK1D9zZfk9+Mke74VU57qRlh/b4x+07PnzWmOcGzb5c2blZsclNSJliBjS1uSGmS2+2EIWt5a9yCgoWChKanQ+nQDzK1rJ2vcMHkkflz7avvlGa2NoWz/pa0ZE5heGCJke2rJvWL8nyism626MBWv8A34VXWgI2Mmm4ev8ATqtBw4JVy17UzNjiew/nUSVgefyFBL+UW9sU9O7OXqNafBpIIp9Ka9KLxwpIvdrB7sTnf8oH4153+JMlkhSn8vYBO0qU2zPX7a7QVoB/Cnv69a19tafuVqzBsJT1VHpnDEkn/uMyl1p6NQSapSNf+tKPv/x6SSpVSKwbzG3FsA9v5Cht5B8FuMM7zC051kF3u8m+WQ9yJIDTTC2lkjcpKW3CHCojVKzQ/h0jwIpHiR66gcPjUpvme4ijcxkTEcExccvcPyqB8ocJYziua4rkX3uQORJJjw5j4lMRdrccpYlNOFphQAWxt+QBUEggfXotbxxzRvjBcH5gL6eug1xvUzbmK5cyIM+UqCU654lOH5VdrXDmEMOsyIzFzcKh3mHHbu84hQUjek7UtpGxSVf3HQTctutt22+far1pNtcROjeASCjgiKCo6pU228wXtrcMuY/DDo3BwRvI9T76h9/tKbdOcitI2stbeyNQQ2SAhNSa6kEfgNevzc/5CeQx5F+6+87AW6bP6t0kIJJ/be5W97nqVCeFe2/K+7DdNlt78lTJGNRATFKDPyrw9OQ8e3FaWQuTawqQ0Nu4pQolaVbUjUFaKEV9D1yz7cbm7Y/OTIXnTFMUPBfQGrFfMbLZkopw9RFQrxck2C7YlD3WOyKmsJ7UhxdviuOLdbJQtSi8hSq6EAe3t1+gr/Gbf4t6+3FvHh49qTE7InuqAewgBOWVeSfuRa3NpvrpGvkEUrA75ihXEjDlTAcettjkx2kSLLZnS0QtlSrdFSWyDtqFNtoNQD9dPb6dekmkIoySuTmWYOIc96/8R/OrysJabDYShpsJAG1ppttNEDQJSlCBUgae/WK4BAtNHvYuUn11cdqu7gYSgrWCpIP51JB260AroDX+gPSeONYU4is8XFqaDndXQ+p3q+QPolWoqr6dYOtbRor3QVpUodw7kg6+5UR7kaVUAf8A39aOIQYVgThXskKDEmOpI2JCgd1SdRuIAAqa69IaFaQa3hVpQVKkQmXTRRLKNo+gIoQT+FP7HpkoDhlU9jgWN/qIqucwiUb7qWzTcdwAH+nrQDX16cjcAccqjTsA7wyNCHnMRLF0adOm5C0LNCNQdw0FakD/APPXr5K/517ALP7h2O9MB03Ns5hPBWkEDtQ16g+0l99V5bNufmjd8V/KhZyBsW3lvHpoGxqe4WTWgCxKjih/xp8m/b69Wr/AbdxFu+5bK44udqAX+pv5p7Kg/eS18TaYLpnzAEH1HD8aLC0TWbZfEOnt7ZcJtAL3d7KlqQtlW9TBCwkJUAKj06+osoJZjXnS0dokyxPp7q8HGWc2vH52RRbgsMI+/bBcUSGypTjjYKdygoIpShOp6dIUDmlDnu8N7tWQJot7dLYmx2JUde5l5KFtLG1SSCPzFQJIB/49NkJwrYe1zQ5uRrIqW0PzKFfceo9Kj1oQP6enTRaTi0VgcudYuY41Q0UKitKqqBr8RQEaj/U9bjaeOVZqDm4VEpxqFlP4gJNASQPUU9Caf69PAcDTTgoqKvE0O70IrQg7qq9VE+tK6U/DrZzpETtTeK+nGscs0CvWqgVEGhB1NBrqVAe+lfTpJpw1CMkUDGcBFSUj0qR/kddQASBr9D0l57tbVG9aD3kUpNxbomhLp9KqKqoFSDWlAo/8OvkT/wBysf8AW7GURS//ANJr1T9iyu1XAKYOHvrE2FwNzGV7apW42ncn3KASrUGoSCK1B6rH/bYYf/lu7vP/ANIf+kpRL70//wADiP8Ar/GiItNyIQ0O2aqQE1H5TUAgn3CgD/p19jGsJyNeVHu048KtW1T1qZSVBQSB8SAQSoigTr9Af6dSGt05Uw9wcVFTu03QtKpoSCCvUUFaUNf+Xb7/AI9LCDPKkdlTxmYl9O4EUUCKV+W0UrWum4AfWnSw4CtdONeV9IBUtNKHQEVUQK1Ap7q62HA4GtOGFVtk8twq2itFAg1NQk1qfWldK9OBPVSTig4UJvMkhbdkUhD2xC5bA21oUlG9dSDoUkimpr05FjIhpMrtMZSsVFMiNitraRL/AP7Y2pYTVJKlHeVAHULSFUH116ScXHDBacC4EZpQvcnXNcez31SnEmsd5CVINKqcQaJ27gU1pqT/AH65191NxG2eQt1uHOQ/SvA7SMvQpVt8mQG6322hAUiUE8qHjjmIWcdS6UlKpUpbh96pp8gkeupV6k+v4dfnl823RuN4e4lSAvrJXGvcNoA2BoGVWVCZrKaCknRRooetEiqqE1GgFPQjqyfZvaP799zdm2/NhvWPcOjDqy6kCh/mK6FnslzPx8JwHrFErhbaEx2SdP00kLQBuO2lBQ/ElaTr7U6/RXbRiG1jhaEayNoTsAFeCbqQy3D3ni4+80QmGOvm82S3sx+8zcJ7bL6vyhsL2b1Ob1fpppU66DoZvjjHt0twMHRxlw9RWlWp7+niSB7aEXztg8vY9yIiz8aSZsOTJtqH/uIa3lPfar3JfSW2FUkEBQq49uSQPy06LeVtyuN02OC8hBxLg5ODgcexeVCr6wt27jKy6DMNJV3ZwzyyoPeCuEudcpya5XCyy4v7/aWnLlLluuuR3Q8sLJiOto7am1SgFk6dtIG6ler1tolt2m6mKMaQq4oq5jrjULcWxFggag1ggAYZcVTso6PGrCcuZyW75Xkz0ll5ZVBl2/uPqipfb39t9YUftKqTr8BVYO49M79uVtcWghYQZM1A4LlUPbNsmt70TvcdOgggFQvbzo6Ld2kXa1CahgRJUksuyZay3DgNEVcnOLAISmIkEp0UAuleqW890pnVnDVBOWFQvy3wK2QbfN445XyeIm38tMtRMckKdj95fYdgyHYhWwpKLjJJksB2Q13auOJSaEU6ZgEolDtOKHBUJHTr2Uu6ZCNtkt3ABjmpzDscxyTllSOPOzhWBGyeFg1llKSm24vbY1ukF3uNuO24Jb7LjiapQGjQH03Hp+zk+nlE6KNTlHMFMvwNDJW/VNLMnhjU9WAX8aBjFcFv1niyW7ramxczSOmYvYfgn4qU36kVA1I+vV/HmfaY9u8LU511pIQtIQ8F54YVz7cfLm73e5MkiaWWYcp7wx6AduPZWyR/6bjfA8tuV7Mt1BU3445nLU0BRWvKPDKQuh+XxLpB9qnrkXmSQy27ZOBk/B1dg8oROincx2Yid/6mVuhdU2r9XOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZX4pVuQoXJxQoEkJSKn/L0PxNAaex6vbT3lFVSQaIQ0YkEVb1oaK1x6Fxp5Dzbsd5o9t5h1khSHmV1BbeaWmoII6dDSRUdsbVJIVedOp8R+bI+f45G47yi4JiZdYAVW+ZKeoi5R1JIbf3KO77R5SQ26g17MilPiqvXQ/L26R3Vr9JOf+qjGHUcO3l0OFc+8xbRJZTfWwd62dnip7EPFo5ZtxoqeUOIbfzLgszFL7GbbuLbKha5zraRIjOhBWiIXTsKUrdopJH+dCCQepO4WDb6IwDngeAPX8OINDLDcH7dJ4rCjXcc8ef586SBkGHZLxrll0xHIokpuTBeebYecZcbM2Oyop7qQEgF0UAWBpUV9D1z67tZLK5dbyL3Th1H510+yvodwtxcxEcARxB/I5j2VKrAy5IcjpU24AuSy3tKFBKg4tFCSQAFJGta9aAARoyWlvIeDkiHt9VN+v0prHfHy8vLQpIYw9opJKhu3tLWEEE1WRTcCPX366tFGGWUY4eH+FcYkcX7i9xxQuH4VX/ipavt+CbZIAQy465PnoW0Q2jtrZfk7VpQO2l1S3fX1STX36k2ETIrdoaBjTF7KtwjiTjx7R8KSlyw7f8AIs55EiQLbKmtf7nlkqab3q2sr+CSrXdVRNfenXPvMk1zcSSNDVY6RQeenDDnXQ/L7AxjJAutHLxQu+C8K9nA3jZyFyznFtsQs0q3WouJduFwkpU1HbjIVufW44QkIZQn86iQB6A16B7dtV1ezhjRpjAU4Yfxo3um7WtjHrkLtRGC4E4cOvLD41sHWawYNwRx4zYLG4xFtdsjocuE1VEP3eWhsJU88QSugWkhtIogA1JqSeuubZaxxQ+HGA2FjezEceX5CuQ3d5JdyulkVSVDVUrkF5ngvqpVvO3kdduVMl/2hia1rtHfVCWiIvS5q7uxSdCKW5pyu5X/AMxWgqK1Hbpfx3DSyEltkwIf9Z5+3Lnxo3te1mMh8o1XbgAnLoBkP50DHlTxncXLdiOIXSa1CF/kH73a4UBIUpNG1oqDsSkgkUHoKjrl++k3b42AFoxzPXMiunbJbGxjc52kyF2HTBEHPpWB47wp3AnbXjD1xacgS5MW3R5LbhG8LUpaiAnb32ilvWldulegX0T4ZA0uBBd6doos66jnj0oQ4NRTj2dlMCxnj203G4yI6LmJcaPGYjrZSKqQ6Y4ccboaKBUk7gSaberA2ziJ0qcqDulkIClDjRp8HYfDxbGbyIyVutTZhKJC6oUD3EpOxBKtElO3XUjq4+XLf6eKRzV0k+2qJ5nkLryNjj3s/YPRKFfN2Yl48q7Mwltt1yCE6pIJbSCgJCwoEKqU1NfYe/RmXvvYT82HxofAHC2e8eiNKpTTuCJUeNkeQNSD3EORkx+wEn9VC2nEOBAbG8hyh1026EkCnU3cnmRjGjPVVYhQ4nFBQJczfx0ZHyLzpPzaHyCm34Rcp7cmVZX5Ku+hC6GQlBQAtKynRQSCF00PUd20P3CZtw+QNjLULcfb6+NLZcx28RaxrSjiQSFcOYHBBwWmQYRY8B8TuEsidsjBbx3G7T97fL262pK5D6UqC30AFauylatGyDp8jQ6dPbhBHZ2gjUNgjBThnhj2fwrVo511OQxe8pK4nDH+VAl5W+YNo4V464vyvGbRHbsXM82JAmPLQIzgjXKQY7cmYCEqXGdblLCToULI65Zv04ZpaCCrkBOXe4jtFdh8pg+G+R4cigEBMiMz/wAP8ajGFZhdcUz3Fsix9EOZZmYcaVFmIK3GVxXWm0SGn0LP/cCO2fQmiSCaHTqpztLgWMIHLp6GrTctj8JxJOoKcvf6xwpvePMW/mbGr7abumNLRkdnTGK0FLiEfcx1NoeSakCjwTQn/E9WDytcubPJG/52uCjmMjhyJoDu8QDASD4ZH8aTNiEMWC6c8+DXKdv7eNzzd73x3NkNobQ2l5xwusMOJTtcXGeWUEVKglQI06tklo0zG2cP2iCR1YeXYa1tpZIWkqCOea8yexETA16cj8Ysxs3ha3D5NuT0Lje2TH49qyRy4PRpUS3odchW6XIcQtKo8aS8lDZV6pUmtKEkD5bZ7Yyx2nuoE6HAYjj8K6XP5aZbWMe8vOjbZAQX4BXccDkOOriapv8Ai38Z/wBx8hJ8zCubbZZYVsiOfbGY/F+6vzCQXY8zZPdZ+6YakpUyVD9VQ+VKHpAlbskTrsMkmjIQtBw6OX0wqgX8FpfP+liniaMdD34Ag9FzPLj2VH/PLBZKufMvmstW96+2qU5Al3C1pbEWat5Gqt4URRbygrbWqSeiEbDuKbhbxvCsACjEcD2r786qNxfMs2/RylpAfihwIHEdKY54Z8JeN9j45atXIUa8qza4Y8zeWHmYNy7pdFqdmXSM3N3phsZGxddi2Ssdow6kq+O03gvt9ttGRwtaHorlbioAQEnMqqnsAqnXcFxczfUPL8Wkq0jSpJTDMN0p054mr1OK2W/33DeQbM+/b2sPQ1ay1+o0mc4iQW3ChDgSXQNBuACVbq9Zsd4+5vtCKzEknAgkY/w5VA3q1bBZCVziJAcEHDgp4cQedNt8X7FbbLEv96BUJt+dMuUCkpNVJATpuOm2tAKDqu+aJHPuWwr3GYD24++rj5aj0wOeql7W9EwwohrlOZUVUprpoRQ0oNPeunVdaEGNWZ7kConSoyuQN1KVronShpqaV9zr/wAOlJx4UxgcUQca7hISE1KdDX4qHptqSB9KU6ylkghXDvCo1cX0OE7QB6Ekgj8aFJPWDPGm1BwqNSQVIUDSlK09CSa+30+vvTreQ9MK0nCqI5lx398wy4KSisi1qRcGNupDaBskAEfVBBp6UGvU+zk0zBzsAQntqNdR+JbuYinAj1fwrC8fXpN6w+zSnXgqVEaNtmArqvvwqoCynUhS26H8ek3UZZK5vPEUqB4fAxyqoQ9ow/KsXmMJt19qTGd3FSg04k603p3AAkEjcr2p18hP+4j9vPpvMG2eerRoDLkOhkKdFAXgjgTiP1IDjXqf7L70bvaZdumd34SCMeHP2VQed2ZN1tF0trze9MqE/HSFD1XsKk6+xAGnuadfKG+fJt27w3TVGh7SvZmPTtrvsSSwFjsVGPWl2ePlycxDP8pxGSoJEa5OvxwagpQ6o/FIoaJB/wCHX2e/wo85fUXE20O/2bm3bKD/AKh3SPcPbXn77u7WTaNvIsTC8tPYcRTRMUmJ3IoR80g7VU/Kqh3AegP4e/X0kYQmmvNcgR5Ayq67M84pTafUqITodykjcNp1Aooke/S6TV0WKJu2FxRKPXcog0GmpGpFK+/WlByrKni220R0tNFW6pFSa/imn4JGv4e3SQXL3sqwhRhX1CQQ4k6lVQKV1VUmo/v0slcqxoIzzqTXaO0uMwtKNqkJClGpruTrRIHpr00zunHjW8inGs/bJpDTaQKpGla/FVU7gB/Q1H4dNlR21tax2RS98V9Ia3kJUQCK+xNaehIHp1sBSq40sucWaUP59tCJm0V5biHVN7f1dAr46EKB9dVE/hTr57/567G6XZts3xrcWXGlRyLSCvuy6V3r7MXgDbi1JwDV9a0InMSFQbzil6CT/wBvOhKUr0O1EgNKJJomgSv39uvPH+Gm7t2v7rOhc5GzwtKcy12fqFXr7m2n1XlhyZsf8RVp3jkuy4yxbb1NkPNNwWj3XWG0uuFO0E0aIIcCANQanr7LvcHK30PZXk63k0vQhRx9XM8BQUZn5KYtLzGO2h+WIGR3diK084wIbinGbgnatbBKN6F9zQA6enT9u5gc1hwPWo2427u/OwrGUJHEHkeHVac5hE1gYvYmIyldr9vjLQokhdHEAgLFPjodBroem3hSXUyzBgaeAFTcNrWQe5rrpQ+/sNf8fr79Nlwb3TlW1TCvO/EUU6n4pI/Ntqmp0JAIoK/+HWw4cKxQcvRKwUqKoGtdNRp7/ia+xSdOlKDWJyqKTEpSSkE1BUfXQ/4q0P0/4evW8a0o1JxSsU5Q6etQPU01Jrr6moP9j7U6SSgWltRUOdQjI1f9ssU0SD6HQEjU/gn116b1BCtOaQtB1yAaXRtJT8S6dQfUdulCK+prUdfIn/uVKbrZTx1P/wDQa9S/YtDt1ymSj3GsVZyRJYPwKQ81u3UAFRRINNAEka19j1Xv+2vj5n3jl4Y/9NTPvbhssI4a6I+zNMhthSqCoSFEUoCKCtDrQq1A9x19iWuTKvK0gVDlVlW8gMpSnbQ1qaGgoo6J/qaa+3v0+xS1TnTbwjv9JrNtqcAG1QGnoADsKaGpp7genrTpVI7KyEadLQoDe4EHadSmnsd4I0NaVp1laHPjUrjzXHoyq1U4AaqFUgGldPQ1Nf8AXrYPeBNadgMBVc39xZdWmu0KBKqmoI9wAfRRpQdPtOoKOdJYQQlCdzM2VswGO4gd2W8sJXQKSlDQAoCfimjldPX06eiwevGskB0euvebK21boDbkho9qFHQEF5CdC0kKC1FZ2kk+9KadIBIKjjSwrcBQV+QC24NkuDDL7FJDqW+yypBcCakABLalEoNAVH+vXnj/ACd3L+3fai/cHBpl0hMi4ZkD8a6V9r7cz+ZI3luDWuK8B/HlUHxWGYtgtKQhSd8UOKSK6bxXU+tUmtevgZvE/jblMVVHp6fhXsmIJE1c0FTO3MlUpIABUk7SCDWjikgqFPQCvvofXr01/htsD98+81pcD/btIzIfaAMOORqhfc2+Fj5TnJzk7vtonsThBMZgKWBRKQmvqfiPzVG0AqSP/ur191WhGgcq8WSSasU51eWK7UOvNl9UNRZDzT6NqVtymyFM9l1VUodWU/5VRQUPS2wxzgxTIYnBCDkeiZFaiXL3xtD2Lq6cOvqqlsb5xc4Yy7kDlDkHG5vLl1ubDFoxhrtRHDEYbQ4lqIEyCIUNRUS648obA3QAHTqzNj2+Gxj2qwZ4ULCp0IAeft50M2qO7dczX12GyzPaA3UcAB0/AUO+N+YjquULxlzvHzeIwckS9Dk2+2S48pMXvbmUOK+3bYLinEOkEBNEkmh6nEyTWxt4VaUGZVU5n8aJXNq1rfqH6XvarkCjMYp7FozeDpzlwxy5S1ApZmXL7lls7R2RtLakhKT8hUAVr6HqrbhGYpQw5htN2UvixOIw734VZWUOvN2Jy5JlSPtLWHJMuG0gImduMvc/9q8WiqOgKVub1KXVVNCEkdCblWs1j5Rn1oxYgPmMRHfIwXJfx68qRV5I+Rdrz/zA4gs1ru92Rxvx+JbqW7yqS6u2XWOJbi2bOqfJkvW6C1IPdWGChqW+e5tFB0zbmOW6jkjJchOJwxTh0HA8TS7gGOxlhczQ1G4ZuzILii+ocBjX1neZrypiFk095y4Gfd71EgXSQoqWuLEDTbDe+lShAHx/y/v0e0xLpCIAD60qqxhzY2hi6RqHLAGqlnToiFpqtK3EtgpUQaKJSCak7UuAn1p6eh6iyxYoM86kC4IarlAXKne/+nSb73m7y7LStG1rxgzCOpApv3SOVuFXkmgFO2kMkCh9+qz5haW2TVH/ALo/9LqtfllwdfO5+CT/AOZtbn/VOq8VzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWVzrKyudZWV+K5ZWQ5MdcWCtO7QCgUAaJFKgep/06vgqpTnvNaMk9VFdhuM224wYshLSi42AopBFap+NKkH5VNCPcdTo4myN1KaYe9wJa2rrsdnexu422+2VwxbxapAkwpKdxbSoAB+K4ElP3MOQ3VLqDoQdNQD1MgcbaVs8OErCoP4HoeIpieNlzEYJu9Ec+Y7ORFOC4K5rt/LGPoh9hUTI7NGbaukYq3uvFhKUpZadoC/8Unsq/MpH4jq+bXfN3FrnJplGY4LxNcy37bH7dMrQfAcqcgFQIfjyr18r8W4zyHCVc3bbEfyGKwVRn0tEuFLaajcRrvSAAuuq06n06zdLGK6br0gyjiir0prY90m26csf/snDn6uxcuXZQXT7ba7ZKtlnctMOFNN0hsqSlmiisPJNUFX/ADU+NNPbqqPhYx7WFoD9QwTrXRo7gyxPlDyYfDJGWGHTjzo9cisWOZVx5cMNv8gW6Bc7VEhuOhRT2UFsBSE0+SgpKjUChH166I+MvACEt0oQOzKuQyOLLh0jMcT8fTGodYcWsvHOATMWxl1+VZ7Fj9xVHmOuBz4lghABUaIbTSiAqp9z9OtscI2iMBEyFNq6eUPfmXdvaepPOljeOWOTs6n5hKYhR+9Pyu4d2QppJPZMhTKttUEbNjddRp+HVcktH3b2xRgHvHPgDitXmx3Fm220szyQ7gnZhhxppVhstl49x10R/t4jUWP3bncaJbKgEqWGlKASeyVAbWgaqUKmvVhsrJkLWwMRSinIfwAqoX17LuNyZpNTkJ0jM9vr9gFJ08uPJ/IeSsvTxlx2uYm0JkfYTJ8dS/8AvHknY5CjOtEBzaQQ6pPuSkGvVY8xbq8n6G1c5tnGSXkDB5589I4DjxqybJtTA4XN2P30QNGKrljkB+VXXwZwtBwHEv8Ad2UNMvZpNbQIsY7FG2MhFW1LQQSJFPyoFA3Sp16B63viGs4DIenGrdBCIZS1Abgrqd05D8TmaAzzjgZfmuSY3YcGYenZJGU1MbajLcW82Emri1bd6quJWKgihr1V92ZNNO1sQJd0qwW3hRtAJQkdnHhyquuNIl0s7UaRktrkPX2yyWv3FmYp9yRGWgVlNIjuKDSCo7T7dCbdsjJh4oOtpx6enGpczo3M7hCaMMAAT6qZLxhk2PyWp9//ANq3K3mWUpQh1KkmW+WtgbY3vfqLWRQD2RqaU66BZbebgGWNAEzOC/xHGqRc7o2M6QDqDyChB9/Kjw4sW89i0V2dFdtpmPJkNRHltuuCKFlTZUWVKQlaUDT0Jpr1Z9pty20JVRrOPOqZvlz4t4HkaXBiIUwX3E0PkbhTJrd5G3rlGW/Ck4tIjlEFBeq42+VlwpJT8j8Vj4gApPUk2kplZICAxpU44kDpTDb+L6Qs/wDdc0hOI69lMB4otjFit1+5AvjTsa3sx3pHdUlxhLzKU7S8y5SjiSg/NPuAK6dPTNdJI1gGK8/atBHlsXzFG6V5lPThUMyLyVstrxS65tGt33cBjvuWxkraSq5tRXlNPfZocCUPLUhBKASN4GmvRFrhBa/VMIdC31E9i50Divzc3AthH83HVw4Lyqwrhfcf8gfFvKbo0kWyz5TYlInNqNEocbaNdidu5sHcCpJHx2016E7nMLu2QLpcBnyUKPw7asFgDBMP6l0nooxQ9OdJH/kE4vzrlnxP46zfD7W9cMJ4bW7bLw0lqrsmLamkNyXQ018kLcLYkMkanaffrk/nCMNuBasPeBBTnyHbhh1Fdb8mztjsnTv/ANsE48uGrqenEcqu7xtwPJF8CY3FyyVJfkXO0tzLc+srccQwYsYNd0tbikL7qAn1B13ag9V10JgY1ryFOOH41d5HENa1rdL9IJB4Li33c6Kjxj5vn8bciW7Ar9cJKYM5xcGC68orbbRKcQyY5BJPdZUsKCQTQAU6VY3Lra8ZcMUvAIKYkg4etM+Y4UMvraOViyYRf09Th6geNXB5s4txWm6xOS4WTOzeY8fhqkwsfs0mPPeucdYVHDrENlgLeS8CG32VrDiag09KdFtL3cb0sh8JvgFQH5Oyy9fYlCbC72nbbhxupvkX9rSSvLFMv9KomIpaOWXDzF8puPWcXvS8lx7g/B5ouNwwKEz9u7cbpFSVR0XtxaW3Gm47ZLgbUuhJCvlTo3FtF3MBJN3WcQgHYSV9nwrW+/ca43Gzj2UENtIyrY2AleS/1JyHFFWsr48+NfJSJkXPoWCJw/A8ddbdXfcjTNtsdbrrn26ZkeOrtzLlqafIthYVVKVdZbuit7pqaUBIAOI6qP1ev31W7mKe6tyXAgfMS5qE8kzIIJ4ZZHCjgkeG/L+Ss3DMrJjduy+23a2/etMsBIkBhSn0qaWmSghiE8hsEqClOhVPX2JN3CzDy5zgC/BMgOHqHZwyoa2wuSkelrtIxcVOB9Rx9MKWrHzPyKxXLLxZktXmHMsSlWlyFKWI70RuMpxtDbKQhxYeajqLSFkqBaJ3H6VW/l3FshEz36g7DHhwToiIeOFW9m2WfgtaGFrcOXs6Cm8+IWbO8gcXTIWU219i+Y/dCl5WyndXGfaejlakqUlxCUKKVKSQFkjq4+U4y+B128/uYg8159VHvrnvm+1bbyMhYCYlCY4EHEDtCevCnH+Kt5uGUWHIH5VtMWPAnOw4qu2UpkNNuqCFIJ/MAk6+mvQDzIWMvEacUxCqnU9uYqw+XfEdavLsUICjLIYeolKJK4WtSk79mg/0SRSoNBoR1Xw9vCrA6NGgvGC1GXYRbXqACK6HSh9if6V6VTBZjpHp/KvQmNuQR60OpB/KfQ+2oqetHArSixBzdWDnQEfKlCoVUfQg+v19h6e/W1pADUUnGo8/DOxSzoUmuwHcokjaSPY0p/p1taSV4lTUJusRt5h+K/tLEtlyO9X0LbyFNrFNQKbvb6dLY8s+X5gVFJAU4jA0L/F8Vu05Jl+ISlq3Idcmw0kqCwuIrY6UJr+V2OtJqPX6dFbwF8LLkZIh9f5GoFt+3LJblShUerCrPv1miqtjjjGxLiNyNwUVflTvboTXcs0pXSnXlT/LPyIzz39ntwjYP+vs2GVhTEaRqwwwPdReAJWus/a3enbX5mjt3H9iYEevL2fiKoK9NdxorCa0SatgfKgPy9KU9/WtPbr86/mK3fLB4iJKOGac/Zzr2XbPDX6f086VnyrDXgHPdqvjRMeDe1IaUtI+Kdyu4zUHT5KJFfT169lf4h+ezs297bcSSFvg3Ajeej+7/wCrT2A1UfPm1/3Dap2aQXOiJby1NC/BaYfhN2EqLBfQ4lRUhlSqag6V109Pn6D+vX3ftp2TxslYQWuAII4hwUV4ouoXRSOHAYdaJSxrXuaWihG4byT6+1Fe+ivp1NyqLn2UQGOyyENocTUCgSSTruAB9hXQevTSFCmdKqeksuJG0UIGoJ0qdQT6fBX+vSEcMDxrK9ECpe1NAtSSSSTtPoaHUfI6U6W/AYVlTS5tsuWrc1+ZAruAJptRU1rqTTpsZhcqce1oYHNz49tYzGXhIaq7RIRoR7kpJToSfTQVPSpMHJSGFpxPyrX1kEsNoUkUSk1Fa1+I1BUU/mA16S04qace8kaB8q4UOGbFt+M8ARU/IklPxCTuCRpUrP8A4Hry5/mHszd2+0FzKiyQOa8YKmkhy+tErp/2kuvB8w+Cfle0+vhQe81wfuccgP1qI8upr+baC26aV002++nXzI+wO5jaPuztU6pHK/wz2OIr0J5ttxdeW7qIJqDdQ9VTa4YdYMkxGyuzoqJMGU3EMhGiElpxtINFkaKNak+56+78ZZIwHgWgr6sK8UHuPdzU4euqzyPxU4wy3PcShQ7e1bWbUtm5IbVMbmtuvNJQ80vchCkNOh4FQBNa+vS7fSzvEYr1p++Jc/wtRERYDgnLnl+VMls1jTa4MKG0SpMSO1HSaKooMo26hWqjp6+9Otl445VBwGedSlDakUIOgGtDoPWtSfdXUdztRpBxryyHShJ1qSAdfiBU1NNCTr08BgppQFRmbKrQaKBJCkkUJI10Ffb29+sUatIrShUqJzNyya/I6btSDVXvWnpQ69KJCLW8KxZSTUHSpNf8dya00FPw/v0w8q6tAnUEqH5E3/27oJSDRVKbvenqSKAj/wAOsC45olPBwOC0G/IYCLoEghXzUEk0K/8ApfIADWtK0PtTr5If9ypv72zHlJ//AI3Z+6vUX2KJ+gnHD+NYOyoLspoBJJDrBSASSPifQepJ/uOgH/bWb/8AnFvTv9DPcpoh973Fuywc9ZohLSmQQ2nbokN+tPRH5TQfmqkUp7dfYVjQTXlJ7tTieFWzZGHnI6D+ABBNDrqAoKAKSfU19fbp5QKSck4VMWoe5KCoBI0G0+lPSoVQGpPv7dZSSSMRWVj2oK1BbpUbidAAdEqr6fHreNbzw4VkhA+3SVlSRtG0K31qAfzU1CUka669ZTUgOFV5ka4xcKgUrIVUgkFehJOzShpt1+nt07Gf0+ykAOGOKe6l6c64rd7tlNoVGyr7KNLcUW2T3A4CuQhCG+2n4dhWtSKmtdPTqTE9pBOnKmpNRkaQ4o4onL8K6b5xjPiRV/ccgS+4hAUCxGklNQgCvzd0oPrX6dYZdIUA08xuOZoIuYMCmWqRZ5aMrlXFLs9tS4jrZa0Suqtx3qNHj7UpXrxR/mnvsVr5Chs5A8unmRoUDSnEhFIw4Gu3fZ6zc/c3TNcQI+B4rw9OlW7DaEaFEY27UsRWEhulKUaSoggqOlfXX16+I07/ABZ3yZlzzj669XDJBUosLKnJaFGhotokr9gNykqUANdyVU9CB79fRL/t7bA2480bv5he1fAiZGw8iVLu1Q4didlcS+9l4Y9nhsgcJHYjmmSemNE1j6S00ynaNKKBqTQpAXtUDqon2rp19cBlXlVAMBVrWZBU4htC+0p79MpXTtKQsgkO6UpuIrX0PSmqqc6jPGCuxAx7KoLym4huOB8bPZPebzOhRsjlIVGiQW0OuBMpxbr3YKQs/dTUpSCUpCUtDT16M28jdealMU4VIiidG3U4aWOy4koFQ8vjSysCaguZtY4r4vDMOTd4sZ1mYw9Ic7ch4JKV9wFJQVKrVNCB+IHRqOTwwXtzDTn2VKumF0BajSox/gKb7wTBFlVldhaWp6JBcS7CbbSR220vOBTbSFqLii8B+YmqqgadVzcJvqHtlPzIhodaRBjXNTJwIoqeTcdtdq4tt94l5BaJF3nw5arZFtchl9UhaoC1toQpKlOzXmErLcgqQ01HUgg1UdQdw5r43NQhPeen8aLWDHQXDXktJechijVxJ9Ola9XJfinBx7j3BueM6mz0Qsh5OuVpya4R2Xn3LYq9iT+0/f8A2iRMMGM8+2ktsirg2itK9D7K5sW7qNre5wkcARhkSMUHL8aevrl0dqbh7FjD3NcR/SqMK8yc+VWpk3jVkNvx7j7jyLGcIZcm3mO8+4lL70G6tsvW5SilwD7lbKwSK0S6oIJJ16LSXkFvOY3KWkAAce7/AByqrPkDWh4QgFy4qASVx99efmTwu5g4UvHGmJ53ZFwrtye285hjUAfuCHftGG5NwiTpDSB9vKiRXkOPIG4AmgJI6IMeZ+5C0vIKYcwFIXmAMaYnW3c361IXSAOYCh1B2AROZwQ4ims/wJ4Q1xv53cyYjcrm0rKIvjLlS5lmoEvRozXKfDrbshSKbkpS862mh9Nw6q3mV5+lbGW6XCULiv6XVbfKYd9aXOKjwXe57K2+uqXV/rnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysr8X+0Qi3MkbQU1eWgVOgTvOgGo0H19er/pIKHIGqUxpLQTyooMAkqhiNtCiDsU8hBKSKaJNPfcmoOnpXqVES1w5GkPPeICUUFnjR58m3ltCVIdfYDiQCEBBIC29R8VEH1pXqdGA5w/pplxdHxzq1ri1fOJcng55h4c7baY6LxbWVqbE2G2tLq4/wOxElk/NlwiiVVB0J6Kxvft0wuIPkBxHMcQfwqHc21vuFu6KQKWqnQ5L1BGBHrzphmD5zZuSLBEyiwvJe+4ZbeuEZHwU06QEOSKaKb2uHa8ggdtz2oerlbXMF9D4sJCcRy9P4VzC+sZtvnMEgcGLgSPd16HiEqv8AkHhxWX5Hj2VWh5uK5bJqX56AWwl7YaqWUnQNBJNSASFe3US52ht1cMuGENc0gkenP3VPst/fa277SQagW4Zr09aYVB/JgXVnBimHLlQy7IbYQuK4pp5bSS2lDjbiFAoB2miqglOh6KX2ow6I3FpIzBQ0LsQ0y+I8AgE4HmRUwwq1TJfFUezSn5Bl3XH323Ja1rSoiQnagqdqpagr3Jqqp0HW2QF7Wh7vXTE0wjmc4D5Tl2hKjvFnGlg4Sxo25pwlch2RcrxeZKQ2hHccccLDK1hC1MALFVAbnD9AOp0cMdvFojRFxPH06VEkuJbuQlocSMAFUk809wSgM8ovKyDkEq44Hh17U1j9vkFnILpDdo7IdNf/ALKgFKtpuEmpStY+LLQqfkegF3uMT3lrXjw2qCnHovFx4pgBVns9u8EAy/MUPJTxHVo4gZnDKqj4IxC3mc/m9+ZaakxGFIx+2FDey3xdO1IcCtq1PrHyTrUqO4mvVVvJvGmJGAGCfh6vjV62608FniyAl5GC8AeKczwH6R20SV9z+LZbc84+8t1xVVNxxuUe4pJA3bQVEroCeh80ghZrOfCiBID8lcnupXmaeQl94z54g55DizJjwhuwk7IMl9iIHnPgHAlpQCVA7SaEiv4dAW30lrefUOBOBOWB5DrUyaHxbdrHOaHuGnMInaDghxq0+In8q5F5Og3K+2YN2bKpq31NNxF7G23nUL7jy/UJquqiPUD8el7UyW83MSSMcI3lcqZ3N4ttuLGua4jBQcFTPs603ey4JYbQ9O321pxqwxSizMFTamiXGlAvBLaPl+ahUpNR6fj1fXvljAhbgxETn0qgxuZIPEQavh6uyrHxWS8q0SFuFSV13ODYmtdu1Ckp/NQAUoaBSerFsrSbFSP1mq5vjkvkjQt0jGvhcgu/BxQCHCsrNSNFVBGh9PqT0WMJ4jKhakKtFTx3eH+QOKF4rJbjPwrciVABZZRSWoNutB2W8N4ceZjAICxRJPqCeohtmi5MmTsPYRw7ajzzIjZcWAInBOtLjyjxU8iOXMzVh339jxTi2HLWmOlDzKpCogc+SnS3tR3HRUq2JFaaCvUWTb7x7SwvYIBlivHp6LTcRtYAHwhgnRFRfQDgKZfDxjCuF+EmeOnZkZm1W6O3a37hMd7SLhIkJbbcIcc2ULyvyg0IGh6j3kbbe3b4haG4BTkua0Qt2PuJD4AUggk/iU59KzF/g8Z4H4S589eLM09ij8OfJnw2mESDLWpxx8OlFKKdWohKUJpUEgdcN82Tz3Hm4RqEAaAOiDhxQKa695WgDtmGlveMjiU4qU9vLKgM8d+cOK+buKsvf4ptcUHi+1rgyY0hYjftyEKQ/JZjMPs9xpyPHR+qHfj8fjr6TJNFxGRCNQDUDuZ4jofjVlexzJyFIjaG4ZYIgz4DpQv5Lb2r0/JzCw5CzIiyHnLq2qIr9VmXFfQ2WUOtJMhh1pSADQ6UApr0Cja79fdI9Xp6qJSsAKEd3SB0NO08UsGw3nLjzHeW7/Pj3DL8MkOMT7XKxOJOm3I25v7d+NcHXXWCpqYxtcbVtSqqio1PVI+5v+REv2diggntZrmzuGKfCaC/AIXBzkChERQVxxrWwfbm381tluJp3tmY8AtDhoKFWhwRcePTChw5J8omcY5tyDFrJg6bHZ3nYtrlxr/GjtImpgurVClPQIe+OtwR3VNIXXcWxQnrhFv/AJ4bnvW7QWu37bHH5YklbG43Eh8dji4Bz3CPujBEaHIVBKAkVeIv8f8AarOJ26C4f/dGtJaGYsAAPdAdwPHinZUl5f5Fu2Q8cSZU6WhUNci0IhQ4DTMK2x4/3YUCzBYPaBcoKqVuWSPXr3PtW7N3KOG9heH280etrgiEEKDh6CuQXVrLBNJbzBHNwPq7eHpnRx8KcxwuOeJ7Le76647abXirUmUgoU5RsNOlf6Zqkp09KdEmwOvJBEANbjhUCV/0r9WbQAT7B6Y0pPjHmXxw5A8j+WM35jtF0Yx7K7gxHxZ+HZ571vtzLaXYyTIYt6Cq0NvvqDqpCwoD1I6OvdEhe8fvABoLgoRoTHlzWnGxjB8oeGuU90gELjiuYTDCq1tPJNy4I5/zTEbJNTI4uzWexKsSpKR3mS4QqTB7tEqUlSFoU04AAa/getR7k+1kMNs7Q1xH/CTy7Dw4g1Xt02p96XSSAujaFBGaBce0e8YcK2cvFuaw/wAZW+YzH7TM1pMhC+3sW8lYCklw+hUhRIND0F3Uapx/VxGeJ686nbN+zauA/qzy5Vf0x9vaqoGoI01HrqNfU9D2tIxotJIDFimo8jUEmKSVr2jSutak19RWlaimnUoZCmCBpQ8a6WFnbWtD8hXQaHQ7Rr/TrMx0rTSMQMlrB3BRSdQdtf8AQ+x09jWnW6aeEdWBdc3VCtSDQj3NfcfWlB/brOym6wU6KHEqolVNpNABTUinxpRJPoaevWdaWWloC8aCnlrKsf4v5MsGTTy+1HuOxmcttnchx5JMaQ0uhruLC0q9waelejFrG+eydFgq4KaGzSRwXbZXYAhDhzwGHOpTcua8EZbfbb+6dbeSntLogJVWnbWfkSQtKvQDoJu+wu3babnbJSwtuIHsIOIKjjwIJ54UU27dIrDcYbpXrHIDgOvovKoe65HusdyXFTtjvFxTVVU2ldSG001O0k1P49fmp+8flGTyz593jy/K1rRFdSFoblpeS4J0xOHDjXvTY75t5ttveMKh0bTj71pfvmHi614zCymE06uVYJCJCghJ7xTEPcCB9NyPbqqfZfd37X5ldt2rQJHd0ng5QhToUoxu0Pj2ev8ASMUH4eqpV4z8hu5tjcZ5UFyKhlKQgkOEpWlCabnFhPcLldADQDr9F/2o8wDzH5F27cyEkdbhpHIs7p9SgpXifzfYfQ73c27R3A/DgvFaYnizqXo7K10NFgKVroKVTUeutP6addQ61SxiKIfH3Yqmkla0JUQCAFA7qegqfUlXrX26bcqd3KlDrU2SttSCErA9gPbaPU0FdBSg6xvM4jn6e+tmslEWgLRuUAPbcQPpqRUUIPv0lxLhwSsqZtSILkNxsvCpQCBUf8tQkg+pPTZpxmhEdnw/KsFaVtQ3nG0rSpKlr27RUGorWgFND/x6U46zjTYwrpvrzTiFH8wOgITTUinxA/x/8D1oe6t0OuVrZPcCd4qpaCDQ6gFO4r9CDT29Kdcs++G1N3n7YbtZOCg2riU4o1cPWlXHyDd/S+Z4H5AuT2lKG7lGL95hlxbrq2Wlg6Cmim/jQ13LJoQPrXr4g+T7w7V5w2u8J70V6wHgneT2ca9c30P1G3Twn9cTj7lqN4bms9/j+2MKZKzGjoZNE7igRnew5t09QE6110/Hr7/eXr032xWd2UJkt2Ennh6GvEe7xeBuc0Q+UPqcwskjQcrxWdBdjOOvJYakoZimNsUSWwHVapkKXWtE/TXo3ED3gmGr3VEnBAaT/Qnp+dFqzkFzcCD20gkaDcoqOgqVDSmn+nS9DVUVAEi4uw6cUrJJuF2cAo4hJP4E7T6ipNE0H+p9OtANpR1kd1K6XnbkUFTjh0OpNDuA+oPso+p+nWKBhWAvA76GsQtx6tFKqU7qqqamhoqgP5gVehPt1rA1svaBqUJXjW4okgD1Cga/T3oae3p1hC1vjjXlIKiRQ6ACg0/pUkelfbrWkInWsRMqiGQpe+3WaE1H/LoVetEq9AVka+2nWnNAaQKWzNKDHkgbbuyRTdvptokp29pVPUGqtdaU+vXyU/7ljEfsz+b0/wDI416h+xKfQXAxzX31iMbURLTSv52yDQAjQVUT6/019uq//wBtdp/ve9u4aW/D+NTfvi7/AO5Nu08XmiHsrjn6dfjspQhIoSUgmiddqdv969fXxpxBNeV3AhxTKrctT5+3RtVVIIr8dxISNK++8gg+2nT6DhSazolOEg9001A+OnoQNpPyCae3WxgOlYtdyJspBSO6oafFI1TT6Clf7DrFrK+3ZsooUFPHUVIKQqgP+JNPcaHrK1l21X16eK1qCqq9dAR6U3AhQpu/D8OtjDEVokHA5UKmdx252cY+wNxdbXH+Q3DclT6nBVNCBsoNR6jqXCCIHP4Y1FeP34x1rL5EyQ07u13FYKFCgNa0FCNAE/3r1EXDHKpSE4UCHMVJWVY5awSdjiFgAoUSoup3JNfWgFevm3/nhvPhw2G3NPdbG5x9YPsxA7a9I/Zm1Hgy3HEvHuqRElISlACQNNATSnxoK1NE+ladfJpASpxr0PmV61YeGxQ/JbUd2wlzUhAIVQJHqSpSFU9jqR19hP8At/bD9H9ubveXM0vurt+KYkMOkdUIHoK8yffG917jDZr8jQU7fxFEhaIWifQq3AHduA/LSoCRtJoKbjp19Bcq4HlVmWaJVxAJ3IUUpopKSVE+oO07aV0PWVpAmOVDb5J5dkd3t1wsF6zJlyFZWHHbWw9CZcVHUprtvTi6VJ78W2xU9ppKqALNaE9FokDGSIFOfM9aejDtLvmKDAkoGg8E5nnypWlgvjNvyyzSWL4+WGbzBP3cyOkjaqSgVA+1SUocVoADpWvReJ/iBP0lR0xp2doEDifmDe3EcetOn4tAaznK0ht+eJGPmSj7dsKdC0mO62UNpUhLyUh34oFN/oNeqzcYMH/FUOAl072ZIBj2p+ddPKHJtrwLi3LMmXb4kIW+NdC3JmNRmHkT0IV2kTGloXLEcvugvUBUHlbRVOvQ2WUeGUBTL0PAURghLZ2lzkCL093pjQo+NmXyuXeKLpxp5PWdtm3X7JHMl46hxlpW/PYhS4ki2Ozkr2ES33HEojtNNrW8EqOiQeo+z+XZdz3lm4RlrXsY5e9iA3FQvFFpvzBH9NtThMpie5oAAIJdicAMdCjE0UXLnJWFYQm1ovdlkO5ZHjuRY28oS3bIVtaS4h9x1dY6A0gMpST6K0SnSvRW+ht7dwknLUAw/qQfDDiarVhavvSYmt/cVDyx4dv4UI3Pn8v+ZZXAxtm5w8AVesCAh2y6qiT7i4ewpKHZzT6w25DdfDSEbI41KSSaHpy33e2sdX0sJR+JXUQqZ0RuNpv76Rn1UwSEANOlqoDkuOI4HDL10YP8BXKuWc2/yO8u8kZai0uzbx4i56pFxs+77aYl3mTgVfo4A7uQW9dxUa1qeqv5kuxdxCXSGOdIMApGDXBVOONW7YbRttOgcXEREFermmty3qn1aq51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK/I+g+HHkFHXD+94+nxVXCQG2lOqI7y1rIASKJWtwK9Qn5AD066s3bryUpC1efr7a5l/e7aJBKS1vqOHQD30TmI+FXOsVxKpViiRdgbQpEh5aahYqfkBVSSlP5RrXQ9EGeXtzfm0NHWobvMm2Rrrdx5j+NXVifi7y1aMgtKpiLauKZQ7myRvVH2LBUSK9shrdU7tCNPXqVHsG4RkYAtXFKa/+U7XJ3Qqrnw+Hwospvjld7i2qLLu0DsyUBDjZLe1WhJ7RDhJUKV00I06lvsroAgtanb/AAqJ/frMFWayQf6c+3Gozgvjhn/E2RG849lkJ+yS5QXcbI6pAaXu3d2Q0nctNX0/F5INCih/MOnLHb7y3lDoiNPJUHaie0eyhm67ztm4N8K4adTeKEkdO0cDwog8iucSxwnZ0k7YjIb7qoyDtKlhAoykkUQ4r3JGg6tgc2Npe8o1aqUMbpXoziePpmlVbyNhlm5Rx6yhF8Ygw3VNXFp4rLReZbXuBDKykuKSpJCkkbVEaHpTWNmGoYtThSxK63JjeOJyzVE9PfUhtbcO2y7XjDLU11tcFpliSWdHm0tHa9tQpWxClJO8jRANK162WljQGnKmHuLnajmaifMGIQ8xsiscud0es9seQRJuMRSQ62ypOxamFqWgMPpSn9MqUaetK9Z4H1EToVLV4jh6c6VBM62uWysbqeAUFCzh3i/4hw7kxa4DjV2u8dQlJjSrhGdcemdwqeeeqtZkPOPDcoHQk69Rv7FZNj0gFOKO+IA40Q/vO5Of4iNDmjDMoBkUywogk8Icf2tD4iWJKWqKotxaVJBT/wBNopCUpW2CB9NPT06YG0beCminDvu6OdqMp1HNDmedQmVH4jxa2OXfkTGLTY48CSWIwnPkPS2KKH3BYqSxHSobUk1Kq10HU3+3bNHF4kscTSSgXI+04mmG328TktZLKWE4kkkA/wAeWVeiyYFxJzSuFb+EOPcPzPJLlcG4SLa4ygSG1qT85S5jgcYDMRJ3rFKqQKAV60bbamROmmjhMLf1cAnUcuVOR3O8+M2zje91w8o1rQCSTwQjP3U4HBf4vMSf4zxhy72uyYRmcOTHeubtthNJMRLhQqShlSnCp9Too4iqUhA+JHVeuPN2221y6CwhjfaNaQ0oAp4nmPbV/tPt9vd1aNdezSRXLyrm6iUC5J8qgcBgOFMRa8FPGHFuOYjicXtt3dhxG/3e7OuB6bMVtPfckOpWVFanV1CU6Jptp1Tf/lO6yXLmtLGwk4BAg9y1dGeRdgjg+nEL/EAxfqdqJ54n2UmPzQ8beKrDZReeKc4cxBNvvbSnoqXHJCXUuBAVH7aTtU6lZKEJV+UOe59Oi+X90ub5zo5w1h0rqATFeHbka5R5j2CHaHLbOlIBIIKOPt5Dj0oJVRWlIlKlfcGK407DfA3JklKkKaddSU02LCQTTTX06ufgasgFNUovcCg4URPj3iEbjbAHWmrrOm2y5T5dwaeuTwW+gvo3sx2Gk/GOyy1+ap+R19eg8vcmew4gFF58/Zwpi8BnQtCHDBfx41M7Lf2GbpImJT+my8FqlA1Q5HVVKFAuEIV3DpUAUI6kEI0DgRTBhIIBKE+48FqmPLaxHkfilam72q2RbPeot/dlFbjRmtw3G3Cw5tqVtqS2U6VCj9OgG+wx3NtHECjfECnsx/BKMbRJ9IZC5XPQfLnyT1rSo/Kjyr8ks4hT/HfiaZYrdgTuJ/uV5cuLVLr9vRKY0aCtf/bNTprTZDbjxDa3aAfLrk++WDLjdTc2bGm6awq85qcAnAYKGrhXZvK0s8e2NicUa4ai0aRxKgEjoFTHspYnjBm+V8bNcspxyddhYcoxWfab9b4Uia2u4SVOOd9EtqOsCRJNFkhz4k1BPVXt3SxMIjJDS7hz41bXsikl1va0pEc+C5fwWj3/AIvM3mZ7ARhN0ZXeBZLtJnt3GXuWHYzs87G3G3t+x5yOstPbvyqSOtWZfPIXOxaByzKn2DL101MGxxBjj3WJxVcBgeaHI8qfj4NX/LsT8leW8EW02OOb/AYvdkiRWqxrdMSp2HLZW8kqbUpfZSSEkpqKDXrg/wDkx5Kk8zfbmTcLYf8AX7e4yZZxkKijjqGHAqVq1fb/AHX6PfpLN3/2e4jCdJGlQn/KTUc/ka4WXCn2/lbHoykpQpP7mWkgBLRXXur7YO5bK/8ARNdevktZXMVluhjcrYbzDoJAO72ahh2gV6atHukiOpFYMeHs+NAtB5Gy3JcEVb32kItcK72xBkgtIb7bKl7kVNXn3vdIHsPUdfWj/F/7iu8xeUm+Xr54du23KwZq6LSDqI4EKMsAK85fc/YXWO4u3CJgbZyoF46lwx6oeFMdmXsQ/H6cwVtgpw1hsd9StprG3fP5K27E/I19R7devdukIuoUzCfCuP3UPih+YAaV9WVJ64rdUcgWpN6iMvyrmpSQuKHG31LkgJCjuBYZWFfWtDXb0aaTqOpwU9M624aok4IME7KPGH4dZJzlyviudxWrkbBaGkw50poNpjFhpbTbpcZStSlzGVbkBRSQGqHTqBLatleLhzgAwcxj/E86RM4iJ/htOo91eA4YcCgrZE47VjuEYfZMVb7KEWuHGi1aHwPaZQ2KqJqpZSKqPuehU4fLIXjKmbd0MMIgLSgwy9PXUtk3e1y00jvJWpX5aEa0GtPbUe+nSGskaVdlS5ZY3gNbmPVUZfRWpSSQddND9Br7g/Tp4nDDOmZMR0rrS4llO5dNuoPpUED0Pp6k+vWvmCcawI1uOFR+4zWnagIJI+PoKqPrU09FCv8AfpTQmFNlynjUccfpptIruoqhoKaUpX8wP/j0oU2XBuJwFeV+WoJNR7E/Qj60A9D0prVwGdKLzpx+Wh55vwy05TiVxlSrJEn3G2lMxpTzIW72/wAr4BJACu2oEmgKQOptm90czRq7hw6VEvG6rZ7mf7oCjiVHD2VFMEtOOXXDLU7/ALftDcqC0LfJT9lHUtD0UUbKipCiklmh3HXXrd06SGZzFOlVHYa1ayh0bHO04txwxUYH86+7tb2GHEdppLbWwtJbQlKW0gagpSlIGnt7dfG3/PX7ft2r7gW3m62ja2z3CEscgTvsxKgAA6lJXoVxr1z9pN6+v8vm0kJ8a3eADzBy64ImNDrzRibWQYZkdvWyFOPRHX2gr5gKQlQUo60KVIV/qdevm7pds+/xbmxWubIFTkuPpwrskT/FhdEv6Snsy7KDDxWvjkWFc8WeUUuWa4yYnaSkNhTfcKm9AQPmk0B/xAPX3E/xA84f3bytLskjlfbuD28y1/eHsUj1c68x/dvafAu49xjH+41D0IzpoWEvd6C2mp0IBB9QEn2J/KNyf9OvbDCo7K4hp0tHVaue2F7aj9QhJ90Ea+gO3TTX0PW3FAvGsSrHtTrgSkqcUqiqUUa+oFAPrp/w6Q8hABWAVL0NNupStJ9aClSfkPemhp/p0gOIw4VuuwxxQFJXU0UCK0P1JANK/wDt6xcSTW66QgtuJNVgCtCSQapNfrrrU0060mFZXzdlAs/EEggk6/I/U6GoSK+2nSmnhxNZVG5In5OK2iiF7gmlKem9RGqtAfboL5msxfeX721QEyW7wB/ymiGzz/SbnDMMAJGr7ao7LWTLsF5YRsI+1eIBO0ktqCknUVKaewFT1+fbzPC/YvNd1aOwdabk7LDBsqhPV6j2V7hs5G3NpHIMRJEPeEqmeLEql4xd7carXGmXJnamtSlw9xIO2hFK6H6dfdv7RbmN2+3u23YK/st9iA/j1rxl5xtvpd/njP8AUfWhIqrMenXe0cl2yTPnvPRmpgQzGfnb20toeLZ7cRVFNJUCPXU066v+ntqrvKMUqgIXsNNQx24sXOI262sFNNo267TtBCQfdIr76U9OmUTsqI9JEc1cHJ1wqbNLolNRuCqfmIAB+tR7ken0/v1qngowJX1enCut8FQqKD2B9Roa7qf5AjTpJaDnWgQ5R6ehFYRbKiTQVH41odNaq/xTU/HTpVYGgZZ15VNey0+h3fik1oT9Rtr/APjdZSseOdda2x7VokH6DUih3ge46b8QAoaSXYYY41DcjBDDtE1VtNDqD8RqEDUaemvuOlEtIVcEpbSgJoKOTgf3ZoDbXeTtr6HZoCKDYdPbr5L/APcqXTspPyiU/wD9t1eofsSUsrknh+dYHFlBU4JqolK0K9KkgpqNvsake40HQP8A7bbP/uhvT8Bi0f8AlHsqZ98SP7bbDD5jRNWGH3dhKkp3AEEqFClVBTXUqqDqdevrkMq8wOAL16VcltgNpZSoqqCBofQ1odx+pGlBoB0prnAJwBpuQtLlalZNUdsA7a+moOvxCa1Iprp9Oth7uFIwriGE1FE+gOopWupNSPQAf1r04HEqTWuldElpYT8fkKEgUIBT6hRUPTXSn9ulKtZ2VBLuyQ04sBJWQan1oEivwFdddAfr7dbrKFK6Ovvcmo0BTDbS4qtDtLTHpQkBdVLBJp69TFP0fQn8ajYG6TNAo9leXLry6C4moCVkp+Rp+T81PetRp6adQnlGVKa0Od0oH8mkfvHKTCaoWiG2HFbRRSVKSVpIGqgEkak6mtevj/8A5zb2bnzm60ae7FFp6KdKg8jXrX7SWYt9jjef1Ffy7amiUqdICApSvSiRqTU60oTX300r18+gCSGNCuJwGZJ5CuwkAZ/wFXhglqmmijDkNpSluqlo7epAKkBKgF0PrUfWnX31/wAUvLk3l37L7Xb3ELoZHt1HUCHFQDioBIBVD6q8ZfdjcYr3zbKI3te1gAwKgezCr/taEMpo4ptJTQqCloSU+hUFEEpJofr7dekkJyUnsrmmWPAVO7bPtiClCZbRJNAhBKnVKIqUjb7KP41r06IJSF0kDrTRlj+QkauXwWhZ8gUSHJN9LAso3wEURIQO6Vob/wC1iNABRLDQq8/tBNRUkadEYWlsLctIdxz9X41Lif3CB8+nAcPXzPKlA5Jf37femFqvtoXIRcIq1vLisojMpQ+nfr3ty0oToCfb2FOp7Ji1w0kHvcuedOvGuBzXriw9OH509jgy8y3+WsTRaVNzLrfePkORmmECRFkl6zxy9BI7jSG3lNNqdTIUoBoJUoVUOhF7CkTz+lr/AMaHxy63tdxMTV9g4UF3nxi/LOWz5thx2M+HJnevuQw7c/IctgRF2mE+lBWFSyEMbmlLB37VGutOqxcPf4ug/wC2TiBl09X41ZbeOJ0TXYag3HUmHPDn+FR/xEuv+5874xzDPWZQzTjCM3bLFaDHQ6hmPe7XLXCnuxVLVHYlPojFwoVV9hDgJA3UF98q7A2WGadz3NugndOQbIC0knh0A9dB/M+6uZFAg1ReGSHD9WhwUAcgoUnjlV7eSPB9/wCY5d4uFnyxLlvnXliG+i2rW4uxpuHadLZeS531vL7pKzSoHx0p0E3izm+udGiBriAqIcEXrUDbJ4xE52Ot2enEqefL0JqHr/is4TjYItq6zrrdb83EW45JW8WFKlLQVfpbP02fmdNxNPQ1qelx2Fu9ojcDrIz6pw5Y8KJGUibukhoGWYXs7c6Yp/AZ45WLh3yR5DvEGQ+5Mb4LzfGo7ayAhFtm8lcTXFxK2gSG3W3rO0ABpQk+46pfmCAQxtAKq4fA0Z2Kcy3bmqdPhZJxBb7czW2L1Vatdc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlaIXK2RtrxZy43C9XKA3ZHnJ5eirCnpDTDYccZiu13RX1hICXh8k10FevU4tWMBJKMTgPT+FeVzO7iFK4HqcMKXNYvPzO8/5UcwfHMLdt1shLP3Ey5yG2VvQULCA8wiW6HX0FtBPy2rJ/16Ht3cOuTbCNyByKSmHMLnlRgbQTCJXuAcWkoMUPI8/UtMTxSbEyCK1e7ZV03BstS1MvrcjR3myla2I7RISlLixuWfkqtRWg6MwmIs8VpVR+PsWgkhkjb4UgRzCRkhUflwoUfJTyWl4BmVu4qsNyjWnJrnCXMenz3EtRrdETRL0pxSNyi8XPi20KKUKmtB0O3K8iib4MOn6ohVdkG9mZJ4J1olttrLM0OOoxk5jMnNBy7ahvBvkHlEjMrdjOU5azk8W6v/aRw0pbZYdFAmoWFAJUDVJB3H3+vQrbtyW4EFy+N2o4aQhXhRW+2h5tvGiY4AEfNin49tHRyBdYeK4dl+QXWFHudttVqlSZEOS2HI8pDTalgOoOqkISAdDXU9WCd7GROe9Ea0lPV7DVbttTpmALqVUGB7K1qrz5kctcqZDcciN9fxiyW24yY2PWWApEONFtUF1ceKXVJCAXnG0A7CAhCKDU16osXmy61+KDogDsGggd0ZY8+YOFdHi8uwSQBrwHzopJGAJ4IOA55rThPAHl/LOWeOMiZyaa3dJGOz1RIdxbbCnTFLiRQP1UoFwGi0A7NwrTq37XvLd6jM5AEgwKZHFAR1TPrlhVL3zZztEwjaSQXYDoQT7Bwqof5SeXcv4y49xzGcTfNsumXull+4tkCVFhlClOuM0FFSCykhNahFa9RPMF++xtUt3ETSO0ryCYkdRkKc2Cxbe3KyNJaA5QMMAiDmhOacKSfx/yDkeISbLkDF1u68hZuUSkty4y3ly1PSW0PJmIWpaFh9CiNtKGta9Uu23qSzeC3UZcAoccQTjq9fCrzPscVxACNMaNcR3QrcDl0PFVraiwy6T71g+J3S4MPd26Y3EnrcUhSFpWllSkrCakKICaKCqHXQEHrokEhmhZNgHuAKDrXNJoIopXMBXQfbhl28qQn5D8rwcq5gyh+bf505vGprkX9gcUt+EwWEFTivtkGqnHahNKVoAB0G3XdNuhnLZpdTo17iKmGIA68edW3Ztvkdbs8EIXYl2QHLP2HnnWzL/EjmXjND4kxrIeOp2M3blmVtnXuImTGXc4SkLqnvxm1VYfUAUBpyiwBQ16B7pfT7lb/wDSPXbS39KAD/iAyPNauXliLb9pu/HvIw7dVOLsSAuGhcgmQHtptnJ3PkC6Wu42/H0zEZDcIhjvsuJdYZaXRSV/rFIS28ymu0p9tKnqgvguYJQJMAPWCOdeivLsNtexNubdDBmOKH+dBBiPlRcMUyP/AGXd7veJ9rbUUvWsPOCAt9ayhMuQ3uO8a0VUCpAV69OwgSTgAjUqJzqT5ntw2xkuZIwJmgEPQKnLBM/5VDufrziGeRbPFseHMyXUz3bhMmuBKodvkp3lyROSHgtBirO9tOu8n09euk+VzOyUmZxMeAHq5L7MK8vedHQShnhICriQufqGS54phS/L7EvcGddoTjjMxx+LKfsXcq2q4uIqQhBUlKkOKbSaBz6+tOuoC7iZGHNTUEB6Hkfzrk09u5ryqYcRy/hyq/sU5Esttw3F7BlFocjz7ohqMoBj9AKVtEZSthca769QptJOqSSAOqZPukcV05socHOkKEY55DtHH3Uplm6YkRnFrRgnv6D4VNeFYjHKvJmU8dRbLKx4Y1axdHL3cYqkW64NLWWe0w7L2QnVRCQqS2lVUtEECvRH+4Dwi5oOppaMcF1Ll1CUp20yPkj1PDQ4Px5aeY/H2Vgs0sMHki1ZBg0yM5bYsacYJuEcARpSI0stKeiK3b1wpfbI9BtSUn36qtzu0t07wvCc1kUhUn9SKMKm21j4TfF14vATp2/hSDvK7xJ5eyryVuFv49Yutoxi14aYL2QRX3Y6bna1zWzLhS0srSgoS42lbaVkklFUEHXqqHb7net9MNlqaPC7yZ4nFvBa6btl3FYbQxkoBUgBzh3VAXA88eynG+FX8d3jxd+HMN5BssQXL7+1XSwZ1KDbqIr81BdhXRDLMgd5MxEyMXEuqoim7aa165fvO7XG33U1k6NBHIQCMMOCkfpKLz4VZoZYn28c8LjrcwklVDjk5fgQOXCsZ/Fd4deMGJeWXkbb+TuR8axnF8Eur+W2LB59ytluh5bAuF1lRb19zKlyoblzseIBLE2RbICzPktvhSULSlSTZrPwjYi9YEmlAAacEwLtYwRx1DS1pQd5TTTYp5ni28TRatDnF3F4aQkAcv7YLXFzn/MjdLUJNN1xrifh3N83zDnHgHNbVxNxtaI0lTFny61wrC1PkW+e+3ergzasqvsa64pZmS2h11h8uSkx5DchLTaSArW47bDu+0T7VftAtruBzHkkAKWn5hzGSBOQxNbs5ri0u23Vm9rRbyOc1ryXP0t093UMHBwJIcdRxAxINenNccsfMnF8y2uBiZGvlmMhhYo40XHoyitDL20IdQKmik/Emh9dOviD93ft1d+SvNd35dugWeFK6W3eP6dShFxBYcBqxwByNetvLm7wblZw7gwrDK0ahyKZFOPUVrJ8i2y98S5y/gM0OtR0ZYyhjeF/OJVZYeTu2g1bAB9vj79dR/xy823dp51sNytpXMD3iGduQJLg0ktUdCF4HHKoPn6xju/L88T2gvaAQuaDEH+VMOzm8CNwnPTGU3tOPwUJ3r3NOpTGQkkJUUpWWljcQPr6U6+yW03MdxPFJCQ6JwUEHA9Qa8n7hC+3dICEezBD6sx2UvPhzvSLxHSidaV756UmHJbqHUpe3KQHVPKUaAnaAnU0FKdWpocCpOIXCoJwb0UUy/gzl/kiwc423j7HsuRExe7fbuzsaft0eQy/VVUzGJyQiRGuAqQtncUKSKlPTZ0utyx6FukkYYr0P4VGnY5ri5hcO8MF7pXm3n1CEU7xqxy9jLpClLU2264pI2pWpQG9YoKkKr+FOggdzqO8hdVZdiE8z9RtKdRoKeoqPce1es1DjWkXsFer7laElKjTaPfT01pt0/t1sgHHjWaneuvC7NUapUDQ1rTXafr6V9f79Z2Vhc53ZXShlt8/IJ1NaDShIpQkEa1Pp+PW6bBXEfLXubs7blFED0pUj1p6Ap/+4HrVYWqByXktfbmPtLQaADXU03VNfcn016TqIzpYaHYVFrrjUdxp1p0J7LzTrTgOqdi0lCwag1FD7+/TrZCmFIZG1hw/OhJxNg4zlGT4hKJQhanJUAFVSpyOo6ACiaKjndp7DohdDxbdlyOGB9folDWNdFI6IfMDqA6dPjXbeJDXfUyk6kBYUkGqUg+iRTQKB9NNevG3+Z/kV3mv7US7jbMDr/bXiQHiGjE4+0Hoa7X9oN5+i3w2byRFcNw5ahwT4VBchYbebKFJSW3W1oWfUdtwdte6hpVQUTQ6dfCzzDbCRgcmBGPpzr1hA8sco+ZaVZbUL468h7xalHtQ74S83/ihbkdwj4DQhK0nXSpHXvP/AAo87C08w2tpLJ+1OwwuKp3mlWr2jUK5v90NoN1s8kmJLUeCeSY9nSmbYBeA26hJVRLyEKBJAB3a7AST8APY16+w9u/U1BwryaWN1EyFAmHp0oj7TOCigetQNaaaU020qk09v9OpDh3cMxTJTIZVYlrkJWkDcAd5PoK1pT3JIBPTRyU1gqaQnNqNqifiD9KlNf6GgPWuFb6Vm0vMbQSaewKqCooNCBqDU+vWvjWV8Pfbu7SlYrWitEnaQKU9TX8D1grK6J8VtxgUWTVGoqKgqBNDXQ6evWxgVGdZwqncihNku0USaEn5AhVPShOoI+mnWpGiZjoyO65pB9YSlRuLJGv4hwoer8aLnRlVo4w6CK0FXG1JSCofRXt18B/8jNtk2H7r71ZkFofIZGrioOR7MBXtrylc/V7HazAg/tgVS3C6ki6ZVBWlKkplJfCU7gBvbKFgaAEaagV16+sX+Ju9t3n7SWbgSfDjjCnMkNQ9mIyKEcsq83fda0Ft5leRk4k+3Gh95bydnEs0eKW5JWgzHQpuGyptWxvubFSD+qCdoAH1NevURlDWgHlXNms8Vjm8cOPLDL8aM3wy5gb5Wxi8y1oVutz7cZSCd23XtkkaBJb2a+/SiWyRte3r7qgsjdFLJC/FCDmudHjEjNvISQuu7/HQAa1oFEapI9/Xpolwyypw1lRaUUHz1I0qCSKEHTU1Arpp034i4Gk/CsbKtqGgQB66gkeprUAE+9R6db8QE8qc0lNXGovKTtXoAopCkkEaU3DTShP0p0ouRq0g4CsW6VHcQKfmAp7igFAfQBQGvqemT61pAQZCodfxvjrBS4fiSa/H1FQqlN1CRqfbrS8KeY1QiYEe2go5SSoXhtSTVO+hVSlaNkGgUdVa06+U3/cqatvsrzl4hHr0O/CvTv2KI+kum8ShrAYaoCamtSS8NAAPjt9qVUQD9ehH/bbYDPvpHza4/wD0VK+93/2C27TRTWZ5pCGkoQa6KRUBQFaakalSt3+h6+soHsrzM9wAT9VWhBccLaaqAFAUV0INaUIIoCffpxqLjlUcr66zKFU27jUD1NCDXX2GtDT09OloqFta7a9CXWwCUiprX6EUPsKVApp+PWKGmsRRXikuKKVFNEpI9DT1GqUkp9K/6dKABK021xcU/TUBvYcDLutAvQk0/KBXdoBSvoAadKpyg5jKek57fJTr7bYYbmELLiNiU0S2FArUFEK26HQA+vUtxS2awZrTbQXylxz0nP4ezKvidhOV5XIdftkN021mheuMjuMQjQBRQwsgKkuigB2VFPU9RZInvA0BRhTsc0TFLjjgOn86zfBHhxJy7kOVfsredFo7tHU0Ul13eQQ1HarVpsNipUsg09B15I84f4lbL9x/OUvmbzrdTHbnSOd4DCmpSCGqEIwzx7Mq69Y/dk7NtLNu2mEOuWRhpcuDUwUrmeXtNMUneK/E9jcjt2e1MyFIbIcWGw82kpBVRagFHcKe/wDbrovl7/GX7J+Xniax2O28ViaS8BxahUFTiccQqpVevvuZ5puz4RuXBrhjp68PUOSUurP8bvjfIN+s9ovDNot8FTXbaQxVZ7gJ+alqBA2oBCQP69el9o2m0tttijt42CBjdLR/SBkAPxrmF3fzTXUhmeS8lSeZ49gqF4vFfttzloyK+PvMEFLaVtVQkhYSpXwc+atpCgkA06M3dk6O3D4mt1FMglQ4r1skmkLgOPE0aODJ4jEG3uu3WG5M+LrzTkpJcGlEudsGqddSmn9uqzN46luk0RjY16Hulx6/nQ0+TkGJLyJ+NYrVCmwptkcbjpaCO9sdqDsQaKU9PcohR3USn0HqOkxuLIlcEcCq8R2VOja0Ej/TkOdJG5awHkCPd7bDNox22rul+tdsaiyy4uPHcuN0jRGnZyGGktusRe+Vu7TqlJAIPUmBr5pA2PAOeADigBIBKdM0pc91FDG50i4MOHMocAeuS8K2dYnEXHXB0/gnGbpkKYN5lYxGiXTLFKjrZbeYhMxkz7g6hsjttSnCiI0z8G21oCiQVEjdzuYxNNFEvgiQhq/qTDUnBajRW8jREJdP1BiaXub+kHgOJA9poV815z4o4/8ALprhu/3tOY3rLmf20PyHI8x1yZMt6pLdklqgh2KiUwxJQEoSQlCvgKKSoCjbwyea2ey2JE4Q4HEAFT0RM6NwMPhDD9oau9wTLHqccqD/AIwsuC+InkFlt850zUWiZfbzOg8f47OmvzG4GKP3li6MrtrK1/asqmTHAh95TanENoDe7bQdGfLm773t+620e4FzbOe30Fzvla4uViHFAoUn1HCgu5xR3NlLErBLHISA0kuLNPAZ9gCY9ai9qRzrg3mFyhlGM3JCfE/LJVvza+Ml4yJL9yQ19k/KtSg443BYeYZQXUo1WVDYKk9XjzYJIN5aEBgMICY/7id5OhzA9dQtihBtXSEOZqeHEohdhh2EcelXVyX/ACBZgWJ1vwnjmJGx8uuCLPupfTLlRwSkKDTCClpDiQKblFSa669CBLLG3WCA4c+FHWwBzjq0ouGJJA68O2mD/wAC3P0rljyW5Vsdzx5NjucLhbKby4UKUW30I5B4viL2BSEn885JJqQdKdU3zCr7dsh/rA9zitGdmt2xXjnDFYjiuHzN4VtbdVGrRXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZX51H8hV7zHjzx0u2UYXaXrnNhzY6pbLaFKfjsHtOq3pZC3P0Gt6l+oO3Svp16c3i6ubOzdNbt1JmvIY+iV5k2uK1fPouHAAvAC5JivT21r3scxcm5VPZv2I2KRLy+8rRbQLCyFSUMytrT6i6Gzsq0arO0K+hB65huO6X24SaowQ4oCGLj6+FdV261s7G3DpdL2tKgEoW9QOPStoTxSxC+4bwxx7bcxhybdkM6C3dp0SUSqXHafCO0iTvJW28UVWEk+hFdT11PZ7d9ttEUUo/cazEdTXKN9uY7rcnSQkmPmRxUr/HrSOP5SsB5Vx/yMuWWtWS8P4pMtsQWq9W2M8+23ISnurQ8I6VllJQ4Nppt0p1RvMxmN86cF3hBoChcEz+OYq3+WTbNgLHuzIc08FTEdHDFR66t/8AjY4xzLPb1FyTMMfvVqt2IrNwj3ea1KjR5vcrSQ4++pDIDqk7A2oKUTqNOnPLcFmdUsur6puLc8Dz6gjAA8cqleZNxkZblsZb4ZARBgenQriowNObz/D53IPHXIWI299DV6yKzz2LOiWpDYlSFNOJ+0YC9oLzgPx9KkUHt1bL18ht3BgVQfePT11QbENNy3VgQPUvXpz6Y1qt33wh8nbhfpuENYRc7ZN/dHoyJ8dpTlvlpQ9tTMWWkGi1IoVIKfzehPr1yp+2Xtz+wxiHUin8Rn7q67a7vZQQCWV2l2kKFGB5Lkh4Gtg3wX8bbj4wcLO4hkV6g3XNrzKYuN7jt9pT9tbSNzbcrb8kSJTh9KHYE0OvXTvLu0O2uzEEjg6QqqZezrXNvMm7HcbzUWjwmnAgquCJ1Az7VqE/yCeKuWeS2JYxdMIkxk5NiK1FFqdT/wDXMuVQoKFRuZdTUKUiqkGmlD0vfdpl3G2Dbc/usKgc6j7FuzNvm1Paq4HFMDmnUZigA4D/AI2uTp2S2m58nCFjuLWqezLmsuuLCpCWFJWUMpWUOvr+NQmmvVe2ry3esuxNdgBjEIwUE+vjywQVZt48yWk1mYIiWh2GkEanD1ZBcDxPZTs1/t+PMNpaLn+17PAZt7cRR2uKhxm/t0FQ+LaHHgrcpdaD0166Cy3KhxABX2fyrnT5lV7/AJuef8aWHyF/HLac75DvvIGD35DVhzXuSpDEtnY4xJK1AvltdFIdj6pDiCpDidR6dVHeNhhub50zVaHDvAf1c/WPbVy2TzB9NaiKTvJgFBKjmDw7DRBeNXjDh/iBkNtmWc3J/OcnUG03KFKdejtsKWe4ZDLaEsS3kitCoENDWtadTNm2axsWObC1xe75tXX0zzpne93utxkYSdDWDulpKgKuJXKmj5JyHkT0Fl6M2h65x2mgXmklKZKAkBX5lA7wD8qkn1p0E3ry62QB9uuoOKAZp8Oyuo/b/wC4t5tj5LO8LRbFo7zhgHerHvczxqlIl9ev2RLKLe3GnSSDcJC2lIZi0H67+9xJX22qVSrU11oOhNrtrNvYZpnNTLguPDtq3+YfNcm7t1OBDQRgD3V4aRy7apflzzO4d4bck4jh8C/c28rIFVYphEJy4phuLFELvk5BVbrKEOAEreWtZSTVI6Ls3IsYWWgL5Bxx0j1jPsGHWuWX8TruclWafaAOfNenGrWwbJst5Z4xwzkTlri2z4flVwuCmbTjsSWpUONCXJejtSrk80I8pSG9qUrW4jaXapA2nVi1u5rdzzqLXuHeAKpxTFeFBpLVhcGyBjmrgQCARgh/MGgt5hyTk7jLk6bZMlx96Xj1sS3klsnQ4qUQiyChxtam0rJQp51JS0PiANSKEdN3W5+NJ40QWIOwBGI6E814mp+3bRBEHNfGRM494g81y/0kJgKvTiX+RK42qG/GuHHLEiJIS80qSofZzktPkpd3746mXgrbWlQVe/t00/ersguEbS4cdRH8Mfcamu2djQ2Jr26GqgIC48jmRw+NXtjXKmL5rZ77mrshiy2WC07OuccLSiQynTutdr5dvuIIUkj5VHoepltuzJwBdBsYaOJXqT2UIuNoMLw2LvvceGAHTt6UrDxv8l+XM781uXrTHxK/5nwjdMEvycHj3SA4GG58eQmIp1au0Hrk06kBTRUR21Jqmtenftu2LevM87pJfBt4oWvaSg1fuALjzGP86LeYG/23aIGFusvc4EHIHQoQcyVCdlQ/xO/kQ5c8Q7HmNo5Ww65Q+CskzHM7fi+PJguycgt94n5LdRBjffup++uNmE5LiosWm5lLhQFFIHVK80eWL+42I3t0NEDL6RsLyBqex0jyGqM0QlmrFOJQUc2K9s2zsZI0OY+BpexpxEmgK8D9JOTkwPJVpeOCeUuV475sW7m+1wLkLJcM6XMlYfkvfC30S31JMifAbcLltmtNrCGAijrKaf5dVyymdbPaNOIamkkplgvXnVgltY5LZojOl4cAC3HAnIrgeq01vxs81EcxeWHKGH8k4hbMmteQ3bH5uH2i3xVyXLdH7UiG5GZiSe+7d7nFCE/cKfW04rYkrVSg6IxXpluHMfE0O0t1IuGCjPivsqHNazRNe3xMj3SmK8W4YoccRlyrZLxPMoiJMTFFWp2xCHHb+ygPx1MPhaG0NumQxqlhO0pTsQQ1uJ26nrwV/mj5M3KV1h5zsode3RNeyctaVYThqecfmCYqBgeNdk+126QOtpNokclwBqjBIxZxDf8AhPDMLSkf5U+F1MW+x8uWFntLiXJhc3s1SVtVA1Un5d2OvVI9wSOvEn26c+0365MDtNvJC1wQ5O1YPaeeLQeIABGVdgvi64smlwBc14DuZHXoKG8cgIyLgm4xZjrD8mLDaZ7LjiULCxHDZ2gkk7vQ0Oh9evqr/iv9x3+bdrGx7nK1272LpAQSji1FaQuYIx7a89/c7y//AG+5O4QhIZg1UGRB/L3VVfB0JxVwgJcjWV5kSWXHGUGsltAcCiqOQNv3CBVSQQn6V169jteNLjhka5RKjmp/rBT1/Cjt4GKJHlNbUoegvCEpD7lu7Y7jO6hRNbdUVK3Sm/k4mgpQ/wB2/wD9lLl7uj0xpuU9nzfhhWxHDvcZTKEKZQnttISEpG5CdqBok1qRT8eq6WHmai6wSVwxrki6RSmna0OmoofY1Gnyr0oApSS9qpxNRmQ828qqaJrU01G4aEJofy69ON602axc6TEgx3psxXbYaJKlk0AIFDWtANo/49KariGjFxrTiGML3FGjM1EGeUcDZ2927MpAVQqU42luqSQqju4Nkg+4PUz+33pHdZ+dQDuVkXD9zBeWB9dW/ZZMC8QGrhbZLb8Z1IKHELCkkGlCDqKFPv8AXqC8OjfpeEcKIRvbLGHMxa7HNazKmmkJqpwGgIIJr6jWuoqadIJNOtamNRa6uxQhYKyVD5KoKgkAVpr8qEenv1tqr0pBLScM6CzmV5qwZbYMqjMuFK3m25itU9ztbWnm1gUASqOrQe5H06L2f7sEkBRAFHaf40JuHaZY7gL8xB7OXsrG5C82oImsNbmnEoeSokVLTnzQfqVlJp9B1UPNuz2+/wDlu92e8GqGe2kafYo94FWXYLyTbdzguYyjmSDsz/KoNdXkuxXFAH4JBJ9CpNDuBr7U1Prr1+b37mbI/wAteYNx2SYOBtbiTSuBLCSWnoCDh0Svde13DL62huYyrZGD+PvpaHlJDVaMsxTOYyS25HnMplupBCu1vDbmvtQfL8K9Ev8AHjzW/afMTZg4t8C7ZKOgDu8na0kUvzLZNu9uMDgrSwt9ow9hoxOKrsm6260yErCitps7q1TRSQQQda1J1969foe8sbjHuez21/GQWzQtcoxB9fGvDm92jrO/kt3hHMehwowbSsjZqRuQAopANABQU1AprTTXq0cKE1PrS8tDiNqgKVoU+pBIrSpoFE/X0Hp0jSCepFYtWVAcWtAKtd1Ke+tKenqaD6DprKlVmUM7/UevyFKV+gFamqfoPUdZwSsrrkR1NDekVHqdKfl9a0/p1lZXdRLkcK03bD+av5qVAJ9amv8AQDrVaqvLswNy1GmtaADQJp8U1oRp7/06UMxWiunrQvZsox7slSQlIWFg0SVGqVa7hWhJB9aaH06+J3+d+0HZ/uwzcGoGXlsRgD+hMTzVT7K9e/au6F15WYw46D6dmXrqhOPprNq5Cv0Ragn7ppxTYH5UKZeOoJpVdF+39+vXH+AW/wD90+2slg4/uQOcDlwdh6+XTKubfe2z8Hc47hO68A+7Kqh53taXs3hSHYUOQxLktsPrktOuPdp6rauytv4D1rU0oadfQOKMOapC4VxGIkB5Bx0qE5jjTCPHfjLGePsOYcxtptkXYCTN7TfbCn1fMlR13Lor6mopXXpThoSEJpblgmdDZnEOMw/3HkLy7AKI9m5NxAQV/loCd4NKV+P4Ek69II9lajmJIBBJ9MhWRbvSin4K+W40/wASTp6UJqR/4dJLWmlte1w6k8q6n7sXahe01IAIB1qKkg1ISSf71r02GEYinC52lMErDSDX013qJ91AEf4qppT609adIwy5e+k5Vjz6pFDUJ0AI+INdNfao9vbrbmocK1UWv2wxXtw126KBIUdoqaAD0HSafjJDV4Cgg5WFbuwsUSkOKAAV+Xe2dKqPp7k+vXym/wC5SVtNlH/48+6N2FemPsYXOguXHID8RUSxVZRNSAElSnEpWaep2j2rWiTqPQnob/22R+7vp/SXtH/lalS/vif+gthxLjRPY7ud7Sj9EJFSa0A9PQV2kf8A5+vrIAcAONeYSSqnE1dMBkfbjSqdKD3JpSqq+pUPQDpZAaVpAKlOIrJhokJO01ptJPrQeoV6ClD/AF6zHMZdDSq7QyoEUoADp66//FrSmn/h0kBxFZ2V8PsBTZI+lDX6evw9iR69bCtKHKtYcKrjMIDk20yY7b/2rriHAl/YpWwhs0qlPqkf69Oqg1cq04KNIKLx5UBmG8ST5N7ul1m5GXkiW2e32n3WiS+Xg03vdG5ohNCk6006nF6OaEwND44w+N5LnLkOieujSx7OH5V/tuCTlQbBakQ2lrmqLa7jNbUQhxUcuJSzb0tpqKNpUoj/ACB6lRM1MVql3IVHuJ//AGQmhB61HuphmCXLjFiyC24/It7i4ze18tyW3HluAbVKffrvcdUoetadRpYrl0iPw6Jwp+Ka1iBbGEJAXEYlMPVWLy7NkY/anVpTaLbHShZ+6mymkNIbKVLq8UqO5x2morUjT162yxMr1GtxTgMOn8KVJuIijGoxRxasyQpAx9M6WDhl/wCOsp50kxuS74xa7NkdyDNpnLdVEt1wmpWtP2jMpwp7SxUFIcILgOn06iebN/vfK3l8S24ScEAqFQE4nDlxTKl7PZQ7tfufK5wgJJVvtC9DzqU+d/Adj41xK35Jx1d2FMXh0RXIy36oG+Mt1uShadzjDiNo3AChHrTpXkPzXufmO0ubK9AM8bVY45IU48RjgedL3rarPZruK4he4wSggjMgjEH10nGNas5iylylXpIK2AoqamSVBJWj8yS2pCAo6a9XIWl5HmW1uC72hyeIHL2Ie3sovokrKH7fxvHYTHuN7vcgW2PeXJCnlRG1t0l3NuK4suyG0tfFKKmi01GnQl9q+WUxD5icPVj7KkvuLdrNcYHg4YKgRcAvWiezLwR4bVn2E3+25DkeQzICGbxPhz5kqS1JuSYzT8FaoZZSz/uFyapwrhpPYajpBBPr0/auggjMrmpK04YkJ1PTiDlwSg11LJPN4TXOdG9CRpCKvyDDEJwzAxU1ZflLm8+zQLFLds0NlzBrY26mQ531NyojEJbUSMpxwqaghxqqiw0Dtc+VfQdVG+QlfmKqeq51ZLIeNdGJ/dDY+HLBPUK1Wsn5S5NvPkrdcusdsVb8xu7z8bCbethYZhstsOkNxm0bZLbYqoqdRtUO56gnpO1M+ru42MjYZ3Esaw/KuPzcwUUjiaLBwhsnPlcSxridQwQZDSuGRwJ7aftgvEvC3IeeYPlfk3iScl5Mv3CM9iTdJEKULXbZyYtulGBb2IjjrNvW2lTbkcJq4Q0StW4km+ed7RkdnDdQNYGxlgHAgEBQBy1KSuNc+2C7a3c5Gz6nvkjeNSBwUH9RwQpgCEGdKK8N0c7Y/wCQHMuG53k2WXvi2HPvzvGNnyOMuQi52aLcJZtT0B8NBCoxSO2QsrQ16+tOuencZ7yctuZTJOBxOIHBOgyq2Wtr4NuzS0ta5mOKgu6csE5DPCry5Lgcgy0S5FwlWa1R3XVqTbmo7cl9uu4oZkyRVsLbbA+CTTSlPXomGt8NeB+POnmktKtKNPv9PbTX/wD05ybyx5ccyxrkILjH/wCT1kbjEmO32nS4OS+KUrBSTQNu7qnbpVIr1WPMOhtm1o+Yyg+xrsvbj6qO7Youiufhn3FtbknVOo/XOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZWknItRyB2ZByNmyXbBrrGe/drXcFMOPSlfJIZYaqVtTu+N4cptSjTr1BfN8QeA8LGc/wCfp0ry7ZHw3a2/OAQhCgjrz9edVdiXBHj7h15cu+FYNZbdfHnXOxK+2adbhTBVKHFNNtoC0biCQfSnQqGw261c8wlZkUhVTqnPtxok/cb2YNYWtYw4KAQSOQxwHZglWhb7Bm8BKv3yci7TnpLrzb6NhYiRlgpiwW3VlLr4QhG4qICQTtHp0Ttt0szD+7J3icMDiKFzbdd+J3WktHZhjl17eNZe9Q4V0hNW7LMbtuQsp29iJLjRpzvbRVaaISS8ppDgNU/Knqeo8/8AbrjF+h0a/qwx9ZBT3VIgG427j4BezDFAoPqQgn31/Ew0M2NMKHaoOJ4/vKmYbbEe1RVu7SneslI7rrtKAKJI9gK9ORtsmgMg06uIahTtpqU38p1T+I48NQOJ6Dl0AqLvt4i8ll6+ZRboj1tdLzTUO4toW5Ta4Y7h37kgqQmpAB+nT0giedJJBXhnSIYp2OXSfWKwknm+1pltvMn7mKqQI6LrCaSdyhUrSJRjbxRAIqVfhXp1sluxmrSS5EVOPanxrZhuZGkOKE8CcE9WFQa88ycA4vNu9x/eFtX2eE/uJeckPLbSF9xbDDa0HsJccUVH13+tekxXcEZKqPVTjtvuJWAAsDRkfd7arjIvK/i9llpFkkzZ8lZ29tMJ5Cw6KUW5UpqkJP5gqg/r1LN7ExmtrXO9SYdpphm2PDy1z2lx4ZJ0WoJdPL/Fbe2pdzsV1fIO1twIW5ooFJ0K1KKEamlakevt0OdvtlHIGyNkaewGpzPLtw9qxFmnt/Cq2u/nfjMBYjNYNOmpXuQ53IoMYsEAbXkrqnaddFenr1JG/Wc2ETXntwy5Kax/lqVh1vl74HqBNYOR553RSQLPiMGPHY2ttNKcbQltlsfpshpobGQgfStdfr0GvN1ZHITpOk9cfXRG22GR7e6Wk+uold/Obki7OPC1YdHffitLcSpl0OONoIBV2wGj20qJorWhHTVt5gLCjI2taubiTU13lzAOkIc5CgaCnrqI2XzR8oMsuEK0Ylhbc59byoraWo8h0s92oUHAlpTgU0rWgqfxp1Kl3Rs7ST4YIHBfjkKXDYmycjDicgnEZDrTPPCBfJ/IDmW4F5BQrThORQ5TjxlTVoimfbJSEvUiqfcTJWZcNxK20g0BSR9eudbzCLmdt0XuMbG5NGB59M8FOQqyQSynSyX/AHCc3ZonIcuGVEJzByB4Pfx48Z32+WnBoWQ5Rf3ZL02ba7Y1ebnd51zLiHrlcL04hbESIp1e0up3hlVAaDqDJu161ga0OjtQQCG4ZDNxzcg5IBU2LbmzKGNDpy1xGrAddJ+A40kPyX87MbzGJhk3hfIsvun7o2u8ZPh9ihouL2NylIAf+4m7gIrO1Ac21LanU1R69TrTcbWImSYOlLvlDDkDnq5fjTn9ofGGkYFO8VTsBGOIKqfwqO+NfmhhnI/IVl4+5CXf8iRlzogw5dyi7JESUnYw65OfcddkPSC0jaA5tSkAhKR0VN5tlyAy0bJHNycFBHbwNIdYTwNJRpYRnqxBzGHI1s/4N48cQKwdi2xcbsUk/agrSuND3OBxtKwpe9tXdWpChuJOpPUh2oANIRulE+PrpcDGfrb+rH2e386UH5uYdafH9iRAxyZFskC+SVqmQX1FuGwwlvvxiuMjYpMILQWkrBKG1rp+HQXcI2eEWg/MD0Tp6dKctixk7QQjAVJPEEoopb3E/wDK3deM7nmFwb46x9uzYjEmYzYLtFjsybhNW0219qX48NpDi0SCSypZUEpIB6j+T7zbvLm5XN3fmZ8MkSI3HvAggAKNIdkuQ5U55gs7rdYY22TmskZLieGkhNSHlmmZqP8AnXneRSOE/FR42eE7yBld/kchvWxFpe/bQ0mLIu6LRMhIBcVE7dyDaJK1o/VO5NSBW4ecr+a02Sxh0jxJ7ovQju9xi6SOffThjjQTy9DFNfGWQgOZC5yjAlX6QR/4VIxUYGuvxE8G+Q/LrKL5zLemY2N3bH7lZWXMUdZbbanW+EUuIStxvZIcuc2GhbCHlNpopKSTUHrlu830dlcsuLyMh8rMEIUAYYqMTzOdXATSSh8cT2q0gjAgE8D2cSOOdMPheDn/AJEfyDcc5NxQ9CjqyHGUXSdAukX7+JHlQIT8iWqVb2SJU592yOLZfQypLpeZDgNUk9ObFcRbhH9QwfujU1/IgDAgHmMOeC1GlnkEh1nvoxzejySvPDDjgfXTwLfz8viCflGLPYxjnIWQ5HGtplXF+9pt0DHmm7c1aWY0gvQZs2fbW4shqY0yHGZDExNJC0tkkO7ts9rvNrPte4NY+2nidG8OCtIcEXTk5MwuRxGNO7XuBsUu7ZoLg8EOKhwIcp0nkccsOS5UPXla1G5g4ktGMxHWVvZTKnutpTQtF2NIDbqWlCqX20OJVRSCQaA6VHXxs87+RNy+1HnvctnvGkQBsphchDHNc/UNBIDXaA5p7qhoQHKvWOxbvZ77tUN5bFWPc0EKpDgMQ4ZhThihOdI8z/BshwLJcm46FvlS1tSNkZAXsLrKmvQBQSja5Wn0Ch79do/wxv37l91beQElwt5hIGqmpmDSRx1Aq1cwhqv/AHVhY3yrLqA1BzNPND8EyNW9wvxFmdtes82ViDKGW3PvDIiuI+5YAqe+80202p0NGhWlKlV9adfXJxEMJL0Divvryq3S4hqBDio94KUTXAVwdh8/3S7OMw5KbUgbYx2puUN9Q3H7k0SG2XQTsCiKJIrXpelz7cRAgEj0Wo1xKA3UMQD8PT2UzVny6xKFKUzPfTEQ0SglQCNxbUpCgreQafH6U6inbCApKN5khKHm8DeGJWvOnzQ45uEpxiHc2XVNOFLg7jZUj3Ktu8k0r70+nWhYcA4Feoxpk3KlAQKntk8ouPbitDTk5tLlEgVBopJoRQioIof7daftzh8j2+twWtG8ja4B47EX+VZvLeUsPyqwP2a2zUuSJZ2UoUqIWKbggFJprQkafXp6xtHw3LZSWnTyIJqHf3kc1s+KMEkkcDkMf5V8xcTxZ7E49pfgRSpuK2VSCwlTVGtxFElBotRNFa0p6evU43shnLgUUnCgYia6IAhUC+n51D+OeecHwqNcsYvV2TD/AGiU1HQFKSENIfcc+2bCiUoNUoIroKdCrzRcTlxexrwADqKZ9tHtsmMFuGPa7QflQLhx9nwq3bXz5xpkqFKteURH9qloUkzY5Vuac7alEJcJSjuGhqOmWWb3/wC26N6D9Lg5PZRA3kSan62tJTvAjHoudWRAbZv0f7mFKZdSoaALbcQQU10KFEFJ6akjfGUeDSmyeIToQj2dtUJztjk3/Y11kNQfu3IX/eskJUpFWf8AqpQtvcoLcbJ2j0qKe/Ui0dplBVBxpi4Ba0sTuFE49aGPF85vd/xWG2xjJXKt6DCdDrT6nUlr/oqcCUalTVKE0NB1Jns4mSuLn908gufCsiu5C1rQzEca8lwXdPs1G4xFwVOpcGztrbBX+YIQlzYopp60+vXwf/z48iO8ofcqXd4BI2w3KFWuIwcUUYoASMWuHTCvan2m3j+8eW4vF0ePF3S0H5U/PMUInPmNnIsFuoFXXraFPs1FSDtBPxINPmka9eHPt3un9s8xQrhHLgfbXU7uMSQuaccjUB8S88yG8W77O6MLZYtL32+9QR2l9glooTQha3CU109P79foV/xt8zu3v7eW0UrmvntljJBU6WlGqOChCnPpXjj7k7cLffnTNBDHoR1549q401vF7rHnw2lJFFJSlOtaA1opKtxIJSU6j069JtOoBMK5o4Nbljh6CrTtw3FBIGtPUDQDQGgJoCPb6dNFCeQpNWNbzVKdSa0AofQAAFVNPiAdfTrXGsB4ipPHcS0aqrShFUlFAKUHxpp1qt1kO9Fdb2L21IFVGtB9D7bTp1lZWKH26QpCl6kEgetafm2ep1H/AB6zj0rVQTI1JQh3YQPWoBqojWiajXQHQ9byrRKFDmaErP2H3nu8ApG1e1QUQQRUlJJ9Co6DQjr5O/8Aci2ENk2jzDE3veIWOP8ApLeHrA7K9N/ZG9DrCazecAVCenoKFGeqVbeR4Ulj4iQ9sX/mlQeZJUFBA1O6vppu16h/9t/zC5dy2nUhE/yrm1wOIH+lOHbTv3utBJYRT8AAfYQg9dYzmBqXKfiydzjZDbDqkF5xmimljVTiUEuHT8ulR19e4DqBBzWvMcPzocivX2UbfBmYqewG3tPO/qRQlpXyAJKUglat3ommgJ/p69KlQv1cT/KoB1OJDvlBxHOpvcM7tMaSpL81hnepKUoW4EJKlAjakE1311/8OkhryFArZ8NpOI4YVO7FfYU2KhTTzayunopJWQRtqTuNdtNPU9R5NapwpIc2THiF9/MVLAtqoIApXU1qjXQHTXd03pKoc6da3HSa+jtIoAddBRNBr7kaCnWkSlPaBlXlcaqCAg0CdFAV2jQmpFNPwPWGkDAev2VGb5GSYzpUfRPsT6CoSTQajX0/HrKfYVGSUDHK7BRd2wQdm/clJGqfgaGvoRWn49fKP/uUF30+yuGXjH3xvzr0v9ik+muuv51H8PiCRLKiNyi6NtdpFNgCh6bdPqemv+2xEBb73Kn/ALoHsYynfvkXfSWrRzNE1jzBR20hKtSjcB/8PxIBJO0bRrT/ANvX1dYONeZcsKue3tkMNU1IHqaUUqh0260oPoNOlOxKU0Q7WdK1mNp1A9wNQNo9BqR9f/d1s4U41SMc67kpI9yqor6AbSKGvpX06zBa3XjmAhtVFCmlKp+VfXQ1pQD36TgXAjhTKnWpwPxqssulqj2+a4pw0biyHAlAAUopZIH5vQVpr6dLA1Yc6dXTjyxoe8PQmRY7ktuncfuLXZpRK+8g1TRf/KFq9fxr09MvitGKBtQIQTESOJNC35VXm82q8WApub8B/tlsyoUhcZSu2APt3Xj+ftOVNUiiqVPWOfMWDwS7X/pVfdUKSMGXQ4AhPTlQxS+beXcEjRWbJnmTwFSXglMgzA8y62V9xK+xIacQ5HKSRoQPxOnUX67crWYN8SQEhQvLovD8aci2+yuICdADNWTSfzwNdmQ81cqZ2ptOQ8g3e8MREhDcZt1DcVCnUpSSuM0oNuvFII3HcsCtKdKk3O/kIc+VyjJEHwFRxt9tE4ymNJcsSTgOQOA6mjG46gWu9YAqbe7d/uO32iGqfcu8j7tSSU7g8pxQWveVNlQPqKaUp0fbNtEu1A74YjACT+7kUGJC8v5U4m4w3DRtxkbJ4YXQMgTxHKotyzz/AG7JuHr5d7TfLneLVisN5MRh24LnGEwhksqR3lFTxQw21sBVucSNPx6I7FuXlW62iWbyy+BzFLS6IDBzVKEZhOXPhUDcNv3obhGzcNYCKA7+ninBTwypN73nRhzVrM79xmOhAWhbG94tlSdye2Qj571UIAoKdVx3mBxGMsidFPwo+zy5dA5kdpwTr0p5ngDznw3fOArn5H5l275Iw6JIMbHWH1OTIcdtnuNSba2oLkCTLUjtlSUUQNwPr0Rsbk3LmCN6GUoXFSQDnh+Ga1B3C3ls7Rz7lmuODFjQQA8goVPDSSnRVRa/vi/57yeX/KbJ2MrmQcbwU2V264HanI627iuSuS4h2O5IW4ppbseIUoACCspJ1BNOiO+wwQ7eRZNLkRScyBgp9fDnQry5Lcu3Zkm4SJCWuIb/AEvVWtHF2HrwopfIK5ZDn3HWQ55fY9pgYZHYKJCkyVrkN2uPd2Y0h1mCpO2PFL6Q0pNS44SqmlOqZMx3gaiBo9FNXyB7vq3SOwwI4IMMKW15J8X2OLlfjPnXC9mtN1kZkqwi53QaRbOiJdO68/cn4/bE23tQ33HeyXGu4sJ3Ggr1Xts8ySbbfTT3TWmOCQPbqVqhrgqc8MAMicaVdNfMxsOpyzRlpwUAgKOgxGfKvR/LPlfL/jpb/Hu5cLqdnyM4Y/29dEMW5dzeS/Bt/YRNYchK3wpHaTUp1QtJoeuleaL6bcPLsV5CEaLkLgqNc0uavQZLktAfL8TLXeXRPOkyQOIwVTqA0oeKqV41SHh3zxzBm2QzsB5gxmHDusSyOnEb45Z5ERy2oKf1Wx8C7tmurDikqUW0kU/HrmlrGH3TpXFJRjgmIPDoD0zq7ykxwNcTqjJ0hQmQVV9SV4eUrdikGdeIt1yaberuh97urS66WWlBalOBuLEDrUds/wCNVBX1Ar1cGEFoIwJGVCi+IEtDlxxSmk/+nPEAea3L37VcPuIh8ZsyMiIuQ645Ge/81uF/tiGXwlbYKO7uKKo1Tr6dVXzESbVmoYiQe8O/IUd2lPGKKmg/EVue9VCj9c6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlc6ysrnWVlaElv4Wncj2mBIh89otgu0USGWUvMpcPdTuaa2fHu1V6FCqDqyx+e798jrWXbboSAope4g9mH8a5qPLMbAJxdReH/AMCYdUNXhwJmfjzxnEmYzyxyXZrffcdlvWqbcL/LciLnSSFLfTAZuyw7LDGilqNUhRogkdQd+3LzFbOa6xhldC8k91Xcszw6A8BU7bbfaIgfqHMMwCEuRSOg+JqjfIPnnwLwZL2U/wD5U9zuSJl+jMSrBi1xjT0sfeuJQhIhx3u5Fg7yC4+k0ZSCojqFt3m7zDLKbaS1jY5rSQSH4kY5KnqwU4UiXadklLnw3Ej3F2LRwBzxTDtohvGzLP4/uRsyi33jXyIuWfZHaIiFu49Iv4ucUOOsh1aWUKjhTbw2kJINFhOlep1pvXnbdGuaLaJjAUBDACR2lxzzPsrbdo8v202ts1y54XBxy6gED21J+efPf+MywN3Pj7l69XxyRa36ybfCsOSNpkvNuFJUh2BEaK+2uvoapV6+3ReJ3m60kDnSNYoxwGI6DHjxrJIthu2OjMU0pa71h3NVHDiOFD1xJ5dfw7cqZxD49xTF7+9fbmgiA7kFqyaNHnLSdriG5VzfSlxyhr2/Ug1+vVhtbjzXcO8OC7b4iKmA/D+VDpNr8vxgeJZSNa4orne497M8PZUh5U8iOG/FbKb9Z3uCr3fOM5sNuTiiocdVxbdmrO9Tjirg6UwIcVn4t7VKDhV6e/T+4Q7463jmnunNnAR6Ep2d3A45nnTEcG1RzGCG2iMDgNDXFCD1JVBwThypVnP38lHEOT2nI0YH4pwoV4cCm2J9yatraW36hXfdS0+HFio2q2+lfToBFul9bzaPElkAJGeHsOKeui7LKzJBNvFG4jHFQOzDGqg8e/NfFeQ+RsR455J4ZsuMWi4x0gZSG4p/+03FFRZZDG3svMggshZ+aAQda9EbPdpbi6ET5XxucMASS1Rw9fCmbq0to2FzYoXYZ6ePBRyXOpv5tY5m/DN3j3bFIcC68f3yO0/EujbYcYYDw3tPIV2lBDNTsUkmrah+PRa+t7mBglDi6PMlFI/4vwqNA21f3C0RyIECpwxA54+vHCl9YhzrcbRmdml5xGjOYs3NabvDcdtoqTCW4A4+G3UdlxtCa7kH1T9eocFxpmAuXnwzkUGB4HDFOB7VqRLYrBqtwrxmOY458eVO8uvi5xlzHgdgzzhaxynYtwbjSnwgEMoLqEOLYR2kBC21J+SaAkpI+nVh+kt9Wi8e5rSOLuP5UKhuNUn/AE0eqNqqQPTvD3irY4n8H43Hs2dlOayLLbIVxtKWG7VOfaUpKnG1JUt5l1QKUraJ/wDi3CoFa9DLm622FxZYtc6RUJOIw5Y0atba9EZmnLWRkYIMcccVqu+X/IHjPwZhC2Y9x1GyvM8jlpuEO8x0xHftmioLcfflrVRqI6yjcyGzR2pFQRTqGA6VwLSkZVQMB/E0O3Cb6NniFofM7AOKDtT8+ZzqF+QlpuHm/wACQuW+MMxm43yFZrc0qRHxqa7CSz2N78Zp1MdaVyIzTlUud07glRSD0Rft7Gw+HE9VAIPA8U/DkaHtuWXbWucxRqxB5ojg7HkdQ59tL8uXLPk75R8Z4v4U37i9iTn9kuAjQ86WjYmHAZUhl+Gp0AqlB8JBDSqpd3Cuor1Wpz9TG+DSWzHMnIY4+sVbIFggjCguBABXBOHWia8J8awHxj5vyDgzmnCbC1Mza0/7ffuNwisuH7xbSYz6GFrSpH3UNwqKFpUQgHSp6hPhZG36aP50VR+r06Ut1yHXAmcpaSGuxw1Hip4HKptyX4ScH+MHNlxyLCbdcZmQ5lIN/sL0jvPWaK/IcD0V9FG3WHYhYrvS2pKu4BuoK1JbcGu74xeBj+frrHB4ldGWgN0rlwPADmOa1f8Aiuc82mQj9t5On257bHUuM6XHYqy38kNKh71EMilCKaj16sDO8AHKTUPw2MJDFHYSPTpyqX+TT0fkXjyGrmuJD/3rOs8u14zLgNqk26dN7aSltkpO5BuTSdy21na05RQ6gONtHMHXPfgGCHM8SMOJGR7KRJrEgLAj3YL/AKeZ9fv7aTj4/wD8fjuLXK4ct8vTG3cYg5Ei4NYu6kFhVu+/EltuVbwVJU0qGna4skoUrQmunQZlgLiQIS2J0wKcdIKgHgmXsqcbtrIXeLjcCJwQHuqiaiRiUzAHHpRVedH8hXGd98oPH3DsW4SsN14ytFhtWJTskjMszHbZcr7eYaIaUsw2e1OtVvgR0IDQIU2hRK1btAb3W7Eu9WO2xuMx1t7xKtZJI/IYkEoAp4YCoUcZG2T3nhsiiMGkIEe5rW4uGGBXhxFWhhnnTi/h35t5HYGMWuczibL8KxuRPkG3sxFYwuXLnCVIlPBg/udo2qDzIaIeZW3T5JOk77h+XheXf9ukiBvYrJkrHMKAOV4c1w+U6gFTAg0N8vTFDOHrbul0PDirmt0gh7cyUODgeCJxoXfOn+QSFdfLjjzkLhTMFXvEsVnWKXdWYb0hpLzCpbT0xbN0irakRZT7WiQ0rclsqr69cu2mB+228dvKEkDlcnBevNPdV1ntmGN/08isLV/4umWXKmw8O/yX+OUzk7JsVzDgnI8tXnuNLOP5PaZeFz7gZMz7BMz91av7zJYetCu/GQ2w085cIMhK1qDiXUKsf1cDGs0Nk8YEFNTdJbqxUnEnIpkirUJ1mHTyGcsdA8AxgByMcGFvYNRxwyJKYgUxjlLneHyZiHCXGGP8TY5htoxy9QLym/Rpri5VsatbSUwsesNmVbYz1rgXSC6lUtch11bgb0SKg9eV/wDMDa7ncPtqXW9s2V4vWPMqEyRoHAsZ/Q2QORyIHABpBOI6N9qpWWu7sgLgwRxOGkFA9f1OK94t6q5VcTQeeRnB9j5Czm2ZLjt0Xbpa1zG5z0ZTTa1vstgxojjhKjFbkuAgPKohtVASAeuS/wCEP2t857Xvs3ni4hMO0yxIkmGqRp0sLHDHS5pdqQENcGhcasf3b817KzaRtNzKDeOIUNxIaMVI4oUUYEhSFrqwjgPkHCcVv3IVuyeXOjWFcr9vauG2RFusZtn4pS04Q4tRcStoL27HVJChoR19SLuzLv2XI5p5Z/zNeaYNygl/dYdAREIT068qG/ge+v5DmHIWXy7ZAiPPsS+60wpLcmrK3A+3OpUNyQWyQEqVtKdtekPb4QDcEVPzqR4ger83HvHljWMs8C351dpZulwcSwt2RRe5SUPJ7hPcXu2bFH0FNAfXoVut5cxwA27dbzh2er30Hgfbv1PkKNzxwVasK1cWcVwlPvNz1tqUoFT3eiJcQsAkGocC0qQr+vx6BNm38oSwnpw93Osdc7c0pqYnrOAqRRo+DWtaWI7yTsSFlap4Klr0JdU5uCQgqQSUJIGtOkuj8wytPcAbyDeH51n1m2R4seFNWlxPerfkuaRrHaHozymAhxQj1W92++jcO7qSCPUehpp0T2ey3OC6DrtobCWlCQhUZ49eVR7u+tJo/DhdqfxA5enGmR5Gq7Q7NDtFosIedWwpMiWaoXVPq46onYywEnX/ACr6dSLW3mddGeR5I1FBwFN3MsTYBDExuIxPHtoAuWcWxPGrp33LYxNnXUOILj5cQBtSvcXEpUUuiqjStCAPUAnoZu+23N5cGS2eQSO9lgBgg7edS7DcmWkLY5GkjFE58z06UL9wQzEgO27F5sXG5QdbIlxtsbcEKBSHdi9oJcAookj26mbDsN5t87ZZHkwuCJ06/HHjStw32C5gMTGOEgOB5HinqqIPZH5JwytiycvIabZbqsxHnJQSaqKEudladxAp8QQT10OJt1J3WOiAHONap8s0TTrmEpcce68gJRZ8a+X/ACzgfEV5xvNrajOLvsW1FvbBTFbXGkHY63cUTy+6nthZUhxAUaaakDrL3aLa4e24laG3AajizutceDtPDrjSbTe7q01Wkavt3OUa/nHQEcPVU04xzzJZ9nYlIllKbqVyX2Ga7G1BwNtJSUIFaINApVCfWlOgDLaKZxE/6XEcsqtTZHi3bKMC8Ap2+iVZmdsi42pqal5195tvuK3LK1KFEgio+VU+9aadfN3/ALhP2/d5o+1TvMFuxztw2xxeEBKsGJGHTUcc/VXob7E72LTdn7ZKUimYrf8AiX0GFDnd7e1coNwgrCVomRn2lVQTRRQSjcD+Ybk0/v18F7a4Npcx3MZKseD6lxr1zgQpoNuBnFYxyVlGKSAEJM9UyHpSiXjtWkJNaL7n4UoevtN/g/52ZcTzbFI7uXFu2Rqn9bRpcnsb7a88/d7ZnOtm3rQFjkQ9hxHvWmlYK6Gz2yRUqFf/AIanRO0HbQEetOvprE4lq5FK81St0uwyIq/bW5u2Aj0qRQgE60rUH1B9fbrbiuJpsVZ1tQVNppTb8a1Jr8fUg0qae461WIAV51n0N1II/ClTTQ+m5VNKg6V61Ss69JYUhNNaHQGhO0gafH126/36xQvWsrwONBLvpUn4iqvQU9vxI9esx41pahWQIJQs7DWu06aFOtQR7U19Pb3638aS5NQPGhk5IbUzCdca2pVTd7lI+dVChNVVpr6+lOvAH/cN2I3/ANohucYJltpA4EYkaSCezBV9+Fdy+yV1o3iS2dk9v4UIGRuuNZJYZbhISt+PVZ1UVNvBo1IoNxSvTTQdeH/+3r5gbt33Ul2wn/7RG0/+E4/+pMPwrq/3esRceVzIAFY/3Jl6dlZflpZj2xp5NQS24DR1tv0STUuLGxI09T1957ZwErkrxywK4J/Gq24i5fZU3Mx9i4toktOhPZXKBAGvo4du5sKGh6lO72IHBaYuYC950kNYCicT6Z0KXk7yrn1s5KsFktt7VGjrlQ3XxHkbUpZfVQLeWk1pUe1OmZHOYRpKCpEUDC0uy7hOHEjBe0/Gmt+PlzuF1xGyTp14hvF6GySoyUFSnECjhqog6kevt+J6c06VCHDpUPw3kly4EDPNePavuovYl0tzSEd+6wBRIBQqWyK7R8ir5aVPTLgU4060FV4V715PjrCQHr3bUgggb5bY+IpTTcCfXSv/AB6Z8ORxVDSyW4Ka8MjPMMjBffyO0tJTSoXKaHy9f+Y1V9fw6wQynJpJpIDBiUrCSsrx29RnXLXdYUxCUhKlxXUuICwDQVSTX19f/wA/SXRvYO+CAaWERRj1oOuVlsv3RkoWknuAk11oG1A1AJ0FfTWtevlJ/wBylBt2zu/V46eyN9el/sWotrleI/GsBh8iPFlbX1pSnu6JGh1SkCvtUf8A3V6z/trFds3kIf8AeX/ysFK++OENsMM6JCy3CJ8KKT/gKDTan+5APy99evqw0tI7uVea5f8AcKc6t2FcInaaJWkhQG31oSUiproUn/x6wimlCoKyn7hFrUrSPWtVaroSKkE6/TTTpKeythAEGVdibnET/wDNTuIrRSh9RrT0PWOaXBMhW+NYW5XuIEEJX6CoKVUJqdadz8opoT/bpJDm4DIVogGqJ5MyCG1YbkSsVVGWkAqJAUpSUg7dwNAD/bp+FhDguS03MCYnIpwqjrDkcCNjTaa6rekOoSFbSFDRJroSRQEAeoGnp05NjLTcDg2MNd83IZeug48vsblchY5YZtryCQxd4sqK4VvvfDtVq+y7SmxJO0AmpFak16VbXhsLhtyArhkOoK1B3Czbdft4tDlxHJCPapUdlC5lt3X/ALNj2y5IS5c40OVDRIjLS8pTnYCWUMPIG5tDakElSqfj0zvW7Ddb7xvCbGSVRuWPLlzIyWs2uxfZwhpe6QBArvmJ5nn20E/GWY5TE405lvbtwdm3XGpqXoX3GjaWWQ/WKdmrYWED5D5A6/h0JBcHNXFycaNPIdG9QCQ48PT205jxK5MybNfFjHshxMwmrvl1oFuuMWepAKpbbDyWnm3Fb0o7C1KQd4AUkg+3Vu8xeVdu33y+2wDnOY+EIh0kOcAXAlD+ocsqC2e7zWF4y5fg4tAcgXALgPVVFXfjPJ8J4b5dbyVBE+4W18RI0ZPZQt8ofW4W2mKoUhKVmiwfl6dVn7ffb+98nWt/LcStkNwQ4BoKBAQVVeBReNFd68w2u6zQst2kaGlVQkjD1rhlwrWIkYFkbK5DsqPOSkvy3UFTru8t991QNAfUJHp+HQqXS0kFQFPA86t0Lh4bARjpHwFbHf8AHD475twJ4U8vc35zJ+9sHKTDwxXGH5Lkhm2LcipgsLjsvqIbkPh/vPluiQoelR1d9r259pZQy69Tnnx3f6G5Bo7QFd1qkbxcM3B88jGpEweE1f1HMv6IcAOIGNFt/ER42yOf/ILNbbBRjrruBYI3d5jt8fCHbe1cbu5b4ctpvtuyJFslXBtLMlLKFOjQkoSNxKb7uFna7Y99zqOsgANCuOKn1YLigPbQHY7G7ud1bDaNY+YMce8QGhAgzzPZlUw/kG5AuXCs8+OeT2682tUbMmUZ/Ag3R9zGXYbzoch3aEqI8ldwdusGYhbZWhLTTPrVY+NInumzWgbaElr+80qgPaDivBOFX6zt3x3Pi3TQJGu0PaQrmkYEcsM1BxUV38U3nFuYeBuQuAceYumC4pikOC/Z+S0iO9JiwZMNUqY1ZpMhtyexdmyC00KhllpBCKkgdFPLO0x3ezzXF9FquPEEZBAPzNJLgMkGZTAKOtQvMJ8HchaWznxxuiEoe3gQ5A0dSPctCD5p+UmXeE+cePvBENgeQ2Mqx5m7WfLslZjy703sfbW02WnAtcqeWn0Nr3KSoFNU1OhVd7tq2huyysLWsBaHKGnSBgThiRkOlMQ7S6DczPbv1OcwOAcCSS4nUwJl/UOWIozfH/Ib/wA3Y3G5evlltWIvyG5cBeMwo8By5NRtq2iFyICS7FfaJJeaWApFBXXoTb7KWWTNxika+NzSozcoOI54cu007ebo+O6FhPG9kmtMSgAGTiDz50L/ACetLU69w8awTbbmpcpC7nJH2iZKkuFSnQtwfcSVLXX5FQFNKenRSJpMY1u/TkOFSwxrXakAPEpgTTKP/Tvl8ecXLqJVlFueHjBmahIQ6l1txB5Z4WAZJ2hxK6AEgmmnVX8wp9I1DgJR/wCl1HdpXxiv9GfrFbmfVPo/XOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZWghYOHsdyu34verTdoeN3SyXFlVkgxpyYEEW6NtQI0ZxToZS7Ib+Skujaon1FeusQy6Xocqo8sb5IgG/L6Yfwqc+X/hTZOcsJayWyQLc1yDarfvRIaYYSLiW2E/IJotoOOEfqhJIJ1GnRIR291GLeVGr8rskPInr/AAoDcRzMcXwkiRiqP6hmg41qycvcXQONMmm4hyFCftF/U+9uhftbKFOBKx3O3VAdDoABoBqlVfTql3+3z20xjmXUXH2cCKh2d+90j3wExzA4jtz6EV6uCMrtnDfIFs5Fw+73qDcrG+lD8eM05Gj3GGhxJchyWkNbVaaoJG5C/wAK9TdoZ4U5lDimRBVCORTjyPCnrie5u9JLllZk5Mlz7R0OFPu5Q4xwL+Qzx/Z5N47WxB5PtdtEuZFcQwzcJzkdqjj6ozYS6tzc2Q80UhS/zU6tNzD40QYiNd8jjkOvUeiU9Yza3NeA5s4Ia8JxzIIy73BMjka10sssOV8f5O4w4mbjeZYpcg+243vZlQJ8NyrE2OfgVMvbTQ/lWglJ1r0ElFxZzhoJZcN4jgozHMH2Gj4NtdwOa4B8DwhB4EfBwzB4HGn+eHvkxiXmrxK5whyq5Ei8rY5bxDiuyHEIXcAhGyI8wtxQU4xJTVTaqkIdqg9W+zvLfc4S3SAQAJGpkeY6HPD4iq3NbSW8ohmc8o0lrsO8Bkf+IDB3XoaA/wAmPHvIeEr0Y9ptaLq3LlPJJfYDTKFKcKmwwtZ3gNhNHagFC/qD1Q9z2m4splhDntc4kLjgvMcB1yo5Z3LJI2AuBKYqQHAgYqPeKEGV+6W5gzboxb7TKYkIdj9l5ppxt5Kg4y+zQFRWhwD0+X09egElvNE7xHd13Q4g86J+JHJ+08AsOHRPT3U67wtvOS+ZfD904azfE7lKftrLka2ZPMgvN29p1TakokxQv5yYkttIK9oAQoa9X7at0+o23Vft0uZgVwLuCgHpnVZurAG4EcR1xYlcdIxw739TTyXlVqYX/FJ438GOys58neRIU+DbpLsyDY3JUVpgREK7qI76VuIYRQCnzUSE+xNeh0lzZwu1W7S53N3DsHIUQitbqWL/AK+ZEOTSGtI6nMnnw6VKYv8AK34sYLnNh8fODcbbYxQPItLGRsIDdkjvJUEGOLs4kIedUkfpoaTsNCAodatz/dLhrZ3kOOAJwCD0w4mt3Bis2+PDEBahFcSWgE5KM0XAuOA7KFn+RfB+b+Sl2rO8Y5byS3Y38HkQsdlrhQGmHQl8PkR963nEkfEq0ABFPXold7W+BgMJLRioGfap4mhbtwdIzw7oaiX5gnup+kAYIubvZSmeSXc5ukS2rzPLJt/FjtyoluS8648huqUqdcJUkFKlr+QSCUoUSE0B6DT6yQSe63hzWnDayTYOIJTAJ6+ypT4LeY8/grlcYjkUsrwHJ5f2D8SUUCMxKluJSppe41LEvUtpAol0+1a9PWO6x2kn9uuXHSULDyJzaOh9xpz+xyeB9fbOBYR+40grgiEEcjmuY9lON5atszi7Kcf8jOL196zu/b3KW5DQlxb1uV832z2we3IiNrIoTWmlepN7A2M+I35XZ+vOkQzSOYIiQHg90jn2HgQvZVi+RPA2G+enGuHc3cZZa3h+aY/IhOXS6wlttuxJrBQsSXEtndWiNqhWhqajoSyNmsxu+Zp7rsfZ66JsLHsUopCEHHpiOYOIIrIcg5tiY4ex3i3Ls8jZdyFisSPHFztspC7hSKEh1ElcIOvhLe6uwULidAKdPwROZda2EaCMR09PzqRGdULQuuRv6vdj0HHrVMWGLxy20wLvAvTBG0NXViBd4/YWo/nMxpxxxGxJruUCAT/bo6wvRTlUd5VyOJXtFFPyXxBaM84fwt6LnC5ESxyG5luucuRvkNsBf3EXvSW0qU/2nUhorpXYaKGlBEEEMztMziGk4EZgjJV4c6hXcr2hojauk5le8OXaClK9yGRzxnasxwaHcodhwyLGlp/dJLwC3orIImKYhg92b2vl26BO8ioHv0NuNEc8lvbn9oFAVK/6kFT7WQuaJSB4uKhP08MevFKqDA+Y/GjgnIMc4+y3BY+Z3u3TItykZU7GblCMxAuLL/7kH1Odplp3uB0tbQpspIVU9B7OJ0O+wTyPDbQTtPINDT8x9efSid1Mbja5IBGXSPhchXL/AEnifxoqvIrn3hnyG408iOTsawy2xRj+GQsZtF/jMNT0uXaHapLSEs/bsJZ7BdmIOxsrcqqppTruE13bjatw3OGVsttHaygu+bvaC3A8ULgFGABrn/gTvu44C3Q9zowGgacFBXHEYLhxpZHjH4zZf5jZJY8NxHFYuLXLAbHEXdHX46xAu7iUoYdZenVQmRATLo6lakpdZbVtVU+vB727tYrSK5kjLQxGnSiZIcTmAchnjXRtUrnuhjc1dBwOBIHuXtwpteefx6ZDwTzf4uZriFxVKu2Ry4Nku+O3MtqZVclJTRblQFOohS2Hm6DV2KsKSKgHpzZ7i13CUiDF7XIhGbTj7cPwoZdXc8ZYJe4x0akcWvBAzHNcshzp+HE9vvZvzVhfhWOddn7IDHcXLdehRLciFJfaLCHYrs9DLzZVtaTSSpbKqHYK9Sr7b7e/jfb3jPFtXorMw4cFBww5Gn7e5kgm8aIsFwCQrlADsVRMceCeuhR50k5jwlyJGx2PIteRPZhcLhEbEFh5LTr7cmMuUzDMNb263PocSpCHFdzuBxKtUnrqPkDyxtLNoSz1Q28IA0jSgaSSiYIQeQRK5X523rcWbjomLHukUqA44jA9TmExWjOyfK3rlxJZsav2KycbZk21AnyJcRmGZzT4CnGgtodxsOr1pQKoNCOjrdqg+qkkjlbK0FEBVP4iq+zc7mCzihex0Tm/qPFc881paqsbwnFrNyPKwy2N2S6vQJC4PcSlli4OMocWpUdatjRVHdTuUFDuLCj669VC88ZshJxjDivTkvbXRbSVklsq/veFhwUcfzSlRHlnka1uuRb1b2mpgU8vuPfattPbnFq7jSK0ofzUHsegR3WaEoWCsh2KK6Y1+vThwHt/JeNUtm3lXydhc5rdao0iE6sIKlSYil6pqHAltCl7KUJ969aG93DT8uC5Kafd5YiI7jhmmI/I1W03zX5OkvocZjx48Z11lj4yVpSVOupQFpZDO8AbqqHuNdOnW+YLkOCMZpUZqTSP/i7dLv3GqAqBoy7SUpwPifn2TRM2sGXhhTsZvF40+T20SFo7jiit8NAp3LHcQQSr39OrTHLJNEXOaAxxGXvSqXNbww3RZG4+I3WeGCZE8PVRr8R+bfIXI/Jr2OTbdBYx+Y5JixENub7kgMyDHCrgyEbWUPq+SKncANR1V9p3Nu430toIgyKPUWuXHA6e8OC8MaM323y2VrHdPmBEjQo0oACFCO49fdSo/wCXHmrmvi7lbGMYtlwXbIV2ZeXb1R2S6twhhSnWAnuNkhW5KirWlKdI3a4ubN4fbEgueQMFyHAfjRfY7C13Fvh3Knw41KFMCUxpPHH/AJS+Q+X8ms8b2+febjcpz7KnH40QOpjsOr7RdWwSujhJIQCfUV9umdu3G/urj6eR0motXDgeXryore7VtFjA6Z7WkcASpPHDsp9NnzDG/HHCsZj8i3uRPzTKnIzbdulKbTJiuSmwBujgV+7kOKACFHQa0qeulWz4rVjWvc5zyExxK+quXXwN1O98DQ2DUAOCnp+Nf3LOcZ8DlW28fLtaWbFfrJb7kt07NkdqQ0l1xh5tI+S1kihB0Pv0RdcsAELghJKO5dE/GoLbWRqylCA0/wDEo4jglO+4dRxFH8drU5AjpcyRcRoyD2iuTHnuPK7yZzpTtYQoAFJUUpp79c3uIb+TdnGP/wCzFxyOHXDnVzt5rdu0t8QreAYYcP5V251hMzGcZs0tpp+4sXRCWpEhltSmWi+gzN7rzYKe0y2Sj21p79c5+6Pl1nmvyJuuwvGsXFuWlqLljl6jiclJroPki5/tW9Wu4Pd3Q4HkMQmfFVy4pQhSmVsS3WwDRp1SWga/NBNUED2IB0+levy0ecNkm8teZtw8v3A0y2t3LH00tcQ0heBahyr31Zztu7WO4j+V7AfaKB3lSKvBOacfyZsqaiXZaWJC0BWza+dyB6hJO8gKr6Edex/8Q/Pb9i8zbfPr0iKcRv56H90+8D1VTfPu3NvtlmiRXPjJA5FmPpzpifHt+Zkx4klDg2usskabag0pVQropPX33sporiFk0OLJGBw7CFHxrxNdxOieWu+ZhQ0QsTImYWxDtEk/lSNCRSumhPx9OpYZqGGdRONWXY8vjuISK1rTTSlD60GoroetGMjtrCUOOVSxGTx00KT66Ch+J/sfr7H+3TaIU40kyMHGvpWUAkFOtTQ/ICg9NR7mvp041jX51glB5rXifyFBWFkp21NBXaNwNSrdU0/H16wxnIUrWEqLZDfB2HF1TWhBof8ALTWnpQ+n0I62I3LjSXOwUcDQ15jeEzEPMBxKvg6AKBQBT/iR6E1+nXmr/Ljy6fMH2M3q1YFfHaveDxCNOXMLgRxWulfai9Nt5vgAVHlPbQocgD7aLDuA3D7V9SgfdNKOJO6nxB6+Iv8AiHvjtm+9m1vDi3xXlmHUL68W16r89Wgu/LNyx2OkF3s/nWD5JukvJ8bgNW+XtdfbQpCgptP5mhVBU4C2ASTSulfenX6S7V/ipOzGN7A4dVANeFHMMMhanfbIQOz+VLD498eec+VvIBdkwzMmbHEShuRNmvyDJlfbGUlLTEeJE2xXnGlmtdBt+ug6W+x3CSfxYn6YEyGJPTkPXRR305cGPA1OcgJOkAcSUxPqrYi8Kf8A0/PDHOeG3vmby75u5a5FzG9X/IrDjmKca5kePbJx5Bx65yrS25eXYEGVeLvmE1cZMxTL7qYENp1tCWHKqcVq881N8vBljHZQ3N4WapH3Ie5quxa2JkckYAaM5HFznOJDQxrQo6PYLvermaVt9JabfE8Rxi2EbpJC0AuklkuIpgjnEtZExjQGNa973ueQwYJn8WXJOAeUHLnjfhnlxlsjAMDnWWZjN2ucK1t5bGs+V41DyiBasiRHREgzLhY0SzEclRmWmJTYbe2NuqcbTNlu23FlFu1uySK3maoiLtRYQ5zSjyFexWq0u7wB0uLi3U4htFrCbB8G5G3k3O2nfC6RgLWy6Axwf4ZJETy2QB8bSWB4cWIxzWi8Gf4o8hadbiXrzF5FdfcTueVHdtEZulaK2MqWXDsPuffoa66mPytkP/MnwFS32+1g6XmEO5J/H8KHnmbwBtnHedYXZHPK3NX4N/kMJms3i/R/uLgt15DBajrjuFbTraNQNPw9h0kfVygu1FhAwBcSvw9QohaQ7K6JxDWPIJBIA7qBUCLjxJqPc5+BuGWDD8kk4NzfmV4vtpgTpUeuTSn1KWy0XEoLLiTQ+tfT2JPWSx3joij9DsUxK9OOHbW7ObYX3TI9IeC4KdII9OgPqoHPADmi+2K05fj+XX+6XaTFv0y1xHLnKWt90x5hZSS25qpIJoBQE9QtourmeN0V04ukYSmrOs842FnZzsfZN8OKRCdOWWYHM4EimKXa4yLpNDr7K0JKi42VpAUSWzShqU1AHXy3/wC5en9u2R4UapScf+Fwrsn2NaW210wlS0p7caxoL7UyMlpNQp7aUpXtrVKTuKVEV2jWoJPWf9tTvbVvDuPjIfY30SkffNPBtVyx+FW7Y35yg1TaCVhISHkDVJAISVGigB/Ynr6thoGQrzK48jVxwHbh2mypxlCQ2kpUl5BJ1P5huO4gilenGBpGIpEfOsqJD4/NJiihqk91J/EgJ/MlVSfrU9JcAuFL1AHTjlXFS0JABnQkhBqAqQFDWg9Kkkkn/X+nSUPWlBeRXsqM3W5w20qDt6t42lRKjJbLg1JTuO7VJJ/uOsArYikkPykjsPvoUubORcWscRUaZfILhdUwpwNyWdgTXc2FAKKxvqKEaD36eic0OIJACc634EpAbpcGkoqE48qoVXkLxdBs7ER68RAttkl0mUzv3lVSCEq3Nn00OvSJXx6i4Pb7aW2yuNQ0skI/4SPjUJyO7W3knBH8ixC8MzlNrcH2zDrbiyVPKZKE7a/OOtPxHqa9MOZ4yBhULwyPQ9ajXYdauDJ2kOXLko+bsoOrdasmtUO6DKe+tUmVKaZLqFbm0EkJC2yErBQ36qp/xPUe6dE6VvhBABjwx41GgbI1veKlVGK4VSPEWKR7xA5txaPRw3VqSdu5Jb3Bb2oND8ilWv1Onr1HcHKxwGVTWP0ucFzfmev8aZz4DYjZcC8e3rVyfeDZrZbG5D1qlrC22nZAW9+itbZS4lz7bRtPqVpPr1aNzud0h8rfX7O1slyQ8kEKjRgFB68sTwoZb21m/cm224EsiGCjP+A6n11OsA5gxLlHjTNMCFvcus9qXdIVtyN1oJiTILc5xUGc1IJEuM4mPRt9pYUhR1SSFUFB+3nmPzb5g3C6g31roRbxf8IexyjFvsKnJPVRPe9tsNshintg0ySPBaRiWkY58+z10lblfAZWJXe7sXGECwJMwMPbEtpDi1rWy2ogUKQSAD6gUJr0m8kuIZHtcoAUj35VZ9rkiuWMbGdSNC/j762J8U4zdyXwV4jwyJcUtiHisa9zYaXVhFWrc3MkHb/ggvtkKHopQqKVp12DRHt+0MjOINpE1Rzc1SfUTXMWyS3Fy9hIUSSuRUwBKdFQYVm/4DscxXivyI5X525dvcGJa7/i92xXEp8hUgxsUub91Mta57cZRaNrlYzEkxnH3EKYYkupSoJWpKxRN/buUto+wtldI/SXohJDflAX+kocEPDKrJ5cZtsV3Hu12obGHNYVIDS5vec5OJBICqAq8ksDzbsvA3klz95XTLNeG71ATjMK8WydJk/buz5Ftxm3Rpqsacd2PwbA8tkIhbgCras1AUnqs3V1c7bHbtnY0yAta4EImZ4dDiedH2y65biS3e4QyyPcCcXOBLVJUYAkFAcQ1KDDxeGVWTwj5Z5FiWwMLxRN2i2GPMipYk3q34rJuDKGZTTILzEJMZ0Mtq+S3Nm9XrTrs/lfcra/2cbawLPCJg44Jir2ImaA8cRVD3mWZl/9aSkTnN0hTkEBHQFE7KTjlPldP8no9pl8kcR3KIiKlu2Y9mNuZRIm2htt4jtuokx2UrCpIG1RV8W0j39OPy3D7kd9umRTiSQSuBVcEPCujNjbG/U0tU6T3SVZxT8wKdf4A3K8cU2u6W+dKY5Abydpb7FxvkZMO4wA+0lTkVaYKCxOU64j9NZIJQPkT1Zdu3qbb7L+3ljJWai4Odg4E4Ed3McccR2VVN1tm7juRuy97X6A0g95QCoRUSql52i51OyXJZs++W7HIkia+8xFY7CSlh0rW2wXnClDaVD8rSV6E6j36xsheNX6nKcOVFGf7LQE0jDNCcMO2mB/+npi3Zrzf5ZdmXNu5Qz4wZmhtf6Djwf/APNjhc7u60SoNlCTVJJ19Oq95hH/AEjSAg8Uf+l1WDaU8Yj/APF5esVuTdU+rBXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZXOsrK51lZX5rH8gXEfMfB9yfyfD7pe2eOlr+7Ydssp8i1VJUlxCEgtfaqVQOpVVWopp12+e2aITLEEjZ8zf1N/NvI1ySO7nJAdqQnBwOB6HHB4/UPXxoc/Gn+SjmnAJcO1ZrPeyTGg+2hx11rfLYib9i1fbO9xmQlDR1ShSFkfU6dBIpGojhic+SccOB7KKF8wJDXB0aqiKV5NPpjTwbxxR47+YWAW7P7rjOOXr7+2tvi+Q4cafMt61t0Q+2tKmpTVSfgd+9FCk+nU90bsI5QHxHELiCOYOYw9lMOda3JL24uGGoI14xUA8EHIjHGlb80fxXZy9Fud98dOQ7HkERgOrdxqVBiSpUZdCeyoj/AO0oSqf/AKRCxTWvTbraNo/Yd4cnAEBPbTrbZp/cUTM5atLl6JgezMilIY1yn5hfx3c223MMwxjMYmJpvLbeR2xmMZmLTowfDb10YkwWe21OioBJS6lIdRVKtdemn3u4WRH1QM1m5yFAoYf6wAhGGY4jspyOzsns8eM+DfNJLRIU8RP0AkkKf0nhlkabt5Y8J8eeaXDFq8qvHo2teRJtDNxyuz2xSFIV3m+6/Vtn9X7SSsEeh+3doNB0Vu7b6u3BjIdKGgscCCHBF0k8MMuRFJbJ4M5mY1IHhXj+k5k4L3hkR7KQZYcjzDh/kGy51ikmXZcuxe5ACGC405JcZeH3Vmmsoo48y+pJATQ7VUUnqt2t3PZXImjB8QFC0/qC4tI58jwOIqXdRRXltoeQIyQ5r/6SmDuz+ocRhW0Rx9jc3+SXx5suQS8WuuG5tEjJhy593gvw3XH220tvvBtRa3rQoCqzTuIIPVuvbq0ktS+cGNsoQNd87efUfnVftI7p0qxgeIxxBKd3gpHMHh0Wu/GP4/fDvxctquQPJfNrfll5tjSpK7dcJMVcVhbQLgZcQ6pURg1FKJ3rofTqoultY1bAwFwx1uzRM8cB8KsIhBb4t3IAoPcyZ/w4d5x/HDKg48iv5scZ41hL488LOJrTbrYjewnJTBFmtO1o7NJyWU3K5lakEHthKDp1XJt+luJv226w05uKBBwA4jqEFGm2iMax5DY9IJVV7GtHLiT6q8mL8s2z+S7x+lx7/d5rfLGLJlPy7MHuxHmzIiVreSYDbiGjJhug7AQsPNGp11N9so7O/sALRA5zVdza/iPwTsPGqzO6aO4cZwGuaQQcwQMi08jxBxC40m7O8Ju+G3udarjHdg3O0PqaJbQGlJ7K9zUiIoUAoUggim0inQaSOW3cWuVsgKg+vAip8cjLmLvjB7Uc09cCKcZ4PeTsPlbDZPCvI8xpy8wYwjwHZRQEy2SkoYktlZr+vTarX4u1+o6slneNvoh4hAnacRz4KPVj/KgU1k+2ldpJ0NCt4q3iM8S3l7KG7yy4ok8eP35LbJNpkOOPQnkI2IaDhWpKKKPxQupCTU1Vp0LvLR7XOZ/UR/OnLW6a1kjmpoBLhjw5dE/ClE3TBnLlclzVPrjMqivKYICtodAKgUqSUKQ4hVCg1rXoBuOzmW7FyXOAaxByVPRKL7bv0EFqbd7VUnqUOWGSc+Qp2X8a/k+9nmHXDxu5kuJkXBqO9Gsl1n9tQnMOJUxDnlC6hSSlIQ6gapIr6Hqw2jn3Nr++f3wUcOJHB3LHJMMcKC3EkDbpjApzLSTmMe4uepvA/wBKcKKDxEuOUeKHPmbcX5wt17ijN7hJ/amJQLluimUVdyM2pW5HbcS4HGjoNpIHUTcGMZEGNXxBlzzp+1updbjKQGkDIYKeJ/HPKrw5z8f7HxXm8/N8SiMzIWbmPOjqMgNsp3kqjOb0ILrgabUUANkKTQVNB0xYGN6uVH5H86LhjYkaFDD1XPFOSLiK/uNuZ7GZjLi2XHriwpTZegF+ZGkuCm0oZVK7kda1ewWnU+tfXowjEUEimXa1wA0nnVh5dyzjGH5Xh+GXK4QrG5k8Kr+JSAlp5qQ8lIdUtlP6SRBdBqto9p1DmpqB1Gc1veK/u4oVzHZ6JTM8b3aQArSFOGXLHr76pLlPAo9ov6r4p4R7NclFM5wKCW0pf+Kikp21o24KHQU/HqP9PHJ+452lEB7Ofb21GbK+JY2992JHbyPp0pRvJnhDyNyLzVfZHHtvbk4etguzLyy4pb6GnlgSEpeCizHaCFhbhSSdaevUC7sWGRIX6mtZiOpJwBGY60WtLt5YGytIIwXkOo5rkMqYBneccM+HX8ftliwMMgZpkjuXQrflWHwQn9xkKnXhqPdlww62ShqHb4hfS+qiHVHaNTpZHTjavJj43kku0tEbcNRe/U89GtA9ZRaEyQuu96a6INL2ygkyHDSxvdJIXvOJwHA54CvRjPltxZ43TPHXyF4zxhH7HyRIjRszx222p0SrbDehvyEGEiQtqHveCO3OacG8JotGtQZO9eWrS48oWf1MYZJeSt0uYcnGPU0u6DI5Z1Fg3CZ27vdA9zo4hIdLkGGrSWjmeQxywqR/yMfyHY5yfk3FN54Vmrnswu3eX4zTjqJVqmtONSI7i32FNPWsw1oKErSoOF1ICdKnrlmy7dcbW6WO5TxDJpGlcC3Mr8Ew61bZ47WTTJE8SR+E7EfpJTDHPDMVZmOedcPLOReMmchgX672i8Y7H/3kiPkDMbJ7rNQxEk/trUguIBiuALSy87+u0tyqQmhraWzW4e0Pa4vLkzXtwOY7ahG3uXRgs8NkQhK4H5jke3jzp9Pl7xQrGuNuEuVeKcEx7D8Gtdxsbl5iSYciBdbe9euy7hUU21x2TAfDLb62ri/Ge+4fWpC0BbYWo3PyBudq/cbnarx8hklbpYSAGuK94NTJB8o6HpVE86WE7rK13SyjDLKM6yrtTw/g5w5HjjiUJAoeuY+Y8nyTiC+5Tff2mU1jFilTobdkC0RnHYLZIS68lSlLU2hJ9aUXSo66W3ZrLbfFFprDnAk6ivXCuf3m43+5ujbclr3NCNwDRj2cqAiXkU3nvw6g8n2B6DCvmIyX7ldmWi2288xa5a9kqUltYDwUz8HUAU96HXrn96jmlziCx+KjLDAhPTHOrZYCV1o0OxkjCnNCCM/4eylw51icTnvBWszwSeY15iIUq4woziSWJiFqbcW2moJilaSAD7afTqty2jLhJIyhyXmOZ/hRyy3KWxIt52kwk6m44g8R6hj17aBK+8UciSlrbnF91cVa2i28okq2HVbfsUqUPWp06Cyx6HoUBHovZVyglZK0OZiwhR6/xrHweFswkLjOrio2NS2FqBCvigOoJJpSqtCBT163GEcMsxjSZw7Q8NObT8K2KvAC3Uz/AB7GrtEjyrc7jEONKSpO1aC6FKfbG8fFCwArX6nq/wAJI21x/oYCDXKXId3KYueSD1ATLtXGmVs8Z+PvHPKMuPa7TGgZhch9+y00lkJcUlxTodWlI3ndQ0H5VUPr1Bsp4Ht8SHwxcFQ4BNXXqc8zUi7YYrgQSa0zYHKidFw7B0pIv8qGEf8Amv5I4HMioXLbxy2uxExth2qM6MhxKlg1UlG4UIp/ToRuOuSaCEZteR7Rwq07LIy3bLdHFgjaq8fzxqvMN4Z4r8XrLcOa75aohzWXEraostlhBDgZ0fWKFa4zCtU+lVelerFbw222WT7q5Ja0BSoxaBwHLVw7ar17uF5utyLeNrS5zkACAuPDHoMT0zxqsrLnHGnKC4+T8ofd3XObvkofxCCpTLiAV7kxp76Fr70QxUkdsJSSR6a1PUTbt/tbu4jbKC15ejW59hP41MvdkuLG0e4jxNIUuGAaMyB2HI8atzkPHCPJXEfvFhLCcbhB1C0U/TRBZ2hZQAlB96n4ivVpmcBI0nEqaq5dpiIHCM+tTjTwOEeRcPxPjVjDXLMiXKubLiok6Q6G0MvzS3FWmYgNqVPZ1CmkgpWk6ajrnN23dDumqMNMAl5kHPl+NW+3fZR7ToLT4ro8yFwTBO3iDTAeb2E8bcOYvZx+3ykXllu0tS5skNJYKIAnqeQ3sUX3UtAj2p69MQO8e+nehUOIy5qMeS8qsksL7SwtbcEEOYDnkQA4fHOlVXmJHL/djSGZJOiy0tKv1EqrX9Pdt3V9zrTr88P+d/kNnkn723V9CwttdzHifKQNbQMQueppGIzQ17W+2m7ndfLEHiFZI26SVXH04Z0J/lDiguWEx73GSr7qzPh1JbPyQEHugproABp9aHrgP2c35+2+ZhASjJCCO0HDHtAq4blB41sScdCn1EY1JfHrO7dkGP2wtXeMmSw0wHkLeSNzjaAl4JSpQ3lP4U9Kjr9JX2i8yReY/I+3X+tpn8ENf/xNAX1gqteKfOO0P2/e7iGNjjGX6ginB2I/nVicmctRcOzvDbTcL1GTBu5YQtYlIK9zi9rSUo0S4raRUD+/XV2vhDSXEArhVObYX8uh8EbjGSQ7DkcKI62cm8cxQS7k7dE7aEblJBUB8KFNQVAn8Ot6l4gU8duvXHSYzUwb5a4xSgLTfy6g1TtSFL20p9EV27j0k48QKaO23IPyH3V6U8zcWpCh+6vLKQKpCHF0AAproP6H36xcMCKwbZeF3ygeuviRzdxkUfCVKcNVejK1BVACsJp+ZW32Hp1ipmRTx226GTQTUcvHOHHf2bqxHnOJQ2pSkpjuq3GlAnRRqrWnWF7W/qrbdquzhpAHbVAXfmPEp05mPCtN1U688GULVEeSip9ACdwp9f6dc++6e3x719u93sHEBrrGQlQoRoUjquSVaPKFldbf5htbtyaRKBgeeHHkahHIa23cUnS0tLeQwPugyQQ4RtUC2lJG4LANKHWnX5ovt5ev8rfdu0nZgbbddOGChsyEY5ahh0Ne19yg+u2maB2ckJx5YLQlyOZFTcbj2yFh877lkCOZRaX26Ba2/wA6kbdwFAK1r+HX6e/Lu6x3uz2d1G3uvt2HAqMQCAuRTJRxFeJLvYJG3rzJKA0SEomPsqVeGuY3Pj3l/J7rcsZvlzh39PfiptxjSHbeewUfYJbaT3Ire8b9oVqojUdWmO9Zoex4cWOcCCMU4InL8aYu9rLowQ5uATI4/wCo8uRrYq8TvPhjh/ELpg2ScOZpdLM5f7xklku2Pt2tq7Jcvr6pk+FkEe6y4CZzjcw/oy0PLc7JDa0fppUoDv21P3Sdt1DIGvDAwteqI3IghUVcQmalca3tDWbeySN+kh7y9W/1aQETgEaAEyoH+c+SuV+X/KDIPIKFx5dMbZuFksuM2a3QLghq4QrBj7E1q2x7hLaShM67SX7i+9Ie2lpIUhlsFDYUS1pG202yPbVMgYpU83FSAOAX18eNIdb2b5JpyQ2WdzXuGalrGsHYjWjLM+qoZbJnL65Mq43LCLzcLm4t37aXIvC1upbdUrYO4VjtbfVSUih6US0/KCiVFFjt4JBezTxw/OqS5A4E5f5DyazZK7jjcJ60vJc/7ufNlyXy2/30PMSkH/t3FK+JPrt9fTphzXuKhuCJnRK1uNts4jE2RgaVwwHuq0Ecfc5Lt90iJxm0pVdYLkOQ9MdclP7HW9qNq3mypQSrWlRU06SRIiaRUaKXaoZGyeM0Brshl7qXk5/HDzjjt6kZDY8giRjcLvJuUtCYAaaKJEgPOREs0C21haQA6K+/Q4W1yx5kY5CezLlRa53jZbuNsUrmuaCuK55rlRGWzAuSMPllOcXCPLQ4lhDKGDuSlXY2JTrVSe2QakAa9fLP/uV292No2aaVBE2RM1xIflyKZrn1rtX2clsnRXItCCCVw9XurAZbx3nWaT4CsVyJFmbadBdAXsWEIQneU1WgKK/rr/SvSf8Atr2l3/Z95uY3gQPk0gLiCNJJTLEBF4U395rmziZai5CgKcl4enZUwx3x25cfWlDvJBaCiKhKkqCUEAJCKvkD4/6evX1Vay4cB3hXnp1/s4x8NB/wk+urlheLPIUhpAk8qTkVCSdjifj/APAkJUrT8K9OlsxCBwWk/wBw25pVsSj/AIUrOI8R7+58ZvKV4W4aVUh9VEn1/wCVQG32/wDHrWmVoUvNLO62I+WFfUK9CPDhlwEyORcgcUDX4SHUEFRrt/IANda1060Nf9RpI3a3aMIAvVKwcvwrx7ulyRnWRP13Aj7uSACsgEbTt3bT+H/DrDCEUuefXSv71G0I2HD1VRfJfh7xxEfgmZcrlci5ILTiZaluKShsd1IbKlEBvea+lR6dPwWzSoUp7fjUeffXDSRCFVPmTsyHPOsbefCrhCBau+5blOSFsIcUv7dlNXFNBSkmq/lQHQn36jutY3OxLk9VPDzBMG9yGM5cTh1qu7rw9Z+I8Utdyw1CWrfMm9yRDW2htXbUVBQjkFSXJgV8kkih0FNOpVrB4ZEbP9vPHP8AlVf3ncBdSB0jdMi6cCuIyPZmvFaEzku+m73qSy1H7bbLiGkua91HcjJTskkJKe6sVK/+U6GnTm4xxLGWFXtHe5BeA7KA7c6Z00plQQr3RxI5n15UN3CVuRB5B5JgsOCrrLz6k+hUhDiVF5CU11JVQn29aHqG+MGMFvOiof3nA5Aj14+iU0fgqz/73wF/Cnba1em0Oy1T4DzRLbzcVSnHVmtO0poODavQgnTXqy7TuEFvthF8WttIsFOOZ4ih2528j7lhtQ508hKAcUT8Kl0bhqNZ+NM3yXjyxW+xfsjFzaetxlkOuSYDg+/jNLd/TDzavzJ9QSK6kdTdj8zeUdzn/t+3eG+4la5uuNqAYFGrgQpxyQKCaH323b3bs+rnIFuxwUEoVyUN4pkaU/jef4xzZDyHBsubRbsnt9zuFsZlyG0ocUtt5ZRClgj13fkcGgr6kdUe4tWTyviYVfG5zXAjFpHHqOdWaGSexbHO5W6wHNQoHpmB16U0/i285jgXET8h+a87bGLHLsdrjPdxVGF1aaG8khthlurg0+f5SfTqxXe4kWMNm5XOib3hgmGQXMjLsFRdtsA+Se+cGpMDpPIHpwOaJXo40sGF8N8QTs9jRb/IkNsXS9XSc7DlpaMuSl12R25Zd+zeSqXs7TAADaxReqQeq7c7g+4nbO8Bpbh3f44+ujNltUdtaGNjnOaW6nFyZDFETt7aXDwX5V4tG8gbjyLnNqvd7HIOQjE41ijJk3QizXSQGXHX7W68hMpyvyQrcEMOqKvygDoztGzWu7bjDa3RIjllDRgHEuOSrgnM+sU7uF2bLanztZ4kkUeo8AceCYohRM1FFvnvKOa+FLPLWXXFbGYcBZzAZQxgZddmOYXPvLa5DsdxSA644/NgpClIIDSKKPpStuuYNt8oXM0bWE2M4CaVLo3gEH/iDshlgRyqlWZud5cZHkuljccCA1uhRhywzXn21TXify0jyaYv/G+KcFY7YoUZj92/cZkKKiOGZSVyoYj3AHa/+ko7e0DQ+tNOuf2+yXu9eJd2IAMJDXNLgg1KQT1wyTE1c7vcmbbC20mLdb26mlqqQCA5F4dtMJ4yxd7BFtMSmI5kJkfYojMLFGwEpqWlVoEoGhoPjqPfqI+1kg1Mm/3GlD06UMjnbK7VgS709DQx+RduxeBmdyk5LOuFzuckFxuM0HVsxEKSVoS1GQoBpJQKBSlBSqmg6n2ZkLUaO7zonGrQjT3x6Z0OPFHKV+4kz2Xk3E3IPJHE2U3Ky3Cw/umA5NkmD3W62mY9DuS7HJuOP3OC9cLY7cLbGfMV1ztOSGGlkFSEKG7iJsrdMzWvaMcWg+vHjU+Kd7W6oiWnL0NWRLvX8qDPC+T+SNj/AJAPLXGLkzcp7EfCss8huXr5YTZ3ZKkRHYtoueZybczJEc6rZQlTS/U016qX0zWSlpbF4nYCOnD4ZU7JfShpeXyNiBz1HELjhn06cqx/DPlp5zcN8H5Zm3LPm55VZvkV0jy7sJWQ+QvLF2jWtyQl11qNZY9wy99i3RmEJAShkIQn2HRawsbZsWq4jjMnVoRfWMqG3G43U1wI7WWTTp1YOdkBmQvu40nS5fyn/wAiN3vl4vLXnz5tQoU+7THoUKD5Tc5RLfHhhw/bsxYbGcoZZbS2BXYkJqenWN22TKGLLBGNQpxyopGL+KJolkkMiKe8VBIVDjwGXAZV2MfyifyQL+UTzj86J/edQy32/Kbndae44pLaSN2dmiSo/wBvXrT7W0cNLYY1P+lv5Vn1E4aXOmeiL82Px9tNbs3nx5ocdcEwL5lvmV5Uzr27al3CTNvfkJy3OuDau2S2A/Ly52QULdqB8taD26Iv2yxjjV0MSjA91vty51XxfbhLMpmmbExmpyPdxK8+AQJwoaeAOa/5qPKrJplz4w8qvOmNjd2mrUxkV+8neerBh1tgqX22lwYys1Q9PUlHy2RmKK9Qr36hR7KHO8W5iihgJwLmjEc2sAUrwJQVPk3aVGw2j5p5E1OLHK1p5OkJQdgU09rgbB/JLgBuPlXlD/JX5j8n5jsbUcHa8oOa1Y9EdCe6qObI3nrqHkgEfqTXFKV/ya06f+k2pn7dpbeJIf1Pa1T2MARo6lT1pkzX7v3L25exgHyRvcAO166nKOxOFXHyF5v+WGSW5WPcLcm5rirL6VsnKMn5Eyq73QM0p90JV2uzzMdW3UBttbm4aEadSWeXWzvDpIomrmA1gA7SB7mimX75MxiRSPwOCuc5RzxK+01VODQ/Jt+UxdOTvP3zFzC6SpO82PC/Ijl/DrCwta1OJYQ3Y8st63W0g0IISmgoB0Yg8pbbnJGwtzQNH4qaFP3zcNQBmmcSf6i3r+gjDtJou8Wa5jtDouavI7y0moWlBTDvvk/zRd2EJBqFFqZmb6dyh61Hp69Sz5c2lqj6eIf8rT8RT7N13QDV4kmPOR59ims7css5fvlxZahc3+SsQtgtrXD8ieX4cYNqADrrjcfLGGXFkpGwqTpU06X/APGNl8PW+GPUn9LQPYlTYt83RUjIcDxJdh/5qsm1X7la2NhtznDnOe8oEqM3yA5ak7FrACxV7KnNdNANEe3SG7Js4GFtCe2Nv4itSbxuRf8AOQehen/q+NZp7krle0Rgt/mPk/YgUCpfMPIslwGoCUrByVKlbR6kk1Pr0obJtTnaW2sJd/8Akm//AINRJ923QYmaQdjnD3L76h0rm7nFLyn7fyxyk80r4BSuSM9ejFJ0Kkg5GpAKvZQ1HSj5e28jC0gX/wDJsH4VHG7bqi/UTFeOo/yFRh7lHmty5RJy+VeeEzo7rhZaY505YZsjjqmXWlomWpvLRFlNhl0qSlwEJcCVjUDpv+xbeO79JBqP/wCLZ7inuypo7xuvigG4m0onzO//AAk9dL44d5Yx3nfFrrwbzfAiRslYhuW5RnNpWzMaeQY6bpau+mr7Dp/MnVTSiQdKHryV/jP/AJI7V91tnh2bdpomea4ogAXJpnAQZLxwVubSU+Utcev/AHL+3d1sNw/dLGMu2t7jqCYtPMf6hmuTh6xSXPMbw4yTxwvk6Ta7YmZgVxmOO2u4Rg67+0oWorQ0txbe0wnt1Qon4E09Kdeqxt4LXSQDuqSW8W80PED2pXKI5zE5jJnNLdIR4w1E8Hf6qjXhb5d3nxgzBuFe5Dk7jHIZrbV/tTo7zFqXKcDbs+M2sqBt7yFHvtgCn50016yJ7Ws8KQ93geXTsPxqXNbu1GeEE6h3wM3JkRx1DjzpqHlFgXIaMbh+TPh5mctbT0Vi43PG48p6Tb5DZR30lLkdf3DDJTQIUCU0G0jqR+5M0xM0mZuQKI4DMLwIFMF5ti2RhPhDNOC8SvBc+vKggwn+UjHMs28e+YXEdiuc1wohOy5VsUu6PblKaDiZkSKpT6VgmneZIJ0Jr1BZdRtl8M6o5RwRQeSHketE5Lpgi8V4Y+2TvODm4c1acRzQE9MKYr4veOnEbN2m8j+Oqr5hmF5ay49e8Pu8d2DZXkyhSUtm3Vcs7sGUhRC0pDR+IUADXqSbuO3ZocwancvxTI8+FRLa3tp4vqdv1NicV46SgTBePXjXMy8PfCnhfJMl5/z+wIyCUyVXJdsS2FwUPRwXtwDvcZK0hNE9sFxdaVrToVLftc8+BGxsgGLgpP8ADtFTobC1YDJdlz4RiG4ovYqn10tfnL+bZ/HrzbcO8fOM4mM4DbJzTF0kvQf2N+RbEOAOuwLapKJs+XHTUgu7UK1H06HCdr5dd4C5pIBKlQOfU9B8amuLpIw2zDWpkDkeiDI9T0qf834vjfnXw/bOV8Ev712uiITf7raDNU4xGfWylRcZtwWGUhZBBKk1S5pp1aNy2e2uNrLLNE0K0gqCO39Xx6UEtp5WXoldg5rnByjLp0T2IVFIvyzC4eMXa447cLRMmS7UsoU8z3lMK2lTZCQpje2pCklK01JChoaU65CLZ9vKYnD90FMAVSrtHOy5ALfkVMcMe3lxzxrNcM8l3HgHkK0ZzjTcy0QnJkdF9iFb212LvSFTXEBtKA/FBqVH8yKg6dHtq3GfbrkS46HEBwxxHA+r3iou4WcVyx3hf7rAdKEYrm3159vbTR/I/jfFPIHCY3NHG5hybkLe0/f4VvU04Wn30blLWhrRcWaoFSV0+K/j1fbtkW4wi7gGYB5p/Dsqp2zp4Ll0ciaBiVz6EdRknJDmKUQzdb/xllUTJ7C67Audlkd6gLjaldt3/uYMhIIWEulFPqlWvt1XYpn20njMBwKEZKOXTpyo0+3ju4/CcUJCtPI5L/CnaYpl2LeZXA77RcZOXRbWtl2M92g+ZzTQQ4h3cQtTzLjYFanborq1slhu4RIwqEGeJGHMcR8aq81o23eYpkLh3SmCE8ex2fI0l7L+F+bsdvt2ss2FAjtRJTiIC3AqsqKlag04FkJRuoKK9qjoBcG71kPKMBwolFt9nGgYG+ImJVFWqqfuOZcQ5TYcqiyI8S92SaiYnsPFkrO8d6KVDb+m82DpWgVQ9Mi6+nfrBUgd4c28cfeOtKdtQkaIXFviE6mOzLHDI/geYUVsG8bcq4r5f8KQ75a5bf8AviwWln7sNqSi5qdhN0S6gVDipEJ5PzGpI1Hr1KmbFfwiSEqdKg5Y8R/DhTWg2kxbKM8wAul2RHYc/XVi2/NsqzHjmyWnO7xLtMjFLgmAJP3SGQ52iptlaXF1e7ciMAoIRVQNQeo9pG4OUtV56e+i7QA0LwXr2VNcUh49KlwGLbyJOtl5cdbS22m4l9pTilJSFfaT22mZCNwBWitT/bou5xEaOaMuymA7U5TwxRPxoCP5SoGfxOZuLrhhMOKxl9isTc1d+W6/FhyUspaC4jKPi2kXH4vKZSKIBJ1qB0OZbzXL2m2Gp7QTjwC5VMjlbGzQ/EFvP3+nZRlcJZRdvJLgZuzXt+3Rc0gW9ESShLlXW346Qks7a93ckoKVrPqkg16IXO3TxtRwSOQDHrniM+ac0qu3Mpik8chDq9S8MevHtqu77medeMKbBjcu1S8vfv6XGY0S2LcCFqdQoNvqZa7n3DMZI2PKUE0VQVNehd3t/wBFE2Qyay9+lGjgiqeXKplhdC7kcws0hNWJVCuS9fQ0JUTkrCeOrpdrxz1h72YzOQLs/OseFTVKlM2R51UiORIhbwm2yWVpoEqrVte4Glege5x3c8bQHuDUyzw4BMhR+zNs17hLGJHueoQ5dV4+ujrtWT8Pc38a4vi2NcRSpdrwyxSe69EtapybbMlNuFtkMwmXQqZHeJbQ4SncnTU0HXfNi+mutqsmmWOaGNjFY5CBpZiAOnH1VzK8ElruMkko0I6UtwOCuyOGZz68KVtwdxXmfL3LEPiR7DJ1huL13v10YlrtYjGS0iZIXGgrTM7LsMORlJL0ZxNWyCQSKdcPvt1ighffXMaxNme7AIAC8pnk1M2+w10KzXw4oWFurwmlXdRiMMz6EU0rlTwFn8PzvHvka3Xhq25LEySPBvNukPJXalSFuNtSS87ISEv2xtYbdZQo7XBvRXWvQjatys9yuXsiJ1A6mkjBCcR7PTGtTPnDomOCAEtcAuOHdI9aU1O6ZFcb61hmH5decmVZ5VsWqDAeVlkPH2rOB2nLljsK/vKtsKXCecIbkxVOhDKkpSpDa0gnhZSQXHjNDmSnIlQR8DlnlUf66Gdj4xJFKxjjqCscB2gE8Vz4g8qEq0cf5Vg0/n/j9vPJuZ8a5Vb70qwSp7iXVQXri8lmG2zMLLDdXmnCpbQTQKTUnU9du2K7ubrZGT3jzJcAOBcc+ITqg51xbfLa1sN6kbah30iBzGk8XYuToTiBnnQ2ePWEscYYzyVxPk2WSosS/Wq/SLYx30iNVaUgJ7JXsK3FOeiSANDSpHXNN6Js4o/AQgPc5Cf0uPHmAatu26rggldDmtaoGGpOHIpiuRpa3E2VZT4959ecblLXOxd6/wBwtri3y4pllL8pwJQrcDuju9wCp/yH49Atu3FsEpjk/wBonP8ApP4g+6rNuW1i8tGPYD4gGWWoDioycEXkcqPzJbDbb5a4mVWVtD8WakOKQhKSltdApxhxKalKUjVJ+n9Oim57d4sIvYBjxA/h7qF7HuZtLj6C6OHAk8+P4HrVeNmOVR2yxsWqS2ClSNpSsqAASU/EtgnQj+nVXa4l7QclAq7Sghj0RNBI9notMs8NMSueV59eItknqtt2iWS3qgym00Uy8GHUpruqClW7WvqPTXrpJLY9vc92MRLQR0SuQxtLtyDAdL0eQepciUUGAePXkBD5dObcv5Ixf7dZXGmLTKEdqI2xAafcWWHEt/qyHHGztqonQe3QbadrjtruS+fP4jnMIa0NARchhy50Rv7iaVkcDIy0NeC5xcSqZITz5Cqq8xW+ObDyXEz26CI23bbK8lDCilbtwmBQVFZKE0q00Kj0JH99LBY29u5gupA1Y1K8jgCSenDrlQ26uZ2TG0jJR2kFPbgOfCkI+QXK1y5dvRuE+UWLDCklmDbEuFLT7zTwbSy5HTUNMIbAV60Kh1RvMO7u3GT6eMpZMdgOL3Di7oOA9dXnyvtJgZ9VdM/+6DgeRDGcgf6ncSMsqiPFVo38lYZPdQhaGLxGcWmnzCElCEhFRQDUadRNjbp3WAn+o/A0S39//wBxpmgADD1hcVpj3Jao1z8mLP2gtSG7FEYeTShKExWSUqTrRDixQD2SD11CRdbQedcpxfE9p+bwyMc6dlbrBxDjHDmHX66XKM9kNyjW1MYICZMtyTKIQ8zsCgILDKyAlfqP69U+S8uJNxkija3wWuzA95PNaNjwIdvikle7xntTTj8OScatrlvjqfy7xriNtyLMJUIWAxnoi23XVEORWVR099W3thD0NwJKq/LT36iskdHcShg+c4+1fXVts5h9PA+4V+luAXmE48hjQoHhaPx5CkCLdpl1DiyR9yVlwlw1Wla1ejI9vcf06+Yn/cv+2o37yLa/cK3L3323uaxzWtUBipqPIISXE8QOFej/ALKeZWPuZtmLNDT3gSccc+04YdKrLNseYv2J321rQlZdhOFoU+KnGkKBJFdqVbSfTr4g7Ducm3bzb3TSQGyBewmvSZZ4gMf9QIoIPFnj+xIveR2l2dOhT4N0lIcbRR1LaFurW2ptLiwGwqtK0BH4dfoH/wAN/NUe++VJrEvaDG9rtIVe8wHUpJ+YqoGAIwrzJ904ZLG5juI2ksILSSeXDAezoaY5H8b+OM3dtlyyJmTdZFqUgxTIaYUplYUlQWyoapXtFK1/Hr3IGNLUdl6Y1xQb1cxtIaxupebsKvW2ePfE6VhtWOBxPw/O6FH40oT8FUAP16U6NjAEFI/vt+XIS0Dswq2bbwdxZGZbSxicFITWgWltRI/zUolrcd3v9Okr0pL92vHYktX/AIaz8fh/jdtKQjE7eDpQKbbPoSR6Na0/E9YqU3/cr0/qAH/CKyqOMsDZBLeMW5BFNQ0n2USQKJBAqesWtf3C8OJfj2CvmRx/h3260pxq2n4mie2PjpSpCQATrpWvWsDhWf3C8H6/cKqe+4BirKH0s49bWxtWoFLKqg0puSQsUXX+3Ue7toru0ltZWtdHJG5pBHAgil2+5XkVxHIJHANeDw59lBHyHbUsLvkVDSUMtoUtplKQlKGmwnaAn0AKQR70r1+ZT7z7UPJ/343S2jjbFAzc/FY1o0gNc7UO7kMQSntr3j5euDfeX4JidT3QBSqqUrFYpabXKwSdGFstoeY+8QVJhxy6krHcDlSj4kKoRTQn+/X6Jfs3uDN0+22z3gxD7ZpK45gED2eqvGHnMy2/mG6j1uCuORITPlzrBeN77GP8j3GE81EAck1ClsQ0pqtIJJ2tn5K9Pb266+AAO7gOlUm6ml8MHU891FU+3OmrW59txKHW0NbDt/K00R8NRTagEV/16aOaUxGxzWq4lT1NSIOLICgSK00FAKn2IGgTpofTrRPCnDjhjX8WpxZFFLUFH0BJp6/0qOtLxrEFdSmnSa7lgetSokVAqfXXUD8Ok625LWNRQQK8Trav8gsGoVTWlPcUppX6+vTTyDiMqVIDnw+FRy7pUWHRr6FYJ10OtPWpFP8Ah0mtRg48qCzltP8A3jSjqS6CCn2qFVoB9VHQf6dfLX/uXBfLW0uOYuB8HV6X+xj+7Pww/Ko5hEXuyUg7tyFrUTUgagFKqexqdff+3Wf9tVp/+KbpJ+k3Dv8A70fGmvvoTqtmDEoaJbHI6UrbH4gjWoBA2KOmlT+Ht19RmEJjzrzocThVwx0jtt0URtoRp6KOor7+n+h63rFJC6iuVew1omgA2qFaEEqUa6a1+mnWnOHy0quwIUahQI/5h6n6gewp03wwrKw01YUsgivrQ/46/wCQJ10Pv79OsBTpWGhT5SafkX+0Q0rqVuBWzcFfndCQUE/JCgEkkjqZBg1zuQqHM1XMAxV1YrL0vNRHaufHaElKVVJ2pI2nckAJNNToKjqPmalQtcVaM17PTpQ+eR1glQuHLPem3Um3tvMrkpbdIDXaUS6t1BALbxWqgOtdOpELmYtA76UN3VrmtZIcjJ70pbV7ahrt7cpt1CUFSXVpJSglaqFZWokE9wUJJPr07eW8fgNlXEuxHbQqzuZRdOh0nSmaE4V4MRwe3227O3iwxZk6+5T24MODbmlyLhc7hOUGY0OIw3VUmTKeIShKdKamgqesjtTKxscYLnnBoAxJ5enbUh96GuIIDUI1OzXHBBz4JxOAzppeB8Scy+NOGQcgzixsY1c7y4thiK+794phE9sOiHOUn4Ifej6KUgq7a0+/RDa7Hb91t37Lcu1qrnFhww5O4pkcEqdu1vu+0eHuskJiBf8Atl6EqRxbwKY59CKqswckYGfSZWTXNy25km43KbaWpLotkqcpgtBTMdSA2zIKEJQ4pG1TgA3V06neS/tLtnlbd5d4tpS90jcGJg3knYMyc+GAqubt5qudzgbbygd12J4lcSSnXLlhSD7zgfIieS79LsVmkfuRv7xgzY5WlNyakyUoREe2A7nAs0acFSk6E09KLuXjQb1PoP7wmIwxzIwKZjnXQo32Vxs8cVyCWGNUOYIGDgTgPxrYzxLGbxa+BMOtOaurtd2egx27gzMjjuPdxLRiQ3VhRShT7woHPygAnpy5lD53FuX4jOkWcT7axjZIgeDwxFZrknKBYuDBj+YyrDEwqQ5brW7MU0WZMmKiYVLhFaXG4yUxCs0UlAcdTQrOgqDZJpn0BM8Oa5ijIBFtqJGgsI9RzJ/ChYtfjNxm35YcK4TxlabbeoeY4mi/z7044w5Ats20fb5Ch153el2G79sHAGGyFSFmo0TpY/I3mVlvevudyYXRB72tDc9X6CV4KDilVrf7We4jbY27mtfI0Ek4I1ELU68BwOK0In8gHNfJmNeQnJXhtIwqbl+K3e3Rnje7awO7GiblKjuuB6MuM4+lspQFBYKm6pqPc/533Ka53CFrY3G2mtg9pBTTicSMlpnyrbRshuIi6Px45tLgQrjgDhxLQi9Frs8CrFmfHed2bIsvUYmHWpDtldx6yMrst5ksqeDzKZUF10tyUJZJbUqqKgjbpXqs+Xrxm1bhJdzeIYZGaSGOUk/1HEAgcBnyNTvMLZL+yZAx7DIyVQrdJA4o5OORGRpm/lJzvguD4nbMtxuwPY4/KvVstsF+7LjNFmVPktMh14B0oW0AoFQUrUkVPRXc7+zunNktonNdxLkx7f41X7C3niD1cNTUTEuxJzXpyqYZVjOMPt2Oczized5TkFht1ymyobrL7DTshlDn6k1KXVFxndQIASPpXoRC65mc5rO40FABmatzhHCRrbqJCk/ie32ULmY4JEjX2Ba8m4xFiXeJTceBPhOulbD7iklBdadSsKRt9aFNQCKg69TW27wVlJGGJPKogmhY4+GGgnqff/DGvf8AyCcsRsX4o4f8bsZUpeSZbNhG7IaZ7Sm7M2Ap9ztoUVtsqbBCfUq9TXqsvewXbWZuc7D8z8aTMwst2xKSVCntKkn4dlJn/kV5c/2JxrjvGdhfc+/ubEaLIQ2U7xFSyhMgq/8AhS0j0OoJ+vRG+dogMbV1ImHXCndkaDdCZcXFeha3n0VMaDXB/BryU5O8cHPJSzYzJPH8KSqPGgtRgm6vx23jHRIRFaKpr7ElYOx0IDft1ljst4beO4DkbKFa1RqIBQFM0NFr/eLdviaGqIyWl2OJTHSOICouRNH14N+AXP3MKLFdrlhD+BYgy8h+VkGaxER5a2WdtVQrMsGS4FAFQceLSDpr0WispYH6rzSyPJMC88D3eHRTVcE8l1BotGqCT33Ata3jgfmKcUHSneZTgXgV4rw03XmDIrPnuQQo0dKbPeZMS4NtSmG09pqNb1KMGMSoHTa6tVaAdPu3BwWC0YPGB+ZNTk5Fe6OqVobfaQuEt7IXRlSQTpZqGJKNOoqchiEONUJnX8jWa3K3tW/gvhi/4zgSkpREmWLHHYP3cQJKWVIkdtqW82pFKJQEJp7U63DYTTK+616s8Cp9ZNNT7mEEdtoZHmiD1ZcByQdaHvJOa+TWcctWf33DsifjXx9TaBJYWp6KvuOEtLQnXuoW2dw1KSfXotC6K0BbHFkMefaTx9VCe9NIj5MSTiT8OS15sd8qMmnpYZkWaZGjPyGYQUYkptDKnVhvctwoCiUkgk1FaGvUpl83NsYDqVJEWDPUnpwq6X/MM8NZjbbVkSA+plpqQ8p8kBQcJS3IcVQp1Gu0E6evU+LchF+3IO4uYTtzpLLXxT4jA3UDxVDh6JRDu/yJRL5Ebdgy7U0y42AGhKaDmgNQlI2pAXpTdrQdSmXVq4amsVeKrTwc8FGhrj0C1i2/NrJJLfetLtujoA+brzySPQBKt247iomtD6D062bqPgwEdTWxLcNKlGnsFQu5+SHKF9fckRsond500CLVBuMlGyg+KEx2XAs1OhT8qjp1t5OQkbGhv/Co9OtR3TvLv3Xg+sD2AZdaqy+81eRyJIkWSw8k5Qlhe5pIxq8uMrKaFO5K2UNOBY9yD1t1/etwbGoP+lB1XEUlkto75pWr6IhQ0XfAPmN5AJaYsebeM/Jj7Q3oZuDFgLLArQgqTIU3scRrVNNp9utq65cPEaI3HNxcE/OlC9FuHNjJnaB+lrlVeoQk9CKO1rmy/rsMm5L4QzNuaw228zENvZCpBW8hCkoYDpBeQhRWRUAFPTWiLVo8Ue38aV9bjr8CZNK/J+C/jS8uWOJ13xhObYlJVaMtsKHbnbrhDKQtSkNlwuNbf+uw9tHcb9Fj06/I/wDar7q7z5C8wW0ttNJGWTN0uBILHA5H1EjHAglrgQa+k+47bb7lbPt7hoc1zSCDyT0Pb1qXcHcwYp5Xcd33h7mO3woWW2pTlkeTKSFl1aWVJTOid0blw5OlKflUaH0HX6PvsR9+tk+5O021k6drPNDIGukYSA2RuStK4tccAcw46XZgu8T+fPId3tM0t82MnaXPOIClpOIKZAg4EZOGI6I08zPFLLfG/K7lBbs0684heJZ/YpcWM9LdYU8oluC52kKV2qEbXK0Fadd23SBngGaza7wnqCzMtcMwvI5jjVEtL9kbvp7lwDmgESIjHDgO0e/tpjX8Vls8m8esrthzHEpcXhmVDUEf7gJ71qbc3OGMWpYDItjiDvSN1WVfgRQLZPuYGuN64BhQtBKuB9XDlRGYeJIDCz9pwIcSgBByLW8V40VXJXjV4c8Y3jKvIy9cZM5ncoYkTH3I26TDZfaBecIYHe9dgo2hKPqmlepT7mW5efDDTLpz6Dh+SUiO1s7XS+SNqD+poKHmeZ5LhSdvKH+XHkq+2abh/j3jMHjTFYaHGI8oQk2/YlAUirFnbS26p5QH5nlVPQuUygHxUcpxzT2Lj6zRdr/GYfDGgacMBw6ZDDhQ8+GH8pebOciweI/JVqFm+H5U+YovE5Ci0l11wIEWfDkqejxnXCQWXUKSncmhANOnrUQTXH07iI5C1QQMD06Hjjge2mXPuY7Y3AIli1IVADgeBHAjgVGGFOp5Q8Z/AHOLNDmZ9j0OyWrJmwu25bbmW/tGlPa71ltbUxlTKl1cU2tRRqaU6KOtLiGJNDXRuQIUKpUTVZPk1yFwlyDgox4InL0wqp+H/wCOnkHxny57NPFbla1cpcM5Gtar1gV2uIu0eC3JO4vQZUdRuEaO82r5tuIUlC6KHp1M2y6tbdhtzriaXLpzaDkdJOLR09lMX1puDJfEicx7HNxB7rjyKjB2GCgDqtUL5y+LuX42HuRbTY7ta4c5BkXVlplqSxHfP/1CUzI7CkqQlVdqlbTT161ullBcwm6snhW/MGjHt5p8KZtZRav0zh41rmpC8x/SuXtpDfLEa6OI2fuE1S1qUmqX6/JJpQdvaCAfWunXON1WFq46ky9MsKtm3jNpAxwwHT31LvDLyov/AI/Zh+0ZXIk3DAMlmqtMyDcHHJEeEJrgaVHc3qJTDk1qk6BpdKADot5W3OSzk+ku3H6Vx7pPAngeh4dcMqhbnaROP1cbSHEgSJmn9Q56cFwJIU0cXldwha3I0flTAf8A7RwzJYwmHtNhZYKkpWtD5aqUy4q6pcBFFJoodWTdrQL9XEpYR3gBgOpoXbzMjeIV0aSiZtJOKg9aE/gnmK+cC59CvESQ+ixS32UXuKlSg0GSoIVOQ2NApDZo5TRSPWvULbrttvJpeUhcR3v6Tz6g5H21L3BgniEsQDpGooP6gMx2hTppwHJ2M2LmrCYPI+JqjrkuQQ9I+2KapeLSVlpewq3JkDVNNKa9Hry2ZcR68nBvDnwXoePKgMZdayGJxVrcjzbmicCOApHPkHj0pd7lWxttTchtC6oXo4lxO0LSAvXckGqT79VZ1tNIHgA8vZyFWDWCGTMILRiOq+ntrxeMXLeUeLvKONXiLPVJxPIZTLOSwauFuI+4oNtT3QpVOysHY8kABVdx9OlWrZ9vmaxy+C/kMnde0Vq4jFyDKQ3UAhH+lOHVuYPJQa2PH7hh+R2SyZjjUJ66xsj7cwNxFR/t4klxIckR1PPqU0lLbhO0JQVbSKHouWkk4pTNu17Y9DioAwKqo51Y+Py2Hn7ZFyDjp2ZaHJLLT86G3Guim0lxsd0ssNtzWkVopRSSdPQ9OOBMfdOIFZqDXK4IPXUY8kPDjF/KORllsTyG+zyFZcdcODxIVzdpELbCUSnJDocS4Voj7EMthIIFdx9uqtuFzM1wPeZEAhAwVf1E59nDtohHFHIS4lZWjDknI+i0r/hLirK/DDOYlyyflCNeUzJybTf7S7cVGS06VFAlIYXIcdCVD4ObR8hr7dT9seGtOpzsxiTj2BTzqPeQl7QGsa5eABVOKjLDgtNSzOywM3x+BmePPNLdWwJqJMcoc2tKot9suUJaSCNUj/IAkanonI0TjB2XsPMEUDafAkJReB4YfwpY/kdwHe84zfBMlwqGMgluraVPaY3SFtSnFqCyY0dTjkhaSgJJVTbX1p1Du7RjommORJNSEIvd54ZIcDlRSxui1xe9mAwTIrwOOCJ76Yr4h51kngL4mc95RkOC2nK8+Rcrlf8AHsXlpSbxcoLcQSHrU9PDhchtv3OQNdhUwn8ladFtutzabTJNKVjjZK5AdJdh3WryLvdUO/nM1y5sZBL3xphqa0nAlyfMg5VFnPKpjkzjSweZNi44YwPlXH7zAt98xFuyrT2oEefHRMUu6vpQ1LubTh2tzVApVHJSsbqHorY7LFu3kyR9/GDbzhAh7zA16Ec0BAceHBaG3Nw+PzCI2Slk4kBdgjHdzIDgHDDnjUG82/5Bbj5AYzxvL4+tKbLkFmvluvkuyXiOqdAcm2OVEn/Z3+2ILUaXjz0+IEvx0uIcmRnVpBSFVHMNt2Gby/ePfg4NkGkg5oQ4L7AvEGra9lvuFk6A62PkikY9zTiwSMLCWcyFJbwKY0f3kF/PXk3lsnx24djeMWDcaXS35FbMhyKdKzO7ZHIl3uBYnYDVjwRMawWA4vhk6ZMU7LaddlvPx2I8dQSEqcLlnBNZ3j7kPLw8uKOJJJJVXuw1OHZmpyKU5NJaTWMNoY2RuijDA5jGNa3AN0xtx0scBgCTpCZkA1YPJHIMvIsdt1xu9m/ZnpX27CorCg8jbOkOKUp5TSW1SSHwUtJpUJ/MaknroVlv1xaWTrSNoR6FVJTBMuPoapl95cgvLls0jlcxQQmY7eGGHZQRc78Z3uba7JkWHRpL0qDJmuTY6h/3TVuKmVq73bV77QkIJPp61A6rG77gbzSJk1MwCZFT8aKWe3RWKMgUBzhqGaoOHZwqgbpxjZslVeXp0JDrz0kl5DgopD6m2w7Ugp13g6aEfgdehsbW6zJivpwoqHpGIkGj3quYr24NPn4E+zi13X9xj8la22XX1/JbaQNsd9bhSkPMpqUKrUpH1Gtv2zcdETbYlYVIxzC/pPMcj6qqXmDZtcZvYl8ZpU9R/UORHEVKc1xtliVbrnZCJ1vkSmnEPsEOd1tRB7SwSkNvt1ofQU19D01um0Fs4ubZqsc7HDj2UjZd8Y6GS0vDpla0ovpkfjTD/CbObNh+W3a6TWZLq4cJhqaphtThSlhgrSlxSQSlsJUfkKgkdWR0b59mLIk8XUGleaYeyqh4jIN4NxKvgAL3QpQk5Dto5GvIU8r5vNs+GwbsjFWIyGH7xOhPQ2RKeq2+2wl0ByUGRUpVQajXoVtTbhrXtkA7pOIGA6Y50ZvnQGRr4i4AtBAci+we6lU+XOIMWTNb/lPJuWJexiDbJ0mDE76VOstOOJiRozaAQFypOzuaahAJ6fnuvDtnsCCM/N7eFPWNlbzSC4mUlru6BiXHMA9mfxpOeNQLbn/IMeyW64tPt3mcswYLRYW5ChxnUBp7ttGi3X2lalR9j1TBC24u8T3SfYAnxq4MmfBapGEfjjiV1cD0FNitXj3hGDxLFPlMFN1ZfjqUC2hSmnktoeV3nEnck19VCtCadE9uhiZuLXtHyOBU+zLpzoVuEr5tvc14BeW8MsPjjWfyLhu4y+SE8lMzVC2rgxmTH3ICA2GkVW2lQ3dxRB1/vrr106eyeQXNI5j1jKuaR3QXvg4NQj8ezpTQbD4/R5vGOI5RerizMkx40J+PC+7LTKFySlxhoRwtIfQ0AKk6BXoOqDLuUcd66zMQOkovUcetWNtk+WzbeAtEbhgOOPpjVjZJdWbVjloZlXts3KG42y5DcnJZbCHl7JBZaWsB9bTiE7ajSpPt0PX/AKlzj3WOyJ6VZbT/AOytAxlaMelerIvt7xYmZjZSpMyK2FlG0/qJTseSSdANyfT69ct+9vk2Dz59sN28uXAUTWkiYKndJUDieQ4mrt5G3U7R5jt7lp7jngH1kUL0qMpiU8y7UdtSkK0BICqpINDtSShVadflY3zZ7nYd4utlu2kXdrO+NwwVWOIHwBr3lDM24hbNGe44KPX6Z0B8Lfx35Dyoyqx4WRIK0iv5nkr3INRRJLiSaj1p19T/APA7z6233y1sp5EiuG+EQv6hiEHE4EdmWNck+6u1G62qSQDvRo/t4fxpq2A3BD6W06hK2hTbXaoLoVECv5iTWh9OvtEw9zBDh6GvIcgSUjEKavy3MglNCADt3EEaUpX5VAJVTrHOJzpCYr6CrHt1FNJCVVCRpUaqJ+vrQjT+vSaVWabbpWpBBNf7+2g9KH/TrKyu0oHoNTqdfqdPU6jbSn9OswrRryqQNrgOp9Qk6VrrUk6Aiug/DrK3Vb36OAHCBodwNE/lBUTr6fHWvSghIByrMseNArynbAm7yqJCRJiuo26p2p+ZUon/AJSfSmtOvzzf52bF/YPvtNdtGmO5ia4BOLXFSO0uy6da9tfa+8+s8qwElS3A/Cq142/Ug3qAsE9shw0SVBJLTidKUqmg1GuvX12/xA3r+9fZLapNeoxwRhTng3Tj1UY15w+69mbXzVISEDl9fGhWzLKLthWVXG52eIoy2ZMNCENdyq21SC2sIQ0ncT2zpXSp9uvVzpCnd4p765mGNlj8N6ppJX4J+NOj4RuLt+43xu9XJlxmbNihx5t5KkutlVQA4hVClaAPf26TLg8huS1Gt/8AYaSiotXQlpmgoj4/lAOg/H30OvTRLx1IpeKoDjX0UI3EbCAKpTUgAD02/jr79IdzJWk5cVFfBDYFDVOlPWoNRWntXXpNPtIIwNeN0JodKjWtNAFaVBp60GtOsreVRy7IQWFimgSN1K6AH4qGmhT79aSswGAoKOYmwJrRI1VIQaCqdAhW00A3flJFdK9fLr/uWD/81NtdxFyz4P4evOvRX2K+a4bwx95qPYMgJUlYAIDjpCgr1HxBWK0qQOpH/bZiP/wXcZUzuXf+r+FI++biJ7cDhRGWAAKQN2tEUqKhRA9KHVK9devptjXnjFelWvEptRShBSmvqPYgkmpFCR7/AE6w441sEHKskkpOoAIBVU7iKmmtCNa+3WJW69hQCkggHQ/L3T9AKmoB/wCB61WLWBmIolR0ASqh9NyRQfFPvt9z+HSwUOVaoPM6v1j/APMOBClXKK0iMqLVCt29O5anN6SPRNfXSn9up8TT4DiFU1Ffp8VocQNOY4qVqPZ7lGLOxvt0XuOpx53t7EpdV8yoBKEACnpU6dMaXhEBWpMUrA494EgVXHkY7Ju3GGM4bYg9dps16K21amCiS5Nceb7qI0VLe5155xCa0IoB60ppK2yCS4neAO9w4Y0K8wSMis4y8ojwSenOlk5fg95sVvuFtvFhutikNvsLXFnw32XqukKYXtk/9VpVfisEoUPfTqZc7ddMYskbmtUY4EY5ZHnQu1vraWVYZGvIBwyI58MD76bR/FzwngCUR+Z84Q5PybHHZ0PG4ExKXItjaQrsKmxoSioy7xdN9A9qGGSEpp8j1Ic2Wz2r9ppF3MHNLjm1v9LeRdm45kYDCpWzsgvPMDLiY6raCVpDBi0vA+Z3PSchkCpONFn5n5Vd+YJ9hxGyQluJhXNq32e0Qwl16Vc3AI8SM0lISFd/u71urNEAVrQHqD5b07XdeLIupzSDwwPGupfc8W03l+0EDg54frd1OnID1oPzNeTNPEu7x+CrT/vu9WnEMpttqbmC3wlQ5UNK0x5UZUcOSVMTJC2UoC7gtPwQsnaQkpJutp5uhg3F7bWPxYdOku1EclIGSY93pnXDLva7n6GMzvit5QSWxuHecCDmVVUzzAJFIbxa43t/KMbkWK3xXLmjPoinPuozbkV1m2PdxTLyu0hK2J3boU6KWhf/ADU6qdwWeM+bBPEcVTHM+2i8LfEYyAlGljQhKIoC+ymGeefkzauBcRxm9ZljqIN0ulugw7fZHYzrLc4SkJS4y0Wm0PMxwpwtoWAHWk0Udeqe8SI6VgCAkoV4n3dnKr64xRkNk16CRkMUQo7oMMc+Va1Xmt5Vch802OxYbBlzsUskh5u4qW8ZKIyILIPaYYEhxH3Hbj/pqfNFrRXcehPhSF7ny4lMAAgHJOfbT8l1C2NscAcBm5xxLuQTFBzFE5efKDNsc8VODOT+MbDdbVyBxHl9ntjl3S2qfMyKz266Q4TlntxbdVJub0uE8445Jkg7gUtpBAJ67Pb+XbC28qxeZI4Sb2KQd04Ahrmh3awtJLVyK1z3cdynu782BcgUAFuLlcF7cDmmNSbm/wDlCVlnkDacixrh+2XZ1WL26FkFyuMFmfeY12c7LMb9ytqoxIakNlRW0CVBQ9NNAPmyXbb2+jt9ne6SENQYZEuUMTii4kYHnR/ZoLq1a+e5DQ1+JKoSjccepFMOwSw5nlacYzfJrHGske8w0XH7dn7ASVsyB3W3Jy7ePt3nHGyS2Qatt0SakdAp9i3Db5PBu2tBacwVBwXA4ezhUWfdYrgF0arjmqDki8aHjzix5HLLdl4tRcI8SBLlxHJqi4A02S6gJceShYcS4lRSE0INRX8emHNi0mJ5AcTlxTh7efOpO3OfbjxnN1NLSRjx6nhh7qY54a8Y5pxBxTbsfhpvfKWVIQ3+2gFy4Sm4gRRphc6SsNgNNbRvWuoQKeo6JbZbumj1vVrVQkngOJOWPtrd1uEcII7plzDAT7MeXE5VmOSpnM0u+xZed8P3C22XHJypkyY2YkpyGhlKVk72ZDjoSaggUP8Ap0euNofNZEWp1DQUxBBXjhj6koNFv0Jn03DdOl4XAhE7cPXS4rBxfnXmZ5aZZl+EW1cu2YRaExW5F2W6zbbLHaWppIUUpUoy5DzZCG2xXakk0HrSbXY5HXj3vCMhwLiCQSMAnE+qj15usPgtZCrriVpQKAWjNzj/AEhMBzqlcy/h15o5653dyvnnlTG+MeLYjrjDEu3BmZdX2C4ovstu3NaItuQoJCVSENukV+IJHVrZs9oxgluy5zQMWtCFxOXfKoOwLwoE3drhjj9GYIHFjQHyHXpaCV7oQE8lKE4pTb+HrBxvxDx5deCuFsum5bjPGkdC8iEhhd3jRpbkQOvTnpiWXUOx7ghvuIDgbQEA0SBQ9M3EEksQ+jj0xsOkaVICKc1+bnjW/wC6RQS+Hdzue5xVXgN18AWjDAZZYcTTO7B4iXZzgROT5Rfbs/fLpaGcnskW2JRa7C1BchIuFujtQIaW2nYy4y0hZdK1rOv06rU246bvwJB3AQHJ83v4iug7btUV3t7LmB5deSN1sBKNTlyKjjSMsw4B8S8PziXzpzu//uTKrvP+0x7F7zcFyYtnEFa0OriwZBUY7jkgbi4Wy6UelB1d2WllZxNe5AG/qOKk5YDH48zXMp7qe4uZHgB0hcmkDFoBRSmJx413Zd50cP2W3osWNRcdttuhsuw7XBiwIu5Tq09tKGG1p76htICiohR9qdTLW6sWlHyOUhACUT1fhSXxT6A9zQ0NKpip5ehrH2Z9HJXGLF7zNM20WRi5zShFuZZWytDj2gS0yhKYW9Tg3a7nwQR6V6sFltkMiOcTpeCrTmQCmfLDhQaW+uPF8NqeI0lC0pjx9nrB7Kj/APs3g5hkCTEvMttlSXwhNtcCt7Ku6hJDctC1rqnQe9aHokPLlk84xg+v0wqPLvW4wrrkenaPXwqzstwPhez3XHMvzjC7dmTd/tTblriOsvPPIjNMtPIWkBZjONBTwbWpLaUBYKQTQ9Kg2DbyXGNgEjcMcQD2HBfwpdtv8wc3US+MhUBGPDEgFOysfbbx4y26Qp1rx7tzjCtwcQHGUFoAn5IbcbCQSKfm1B9Otu2KMfKWg/8ACKJjd2P7z4MP+Mg+5FSvc1mnj/EukW6Q+DY7f2T4dahqXAVFcI+QBbqGySKGi0qHv0sbCwDEtLuB041sbnE8YRHScxrKevOrpjeYGL25wqsvC2N29ASkMILcN9aQhND3V7mkJXoQlKUgU9vTqK7y9Ie66d5HrHuoizeYIx/sMXogCezGsk756X1gbYOC4/DaR8QlMKFvHuTpvpoaUOp/v0qPypA4o97ya3L5ic1ocyJqdUrFzfPXlZexVutFliINVEftsSqQT/8ADGUdxA+IJqNenx5U2xvz63HtoVN5uvAUa2No6msSPO7mxalK+3hbWik0+zb7FFAp0Ii7QmqgNf69b/8AjGzAJpOP+qoJ82X+sHxItPJQnGpLlOFX/iey3SwTUT7k03HWxHebQ5Nfil5e1DrKkjeu3OjU+u31rp1+fb/Kj/BO82PzEzzr9r4nzbNPJrfbgLp6d0DSRjiQiZkcfe3kL7qWm72xsd8cItyjbiSga8ZAtxTLhVb4x4tP3az47m8O5pwfJhepl7dnNrLT79XEJDalkgqhSGmgFI9q1Hv1I/x//wAdvvvb+cY/MO5yO2PZLRkeh0ytc4NKmMaXYl4VSFBbxUYEPNXnDysNuNkP+qmmUIzvDFcT2HHtot3r5xzlMu04Bfk2PKMjt0dCkN3ZLa0OutJBd2KWO65FSr1KqChHX102nzlsu43jdl26/hn3ZrBrY2RriXNHeUYnUOZAXhXmO82O8so3X91bllrqKFzcgTmhGC8saUL/ACDeTvk9xlfXcBs1sj4Xgmsa2XmBH2Ica2dtMdMRgCK1p/03XVVV1bJNuayISvJOsYklTq4hKr8O4OmmMYLWgHuoPmaOKnL1epKp3wc8404zdFcQc5XJeRYZm732rN2vLgfW1KmFTZiXFbqSuu5yrDgoEmiT7dLtnCBI3uLSMWu6nge3gfVW5fEAOJ+nwwAVDzPEtPuPSq3/AJFvAyVirsrlDiCIi84VkiFzXW4QK0RA8Ny1K7QNHG93yA9tdOn7iyjuwHRNDZf1AYL1A6HOtW1y+2Hh4uYcGk4aVwQnIjrSJ5PE8tiU6pUqJGuUfuMSmSiYmVFdbO1SPihDjbrfrofXUH36iy2MZcrcHjDKpLJ5IQQ4DTxx4ewrTjfBLn9OR43I8XvIiVHyTF7zFXHxa/S48lcqKsN9mO81KeT3I9wt6SA5Qp77XrqOrDZQuuLQxTd6SMcvmaTw/wCHiPWKDy3DYZhG8H6V5IbkS056TxIPA8AoWony5K8pfADkFb/HGfXx/AZElcuyNy5sufZkx319xpiJPS59yxAkpI21UvYSUkdV7cLee0lUHVauyUYtP9PP4pRSybE4HvOa9uSfKnBQVTkDgp50Z3j3/NbCzaVbeNPJfAoUv94cbtqrutpn7aUtwBop+9aR9u6txJO1t5pKlf16atpYJZBExz47g4Y5HsIzXkUNPyOnhafGaHwNzcvDhqByXJRgvKiH5n/js8P/ACkZbyXjPLWeMsmu7P38BUWRHgwZr79VIAZdJtEkb1EKT8FlWnS9w2iO6717GkiYObgfXz9dRbeaO1eWWshj1FdJ7zV6ajgDkUcgI6UmfyR/iU8j+GDMei4qrlDFFB1xN1xMLbuIZT6POW5SXGpKwDurHcNfYdVuby9cMbrtJGSs4tPdf6gc/UiUZbuj43eHcRuBH62AvanUHEdc/ZWQ8PeYIUBu9eOXMK5lqSposW6Nljci33CG60C2y+mPPaZW49EJ7bob3BTZofr0b2bcnaf7VuAe2VoQagQdPDPPkUVaG3Fu0H6ixc1wJLgMMSvebnhhi0EBKp7yP4Tk8c5HMbabS7ZJbipdrloAXFU08oqaDbqNyFsqBq2a01I6ZvLU2sxb/wC27EemSVItZWvUDAKo9mI7RUv8NvI97j3JWuNMrf72NXdXZhKlOK7bCl13w1KVVLaUAlTZ9xoOpm13zYtVvKOGB59DzP4dlRdxs292ZhABOJPAjivJUWrB80uBsmlXiDnnGcKPc7XeWQ88pCWy39s5tUtWldr7BFRTTYadTrsyRq+EAasVTlglRIHuVrXadLQSe9gF4Dp/Olr5RgOa2uDMl3+LFajdpdSkI+QWkpKU7qlKTWnt0Lknb/7gxPs7aMwuIAI4Hgcuv8K2IfB/jLlXNPG3A+9Z2MYisbUxblcu3IckNdsNtoZffUiKEBlKXApIK011p1NdIGAeIHOcnZwX1oqdabY0hjSGgRoQMShxOJHXlTA8S4B5gst1tNxt+WWrIYceUhc23ykR1qWzvAcRHmQllxpxTJI3GgBI9R00+6ttOh4c1fZSNMwRzgANQyKqPXQwc4cC8y8TeXWP858c5CuNi92hQoucW66qW9HajxyPtksR21pQftW1qQ5RIDgO5VSOhNw2C7Y4vBLi0KmQTI+nrpOp8V0JICkZKkOzJ4gJ6iOVCP8AyP8AinHzeMPIHiQJflPHs5SxbXHpUCPPUkLkbERXVfbAarSop20rqeoFlaSySiB6NlChHYahwNFG3b2R+I3GI/MR7AfbgeuHGsR/H/ydlLtnmcTci3q1yStnsWWUZAJdYcSEsutuKWTUV2LFK7wK9XSKwnbCwOADkRxGIzwPaRieyq/fTMMxQdRzTio6c6uvkmJmfi/IOXw23Mlj3e6bokG3rUy4hx1ztpjtKjhySH5AIWpISEila616j3dn9JA6Z7gSCO6MyuBTpxXnTVrci4IhcwEhQEJyA4rl1GR4UNOaeR3JuITpXMmZYu5LtN6mx4FvwGU80hy4PJDLcKWq2yQtL0MEgOrWUkq1IPQq6E01locXNhUd0E448Ry9EoxA+G3f4hYC5OmHUdaYhxBKznmix4/x05xTYoX7vJmX68Wm0uxppQ3OfhyXoTRZRHS5M+wf7xbUkJQoE+oHXSvK11YWuxN8SXRMBpxVNXiE5JwwU8aq/mOzvGbpGjSWyPbIGgd7QGJqXI44Ac6AnkHxp5HxjzGj8UZJh020YNmmTyJdnemOOx7eypK0Mw0x1stLVPYbQ2kd9tQQF1Ckj1NB32+uJLy63OdjnwmR0msDuPAwDgmAGABBQjljRqxkis7eCzYrC2MBCP3G6l7pBzVeC0y/yH8NODuFrFwnl1+nx8Yy/H7/AG1Mq+t1ZkhTjiGXZ0hCPmy0thYSugJSE76aU6qW27qdzuZWBgEYAI5jmBUwwyM8Ml3fa8r/AEuHJOBYMR1qfuMxb9b2ZNvyNWbQBLgyY12TKTPaaTvkOGEy+whEeUtCEhTexNAtVPzAnqxNmDgSD0rbiFUjBT6+vZ+FWrxoxhUx7LouY3EwEP2R1VoEp2Sjvr2u/c9lMdh1Ui+tAp7cVSUpc1NehE5YXjWUQ1IdCZWgjVrDcEwx69KXBZGUY7eL/DyW8NMvvXW4yWTNWluW6w5JdVFfkR0LV9u+8wtO5OoT6dGYNumIX5mnHD8etAZd1iaNL+48YFefTmOteTkGyY/kGPy2pc+JBtq221CclyiW9v8A01NupSFIdSdRqPwPRCPaw8AuJYck59Kjyb1I1johpeCAceFeLieAhu0P21rJmMrjQykqIkJkKS20QQtaU1UHkVO7UH6fQWnbYyIvDe7xNJTHEpw9lUzd36pRIxul7zww9X40znwBn4TkF0z11lMSVIjTX4cxKm0EAJCEBpTSt6xtUSk/UjohdMdDbtY0aSXEnt4L6qGQKbjUqowLiqch/CmC525Y8MtaZNusgjLf3Bgx4nbTJUCFBplYQhKlpr6V1+vUBrn+C+QkaWjEdvSpTnNMjGYlT8Mwv4UmHykwCDytklxveYuSYNktoWwu2LClJBDYCZbqAtLZC0qpXX6V6Ys7K1voWR3LjxKDjjivUcKnncp7Kd8tqzv5DplkOoOJqm/D7xb4r5W5cZxrgptp2/2dLUjIbt9p3rbbIinElbbry3FK7tdWkpPp1NdtHlqwtX38hf4UeBRFc45NAPHj0zp60m8x7rexbXaNYLh6uCkgNaChcU/SchzOVbJMP+Nrjq58fzhkt9ukvO0RnZUS6My1x2rdMCKMpj25B7K4mg7gWFKX6kjqlxb5t0G4sNvbA2RcNWskyELnqwAI4IO1a6Rc+SLqPaJI726f/dC1xa5gDY2ngNJVW81KnpSeM5tuQ4y1kGKXZoQbrYcgXY5BKylh1EV1aGpLTtCUsyWUh1CdRRVPXrrFy4PhEkRWNzQQenD11wO2D3P8N4SRpLXDk4FD7/dV3Y7fb7HsuLW6debhMiMQ4q0R2XD2yG29/cO0rLsZKTUr/pU9UCR1uJHzaAHqc8zVsa1xDWqSgA4plUJ5F4lzfO8+nchozxzGLDCxq5xbdaC+19lKlOdlTL8pqRuSw7NWyO29TQafXquy3iSaGhyqMuH8ulWvbLdEe4hA05rivZx4Bavfxlz+JybxhOjKfT+741d50CYh95lTpSyrsvhxaVbVnvpJ3JqPpp1PvIop9TShhlBB4jEIRTm3uljjY46mzRO9yq1OeBrqy22CNc1hKmlJWaqLa0qAKf8AJdD8SQP616/NF/mr9vv/AID97r9sLNFjfLLGUQPIdpc4YBVwJzKquNe8fIG7/wB18tQTn/cawAhcsMv4eygN8obKu1TsYzmMjYuDOjmU4TsWUdwIdUFKITVTRPrqKVHQP/Gfzc7YPN0DHOIbHOx4To4H1ccetFvMtj9btr48Ec0gryIw7c6N7gzJYd7tNtlxZjUptUdqrjQ3JqUgEhSgDsKhTTr9JXlrcY922a2vonao5YWuBHFRmK8L7vaPtL6WB7SHseR7DRgQFVSitDU7SQaor7VTqCNdCOj3BTzoVVk2WpSlPtoSSB6itCf/ALvTpPwrYRKkyEmuvpqk6k0/Gumlf9OsrK7gmtFf46f3/t+HWl4VldZRUq9/zFJpqa+24etf/DXraY1lQLIGFUWSkjStPfX820UqKD61/p0ppQrSXglqCg25cg9uaw+RQKUUf2WKagihqB7enXxY/wC5t5ebb+adr8xMGl0oLCRxJaSfX3VwwzHEV6u+x18ZtgfbEk+G458MaoHj0BjI7xBWCA409sQagq7TuoKKihCT7/Xr0z/28PMI3T7UP2/US+3eWpwwK4c8Dn6qpH3xszHvEV0B3HAY+qofPtsY8mwY05nvwZMoNuMLCVBYQ6haSuqPiqpOpPpXr6MwuWJpHKuEXGLXaUwwFNixuLEi2a3sQGEsxm2GihtI1+aEnX0JPt0hzhqxONJOognialrY0AooilRprQDQKJ0J/t6dMlxKrypomu1XpXaokEAka0HpoKUGvr0gZdKTXUoVSKAkbvWhJFQdajX26ynI/mTgleJxPqRqR9NSTp6gmh0/v0rADolPVhLq2oR3AfygHRP5hT1B+tTSvt0kkDEZViUFvMTYMptVDTvJJ2gUO0GhCh60+nt6+vXy5/7lRTyfthGZumfjXov7GEOkuG9PxxqLYa18m29wO1TqyE12AkJ0J0FSn2Pv0R/7bTXD7e32aG5cf/MaZ++ZH1cATBKInH4qipohQpTUV9SATUkVovYPx6+lteeyAatiNFXRutaUSQPwoNxVrtqD9dOtVprQ0euso20Asmu7QgeoTqKEn0Kya+/WLSq9dKJATqaU+g9Dp9ATTT206ysqN3FW1t4kCpSdtaj1G0mo10Gh6ysSg5uXH2NX/kmdNmomrUhwg/8AclCUtss0CEUToPmfx16nCaRlrgc/zpmaGN8znPCuPWsdkXEWJLn24t2+QaTWFp/+0HEmjbqVBKKgUA0H9OmDcSHiKchghaSGj3lK7cHxJFu8gUZFikYZde8dgtqj468pL1rakXCOuEuJ9kSVLlqjqVRxABST6V16N7O57onh/diGJcmSlFXlQjeYmyXLSO9MA1G5g6cQCOJ6Gqn8iMc5+585QudkyXieDxxCtlvQm1vp7sxM+2wGXFNCcFJUgpruKaKKt6qH26slle29vbBmDrcEg8SSTiCOVArnbryWR8j2Blw4BwAwAaBhjmTzVMcKHBz+SbHfHSfaOLcUweVMvtnf+xv8RFuLLsQsMjvmNIcUqHcJT5SpbaN6a+5r8eoW5bhaG6+lmjkcXYoFAAH+rL2mrJtViba0ZPauiaW4O1FMTjiBicTmcqKWN5f/AO8bZYeQsJxuTMy9q4QZNptj3ZjXNu5OgPRUPW9lTu1px1XzcUQCkmmmnUS4tYtTS0O0EAgZnS7JT+HCpm5bk/c7YRSgAxlFHyq3IJn6xnVY+aHMvmnm0PF+TeV8GsmKYhYLatqLCtynFEd9I7i5QR22k/dKpvGtQNpqBTptkduyEx2oDsVPFyqi0Ik2+aSYX+4gmUx6WuKIG5ohVFOOHIVFOH/JDhXHeHsagXLGS/yTlGZdmwXJqGjtTJb8+NJtsoqLZDH7YW1Ve3FCykaVp01JG+ONZEaQqt5rwPWoH0AfO4tb4kjnsLXjDSAnP1pzoZ/5ecnb5q5D40s2S32LBt2LR21qgQmhD3y5i2XJEycmq1OSJMkgqe0SlAASkA9VxkY+icf0k/8Ap95q53kz47zw5HLNoA7A454ZE4+vlSj/ACQ8eJ1/hW26W1yXcbZZrQyi2pZ7ziZBZQAlkAU7jKSa1VoQK9R7KwF/G7xHaZSMABgQeP51BfuEdvNpIOnLgoI4eyj/AIdxmM/xdYZyhYLLbouW4ZlbqZcWZEQ8y5IbfjW+V+4ISEOESlMV0I7I9Pr12+6vnXf2+MjWBpFiFBxGqM6XHsdpXnVEZ+z5ij0lS2+aFTJWlw+KEZUprjrmjkl/lLIJsLGMcm5LyDeGExTAcftibAphbbiVQFpQ6JAQlO1PcoolepoOuCOZJM5pardJ1DSUTiEOeFdWbd+A1z5ND3PGl2puZOGQyXlW2TxZkuHSOF7IvJnL5Ly612Htz2X46kRYKm2g8uIFNFqIj7cgkqCTuUfqeukXO4Wd5AHSOkdcFjcwcCgXHLPGue/Syi4LYUEetMCETrxpAnKnlzjOQeQL9jZx24SIUfLoFjkSklpDSkmWO+3vKl7lJGijpQGmnXOprOyvt1jL9eouaDjhmvaR0q7W8c9ts8kg0klpcBxXIfxrbB4N55s2GY9hN0xixwvs49lgIkR46mS+UGKg0SqUrY2anakDQ01Ueuii3jvonMtCBbjBqYAJ0/Guczbm7b7oPma4zICclqrMp5H5Tv3MWY5jLzsLwDLrV+1xuPH48DZa5CEPJM9EwIUd0pDoDzdTt7Y2nXqxWMMsEbGDT4DGgYDvalzXiowqr3d06aeW4L3nxV7rj3AD06cKpDEuVbZ4uWXNIFvtpuEvN2pqXLhj8dJlokOpdFZAZUCy0206W+4VVTWtK9Iv5rdkjI5mAjUoDUIwyUe+stHXojeYJMXNQlxQhp4Amgo8n+ZPJbkfg+wcP+NmFRb5cglxqfn97kuKfxaNJeUpxL4WVzJ8mMt4qbYboFbApS6K6i37Zby2eLC3LpnuAV2EbU4uAxJGZaECIpFFNnnitbgP3B4EMQKBRrJPBi4DkHFdOJQmth3+O67+Dvhv4w8bcQXbkC33LKblbo+Q8wZTnUOVOy7MOQ7+0zLyy+Zg/FtjzWx241aYh7lx7fBaaYSCEkqoe6bP5hupgy2ZIbaAIwDBT+p6BBqccVAGCAIBXRti8z+TdutC2VzDfXDi6ZzmF2lcBGHODneHG1GtAJ4ucS4k1a3m/wDyKYOeF7/g3ia/Z+ReSb7bnbBYb8yxIi4Lx60+z2XMivTsiNCdnu2tg1g26Mk998JC1IaSrpzYvJm6fVi93SJA0qGPKF7uGpD8gzdxciDM1F3/AM+7Y22/t+wyEEjT4rW6REzj4YQLIRg3DS1dRyArTM5L8SfK/lbK036/53bZwLhhsCTJbcEKM6oqfnutokIQZs95ZW6r012gAADqy33lDf7+cTOkaG8McB1QfDgMBQGy827HZMcGxF0pTvHAkD5RlinE/qcdRxqR8cfx2ZViHIeL5XyZk9tyrHra6X5dltzjYkuOCnySltRcfSkgghKqitSen9u8mX1hdturhzXxtBwwKE8UOf4Uxunm6G9tXW0TNBcRiFUgcFOAxReYwpocC34YAi1QcWvTNsS+hxEQ91uGOynY3Vkze0CGxtBVUj26uT3bi0dxzQ4DBAEH8KrbNwtGBAHH1+hr0uWqwMy3jJ48Y+wQD23FvRguiPx/cS7/AHpr+HUNsu9OfpEsgacio+CVCnktJBqcjj/Srl9teFU7GJDn2rfHYdTFSG21PPw6NtAqUFhwyVKX2SaAVAAV+PUvRurW6/HIJ5Jn1qMxtlGf24gF6mvQWceCjFhYRbW5brYUjuyIBbS5opNSsuDUVodfr0l39y0F7p3EcgUqQ24hUAhwHNSfdnXVHZRGadFwxGwPSyf0giVblJUgJNEqLcL4KSFCgGp9z02361w70j2jo4msfPFiWYgjkR7Ryryzrn+3xUuJxTHW+4goWFORd4QaFJ2ot5KFBXoR9OtPiuHnCV6nqfzpsaXuUJ7TnnlWPiQMjnx1S0HGodP+kwpl5wprUjdttqEqVt96UFaj06Hm4nbIY9RKdTUzwmFgKu1J6caxK5mVWaWkupxmVHCaIbLdxSoKUN24H7ZCVgnVR0J9epIifddxzkHrX8qFz2sJBLtSr/pOHrrILzLIkOtIEXGS28lalJCJw2lDZWApe3apSlD026AU/Hp7+zMLdZkfrAwPOoXgW2n9SLkjfRaY7n2QZFfrc1PYxoR4DEhcT7q6xlJcihQVv+4aOxxDQIG5CtQo+nXJyLif9uJqYKp416Q8WO2b4jk0govJTh6c6o3JY2a2RdvfyYSmYsuHDeSwwgoatYeSVtFBQO2u3KbKSNoqkk6kDr53/wCeOy/fKPytBvP22vbmLYoQ43AgcWyOwQsBbi3+pqIScAck7f8AaXcfLE1zJbbnGz+5E9zWMCP6gvsNBb5K2GXjECFyphMl635japSXkPR39J7SSl16HIK1FK7fMSKKV/8ALT8hWlOvmv8A4lfdTzdsH3WbNc3M8l13nSGUuc5xDhqEpcruGly4+sV3HzntFnfeXpreSMaXgAIgx4EdR7xU9tF9wPzZ4h/2VncWPGzyNaGWkrWw6VoluM0TFS+tlP3DYVQtLFSRQ1Nev0J/br7nbF5/sWi3dp3EtPiQuaQhbmGuI+ZubXZOahU8PE/mzypd7HK6V+Nk0gtc1NTMcDgcWk4EZjiK16PJvgjPPHfMVYvkFhvAjCf3rJcHbZObMhju/pp7imUK3tpA2qRUDT0NOrZvlvJZsbpBfA/5XJwIxBRUcP40M26/incWSyMF0wK7FBngQD7DwpvPgT5JX3PsVY4Y5SxPJrvZprK4Fnu02ySXGXkIaDRaffkNhC5jANO4adxHodw6c2GS6EQZMHiRnyucDiOvbkvGm765t9bTEQY3EYNRwaR1HXn2UNPkp/F1ypK5aknhjB42RWjKpCpPcnXidFaiFVCAhDYccaDW6i0V36evRyawZO51zb6GtJBcCTmcyM1HFBTbdzcwtiewvJyLA1V/1EkIvDDGhT5f/i18+uJLMc9jceWy3Q7DLjvC+2iVcZDdoX3GwzOL3eC/tUvuIbUspCd5ooU6hkXVq/VDJAS05jU4nqiqnPCn/qWv7k0EjC8ojkToCQEDuWKDto5PHLi/yS8gOHrzw55Q8bbbrBjLjYvkpcUmM8Fo/wC3MZbyCpMOZX9Roq3NOAKGnUuB8l8x7b8ND3ZoECc28eqZjJaQ8iEhqP0oqkq7ooBTA+rBUxQKz8jv40vK7hjIXIN94hy1jF7iuRcsZzBtlUm1PR4rqFBv9whlxcedCLqDqAtKCFkbanqr3W0zxyeJC6OW3XAteCW45OGYIPtohbbo2Rn08rXsvOIc1A4c2k4OB4plyq6PDPyYdvLc7x65Yusqw5Pai9brTeFvmLLRIiKVHEjeohEnY4kJfSkUWPkPXo1t18+QGzuHO8doRcFwy08+tRLlkfc0aDalqNcEwCnuvHPUSnPjR0TfKrzJ8OY8O8X8f+YvEUp5tLabm3+4Ntw9iyhaY8jusuMFhI+bS07aivUW9lfa/uztLowcXDNPdjSoHSFjfDKDJCVQ8PVy6VJI3lH/ABk+eaGMf5xw238aciIcb+1yCGkw5sK513NSGXW1R7vC/WNT21uI2mlCOmIdxsb1wbBKHSMxAeO8OYauJHMDtp+S2aGl15Boc4r4jOITi4HPiOVX/nn8blm5L4jVaeIOUbVyRaYER3/bqpdxZurkZtDO5qGLkwDcY7RoNgfSdivfU9FLhtrND4UzXsBTHMBff1CZUObFPFOJLd7XsaoQgh65Zqh5FU65Vr45x4W+Q2M8ow+ObhxvkVsyGTcxGtl5RCdkWuSoPbWZDFyigtF9OhSg7TUf16r79ovjLpibqiXB4IROBPI9DUz69sn7cjS2UKC1wOPVUQt5EdlMhxrH+SuJ27bwZ5CxvsLrPt6f2Wc48y4w8+tG5KHFoW6ylUhn0QDUKqCK9WMRvEQjkUAhMc1AQkev+FDZHFswdGB3QCiIHAqrT6sjQE+UnHkjF2LlGLSjAkLdDDm0oQhC957aVaigH5R+HVd3KAwuA/Qi/wA6Mba5sjXRxHuqoB5Hh+FNP/h75DyLlTBrnhHMGTREYjx04mFiqXXlMKeaIQ2h/wC3SdplBo7HdvxcAB9ei1hHLuFoJHtWUEgac3JgF5L+GFKvpRZ3XgyOHgsI0qQPmClq8dJy4406DN8cseB217OeOJv3U6wRXJ/7Wl10/fIZbW4lvsudr7pDp0TSorp03cWDtOiVhCqozPq61qK6hf8AKMcwhUHoeS0BeA8/PeXDvIOCcnWVvDb1JW9DxaM0/wBqUG0IdR3nXkFAR98o7S0lRDZ0rr0AmYI1dENIAQg4oD2UiCVtyDHcaW6nam6VwIC58fxyoc+Br5C4kz7O/EnmdwpwjM0zo1henPvIWWZa1JSGpSl71Sra45UHdVTR9+hd/GAkrCfFADgQTi1fiMqn2U/hl0UgWJziCMEDs1Tk4ew0CfLPhRgPiTybdcue5Xm2p43J684nCfui0wpDT7hkiBHjqXWTHnNaoCfyKNfw6l2F3Gz957ka5Q5xce3EdvKnJbXxWmJrj4jcWgNapx55kAFENMP47y7HueONY0yFKZmz4URoOPb23pDb5ZSjeVfqFsDZtUBU06scMsU4a5rlgPHMgHjVcvI5bOXWAWqSBwAI59eY5ULfOnE7fIeMwrVZ7ku5Zdj18DrdiSpx5yUtLjZgPIjtgOrO5skncE6GvUy4srQW0n7hM4AQdeCjkRxXA01b3lw+VqtHgKp68HY44jMDjlVxeNWY87cM8ncgz77l9xicl3PjyNC49t892JNXb40NsuSZP2zbaYUeMUMNspH51bglSj0R8vMtWGWbdXg2gLUCr8oJd2LgOtN7u+9meyOyX6vw3YgrmQGtxy54YVD+RuV/NPk/x/u3KHI8SPbOcMCv82LjM+0RmbZEjQnpLTzttg22OguRzebeAJHzCiRVJBHVr2Szs9y8r3f0rI5ryeKUeGWjSXNc3SgXPSfWcTVXvp9yh3KIbs6QBj4wHqNSEYDAAYFRj1oJPKnzS5e5exGyY1ymsNXqzRralUVjvR0sLdhhUKWplSy/3loTQLWSmoqfbqgt8vWfl28ejHC60/I4AFuoL3hkQmXGrPJeT38YGJgLiCQ7A6eA5Fc8asvx+8ouUcT4UiO29kS41gfQgOIDL3dNNooh/ctEjtkqSsiiFa19OmpLGJztYIAk7xHXjWn73NAGWmhjmMagJUHPia2Df45uIMn86sUzLLcZyG0Y3dsNhWZqXDujciR9xecjRMNjZcYhNLmJizpMF1C5hCWGlCh3L+PVP3aNlkW/Uay18haC0KmGrU7gGges+qrXtF6d2WPbmNEjIvEcHu04B2ktYUKuLgejR3iUpLXn5whytduVLW/hzz0BJnS4F+Yjzihpi4WmW7AuSGJcRSo81qHOjLSgpUUqFFagjoxZzXNzZRshcQGOzBKOHA9vHHMUP3CCzhuTcuZqEsZOObXHPHl0GINZjL+KM7vnADWHQJMleUtRi8462uj47jAQkg/EuhDnyJ9Ukfj1cYYZZLEw4iVwcOoWqO+eKO/MpxjBHrThjlWP8FvG7kPBXJ9oyy5LTNymUbbGTIkOq+2dmoU2t9LbyqqUkbl7QaVFT1N8vbXNZAxzvVp/nlUXzJusFyj4mo5qYLhyGI5nPjTyvH7xYwTwev11yK4Zo5eV8hSUXy4i4zPu1Hvxu60t1LVRBYS5UDT4j5dFriRl9ARbtLQ1xBJ4nipPwyoLBDNBOkrxIZGhyadKYqB2dvbU15o8u8O5JjWPEcEmWQyrHd7Q7KeTLckzFNWtcn7uP23W2ozBQ4pKlugqDjdEj1J6DxW0UQljc8HxM+GKYIfwovcOuZGxP8MNZGVBH48MeJoUefGrTmGLXZh69wGHbtEU1ubUkMMKSlZWmrZUoSXC4VVV8VEaadb2y0m+oAAdpGBKe+mbmYR97BznFMOtUn4Ach4N4M5bmkmfc2Lo7nJjvtXeVKZdksS4yFt9p4JWtDbDjRrT4gU116Xe7AHWRs2vc4mYvxKkkgA4k5hMOlWPZPMhs91ZeCIBphER4BoaVHDIriTxxpw3CnnrYb7kOR5Rk+TQ2cVjxnAy6/JS3GjhoLcdU6S5tDQb9Vq9vp0Ib5VIiLSgIKqcOp9lX7zP52hktYGw4vI7wZiUyX2r6shS6+UfMnx48heTMsxXEJCpNxkz21265NRvsIt1Qla2G3bF3CiTeWlv/FbqUBseoWdOrVE2Rlo2K2f4rQ0KeY4kLig5+5K4460fJO65uI/C1uUNOBAXDVjg45ocSKu3gTkqDgr+SY/yDxDlN6MG0MCJkFnx+XdbSzFhlRUyzKYDhtyO0rctKglK6VCvXoJcbWyRjZopdDnyqhAK9PVReFzLaQtkhdI3wiFCq3qowRaCXyi475D8gMqwlzhjkSdYccjuyZF8gRpD0Z5m1T7ww7DsE2B3UMzoamgpICgV0SRUFOrm8bE3a9lF3KGsuBKASil5OIQkIiLqGYGVTNr3Hx71sDRqYijFA1AjieK8uFEV4b8PyMV5Nz3AJOUPXGQtUyS+qIht9goejR3WCERVARXWlJ2KSQAFJIFTXqs273Cx8YFf3CMU+HDso1c6ZL0xBQ0xg4ZYHhzGOfCi+zLBmLHELrMp2WptwmryQhVFV3lSaqC1A6a+nXyf/wC5x9t/7t5esvuHBqdcWjg14TBrCCHOyUg90AZNxNej/sZvPhxTbKR3QS4E5lcUH58cqFHnTEk5XxrfYKm0uOsR1PJJG7buSd4TQV/xHXx38i7rJsnme1vWnAPAPLPI+vCvRU4E8D4se8CBhx/lUL8NJ7EXFI0ASXXpcKQuE8HlgJZMZZR20kUr8QKV12+vX6Uf8bvNVv5i+3Vo5ryZ4WBjgT8uWkDohCdErxp9zNtfZb495bpif3h1ORPtVetNKsjodZaWakbUUNPifiNoFPU/269CH31zerHsy6fEU1FSBokkV1Fa6VP/AB61ShUxTRW01B9q6imhJqB66/26xMK1XpSTpXQ1IA0rodU/Shr0hzQhFbFcX7qFBU++g9tDSmv16xrsE41nwqJ3xH6ax/XaSN1CaEk19gPp1sEKa0RwoSuYIvch9307a0mpBI+nsPiPofTTr5pf9yzYPrftrab01qy21yzFF7qoceCr2ABMzXoH7F3ZZdz2pPdcFoTbOn7TOkUNEyVLSDQhR7zCaD6n5JNa6Hrm3/bM8wB1tuWxvOIlLgP+JgB+Ao998rMPsobloxGfqNYvMliHmlqnAUWiW2pSSCSkOElNTUAABJPpp19gLZ37QByBNeZPD1Mc3jpB9dM34+vUW7Y/a3EOIWftGUqoqv8AgNR/kNR7+vSZGnUoyqID3EPzDlVps7dpJSBUipIAqANRSmg2n+vTOeFORtQY512qQCNU0A11FKaUB+pGvWVsAcq+CwKaUGhAruNfQ+g1Ap/brdZpbyFY55oDWhBB9QPbWpFNCK9JUcKUAgQZVGrsgBldCR8SdPWg+IO6vr1p5VvRayg55bbqtoJT8u8jRPuAlSgo/XdQ/T16+YH/AHKmj/4VtzjmLln4416G+xRAluCeC1GMMjJq3U7qqcCa6FSjUmuvyNdBX6dFP+2+3R9ur0nD/qXfE/nTH3xcTfQJkWmiJxz4dugCANFJr/j6AKUaVIPX0m415/Huq2WAmg+VSpIIQKpIoNaewodSffrXClV622ysgfE1NaCpCUhNU1oQaGnSS4ALwrDhia7lt0Soehp/QUNBqRSmn9h0odMqyofe2t8d1KVFKilVKV3EVFKE6ChOp9+srKFezmQ7lV9kd8KQ0qRQlQNCVhuor+fcBpT6dTXloha00ywkn1VjrjJu9wy60WqIomKhTjr7lQQC2kqDS012oFBuA9aj106mW9pBLZOuD/uqg4BOdD576Rl+y1aghI7xzJ6VjOJLDkPGWf5vzNhmSxcllRherdPhSpDRjPMMSG54jw2kl1UafEcK099ehQVAa0HVs2w20mwvtZ41LnORyocAChTh8cKH3RmduYnjewBkjSQApBRPQVEbd5oZxyX5A5WMthWexWaw2Qx46IFyVOKW9v6zsmQ4ywjuFB1CBtFPfXoQ2OKC2dDAwABDmSSevD2UauDLPIJpnK4gj5ckyAT3mqPxXKPFPlLkHM24mOWa/wB+jxpRv8x9mO+FKlyiww2AEJDS3HNQpBK0eunQwXV5LI+JzkY0p3sczknwpzQxscZYA4lutQ3gMz6qkfF/CGDcVcr2vNMcuDz+LOXV2Z/taNvVHLNoYVITFlPrNZEC1zHdwKSCutDr0ehcGwyRtAa4taMBkUTBeJoI8K9jnFxYDqTgUKj2VYHmx5SJ5y4yvHE9rxWVZ2Lk39nHu0pbEZLq0JS2ExWUbpMNtw6oW4NPca9N2VpHZSGRpc6U80SjdzPPfQmJzWNjLOGYUZ+nGk1+SGZx+BYXjHgsGCh+6Lyq3qlSW4gly0M7d69y2k7/AFFKj13DrW9TaWs7oGs4oF5hPzND7C3cZWhju4CAp448eWAz4VV3l9KyvJ8uk5u/bLqu1pt9p7KlxVBoLTEaO9SlKXUl1VCoHRafr61Lw2stmsXJV9dGZk+sfI3IpjjhhgFNSCz8r2jF4OF2nJ2kF++dyOyiQlDpSgxSAhYeqg7leoIpuPTmzanXkNsxEfJpBPBQTj6qA7lbh5kuATgAcETPM0Pl68x2MFxPk/xvuNv/AHHFstyWTNt5ZaQpiCq4IYeVHUslLUBEVxO4fH5btD1bb3f27TYXXly6jJfKw+GRk0PA1AlcGghRhxNRbXambnI3cIpP9uUF4K/Mw4JzUIMa7vCPxon8l5/d+SbddLdFxvG3lFliUlT8hbiXkh51ktHYyptVAkKoogbgCOh+w+VJrzZ3bwyZrYS4xsaMS7T85JXuhcEIUjHKpu7b0LW7ba6FkaQ4rgFPyhMzgVJyXCnTckT2OOOIbnGRMSibLiPoUsDarc80fiFKrsWW/lr9ehV+x1s4xOzAT2Z9lJsQCQ9xVgPtJpfPit4Wcb8o3y/Z1kV7Dz2PTF5DcLctLe5cxDipRQ61o+6lLKdxKfiSdTp0HjGo+LlpQg8QV/Lj1qxvmDwbfkFTmnAngCUyzptHHcvG8wxZtjHboqHDiy0RI7kIocCEwFqZERxIKUuJ7KU0TUBB1HV12lvj2mqInRrOI9ONcw39w+tLx8pb6J2fCrIuthL0pEcTVptjkIxHl93a+HO3sC96QHPuEr1Ch8QNOrCySUNKhOH4ehoHqb836vbQmc6WFeNYhNjWqVOkykyGn0yJjba3JDTjje9KUoo3sKkg1+o3epPQuZjopmNYripPPh+FTLPQ4O14DTxrP4EYlnsdnagx1xVSYLMiaoOFK35KqKWXCPZNK7RoCer1HE1tu1jAjUBTqRiT1qrzlxnc92QdVkPZDEUaqUSvZT9NSipYUKgH+voCafX16gPjLH4VMhIdGWn5f4VhE3+O+w9GbcLaFO7SgErUNxqoKqdEo9aq9yeijWtajznUNxOrDkajS7rjMWU5DmZZZrfLj1WuBLmNMSUpJHycCiAsfIVGgA/HpM262ds8slexsgGROVSYrO+mYJI4XvjORwT41Lnsw4+bhMSrpnGPsqQEtoW5cGlAJHoErLigo+2lQPc9C5/Mm3a9Pjx6e38Kmt2jcJWq6F4PUVE5PLHFFvD61Z/Yj+qhHxntfBXoCSVClPqPrp1Gd5l2ZgHiTtTpjShsG5PI0xoRkFHwFYmbzFxMtSWnuSMaaQmh2OXNhDhJ1WkqDppoda1qOpLPMWyObqZOxetR37LurHIYHaqxrvM3ETa0JiclYrIeVuIjs3GLIfJA/K2hp0FW+hP0PSX+YtnAOudh7DUmPZNzcFdC4Drh8ajT/klwtblOuz+RrDBcUkhpEuZHQ4lxskp3DujaK6FI1rTqE3zVscqhkoUHEHBB1xp//wCP7mE/bJ54H3ViP/yxPHGMXjL5Xx8ySEpShMiOQXK7UALStRUoFQFPWvTMnmvZ24B5KckT41Id5Z3R4AaxB1VawI8ueBr/AJXjuHWzN4c/Jsl7qLVFT9ur7ox071ttAKP6oHyCdNydetQ+atnuZmWkbz4zzhy9dK/+NblDG+Z5bobyB5ZdKlvJPkBjnBWN3LNeQZi4mM2wrbkLYb7iiUth4KoAoJbSgipp8ydqRXqZfSWdjauvbo6YwcT1qHaQ3F7cttLZXPdkE9OYr+YdzfinNeEWbPsClC44zeQVQ7glBKXEu0BKknYppRII+VNik7T69SdtuLa5gjvLZwfBK1Wn1p8aY3Kzns7g2ly0tnYSoOGWdVaPKLj5N9ViEhm7s5M5dU2GBAXEf+4lye6Q8WT2O2Q1GbW4pX5KJ9ffoafOO3C8G2+HJ9QX6UQZrz5cV5VKHle6+hO4eIPpUVdJz5c1XD8ael5OeSdwf5xyWwY9wryJkXG0eEqDLyrG8adctl1zBg0uQilCuyfsm1pYXITVt51KwklSD1TrDbZmWzXPkZ4vVwVPTn+NdunvA+9k8K0uX2rsdTIyRq4jIAt5OHHGhrn8k80ci2xy3XPhDObPFjPKNmfmRoUCQ1Z2htjwy07LeJHZQlKwr8hO7re4bBt+72Mm27g2KawmwkjeNTX9o+BGNMWdxfWtx9RFb3UcrMWnSicseaZiqJy66ZOY9us984Fzm9IC0hf267PGZQWxuXHd7slwLbUg0JA1/v1y+0/xq+x+27i7dbHZrKPcHucS9oR2p3zOVFLjkpXDjVok89efZY2xON3JCERAECZBDwoyeA8zwDE45vFz4Um45fUIjlp159K5EpDSEtsRTDgsuxmQyEkAp1Nd1Sa9XmDyf5c2INds0UMB06ToaVIGSoUyqK253fcA5u5RzgKoD9JxOaIeBzXGiYuud8cc3XaArPuIbK+1aUEWpd8biXLtEp2laVTYynhUJAIFE16kRySwNMdvI5SVRPen40w/aIribXcQxucBm4BfbUwsb3DOPyPtBiWK2mDHWjYYdujfDUUBW2w2aV1SB6Ur1KbJusgzlINNz7PCyICFkKL8qgEdetXlYs48eWG0KkXyw291Cwpt1+THhrCxUqKO7sUxoflrRR9+tust7eNULJHA9p+FQXW1nE8NmDWkcf5VJmeWPFDLLdkvH+dclYFGx6dapLs5u7Xm3tRJ9vWlYuCG5Dyi1PcQlKd0VpXfUCFIST6Rptk8yROZe21vL4qpg0krwCdclOHNKcjl26WF9tdStFsWlxxRUzAOerIhMeWIpSec3Ti7jjk+TB4s5J/d+JjHjvQ2/wByjXRuzumu6DbbrIWJ0y2BuhSlwLdjEbdyvTq3bbsXmC5t/FuoTHckkaXd3DieKdhz4YVXLu62i0nP/UtktU+ZyLlxITUeqKT1q0868rsFzXiq6cfT71bcmUqEqJFuqYf6iCqOphEicpyMY4mxY6in7hFFrQKKHr01/wDE7y2ujK90cT3D5VzGWXH8CajT+adont/pXztkYAgchVg56uacc+FIo5O8EfFHPHE3tF9u9jy2HMRcLfkFm+6RIYmhaV99K2ojb8cIAKS3uUy4hZ3H6Kl8vTeMJGtY14yKKPivqpn/AOU+W44fDkuXPA4tb3k/8KY9cav7lnBWGOIsf4hcYN6gSLW6bZe7kH3QyIcJDktaGZaQ+tHYcSSE1DhXRNCnrJbIXUTySHuB7w4Kf1DkhyGaUxa7vby7k1sOprFBaXHE44Agcx6gKXVJ8cPEwZJg3E/M2MM2+9ZOpMJjMLOtl9qNcFpQ60WpkQxLklCWXUB6h7rD/wAaUB6DO2LbXkRXUY1EHHPHocwOqqKut3fxOt9ceBJOIJGAzwVF6FQRVvL8RecPFrkjCo/iv5EZFeLRf7nEY/27kUyRdYttiuvoCQ3MVIjTG2Epc0Q73BUU9Neo7tumtXgWUjjbcWSEHDoTiTyoIy4ilH7mMi4FUK5DLBDx405DKrbzjiEDCrpymMevplIiNM5XbLQ2bg3cJigw00oRC+4HpLoKAVAuoUof8w6M2kUU7i22ClpGoDMFOX45VGvrq5tYx9U5oVrtBXulOGPLgOPbVK+TnjpxT5E2qzo5Mk5hxnydigbn4vksiJIsfbaWUCHbYDxZbjSIryjVapbdE7gAajojNbtk0xvR0eeBAIPHvBSmSjn20Dh3E+GQ0yNcOCEtIPRwXsI6UIHKvgb/AL9wm4WF7P7beJlotyVouK1RHZdwEdxtsp3tLQlTigRuUPWhoffqNNtEdxgwnUTngQPaPjUy33z6bVJgB0PvTj2BKmnirgPF/Altwi0y8Dusy83u4xG5D6UPtwH5SVOEOqDKCPs1KZUslzXUE6GnUn6cWkbIoS0OcdJTMuz4YJUefc/q3vkcXPjB1NXIIMSVyPbwpo2Zc2YfkGUW/AneOl2q2zLUI0i9MoUY0db7R7aVq3OtpJOrh+IAIp0iPbHtj8R0hdICqH4Lw6VEO9l8giDBHGQGkglSTxI68wiUmryEwt7i7kSXkHH0hZlY/NVcYymHU9xxkrS89DfU36tuVIb9DUDXqrbrt7IZHOYB4eZHLs7D+NWjarwywtjcvjLgVzTLHszzWvTyxx7hvnjxhYeTcLyZOJ8nYI/Ddu8yI6hqXGmQ1AGTKSglxNNqm3gfYn+vVefEWhrS0EOKtPDs6dnCjrJGEmQnEYOH+nmRxQ5HOvNyrxTh3lvweeJ3r5CvnM/G9lW3GujSor12bXbWaPRlvjckOApC0VIK0H16gPiihk8SQjw14HAOPPljRGGeScaYSszQo7DkvFeB4Uo/xKye+eMfME7Dsx5BjC3LuX7fdLJKdgtmDOUvZXYHQVMy0EEbR8Vjq1WNvawu8GSZgcQoBcAh69OvOgt5LLdA6goDi15RUcBmvTKnBcgccY7bsfvfMeI5eHr9Igmba7axJLqX0KIcSI8VttRmuIdG7bVIFerFFZ7W+2M88wE4jJ0hykkZAtRAOKg1XRPexXIg0ER6wo04Y8dS8eHupW3M+Y8wojv8zZTObsWQ2SChixtx22SqoaJRHdRHcAYi95IU4lSlEk9CLOGO6hcZkDg0kt4kcCuWBSil3cSwu1R4HJpHDmOvGpj42+T+acjOYlxDmt1nX/IMwuk28zZDLJZYLSYSZC3F7FLaaSykFKqmu0+uvXUPKN9t9tYs2lrUvnB7lAw0uRxJI5YBKpO+217cSm8mcXWmpgUle81UGnPLI5UPfkrwtlGe+Rmf3LDWi5jtsu7Fpet7ZLsdhcKDEDgbCTuSglSlJQKgK0FOq35ns7i/8wXD4XFcG8x3GgEniE5UW2m8t7fagyctUOJC4fMSiZAKmZxNHBx34+xePuHrozlEpMWXMjJXCiLWgubgyhxsjQI77ri9Eq9AOhlzt8tnEyWYguAOHrwB4ZcsqgfWw3tw5kQwKdreKLzB91XF49cyTuBs5jY/bstv2Jf7ttyrLMm47kV3x96fbZLqHRZ5zlomwlyIAdIX2Vb0BZKhqa9UfzR9NJE1hA8Vve0825EhMyORwIq++VWeFrflEVGocCcwejveQK2a+CPC3grzM8VIltnZHMxzLIK3YrmR4Y9bhk+GZDBcdkQZDEKchTG6RCdSsNSEmLOZURUgkpah3Q7VFHKIhNbyRAOClveGB0uHyuBxXHAhQQanf2iHfJ5LWad0FzBPqaQhVjh3C5rsHMeMDlkjSHCtVHmy382ePnlhzL4k55mFiumX8U3VlNoy2yh2223O8UvVuavuH5hEgSJDz1okXizSQJkFa1mLPYkNJKkBCyfg3iQymGHuksa8agF0uC4oU1AqCmBRRgaFjy1FLGHTf7okfE4AjTrYcdJz0OCOaTjihxGIhWPyh5Qi8wM4Vf8AJHLVKiXMNxLjV2NRbTyVx3mX1OFTKkhIUD6qoR6dELTfNxjuwxzhqAwJAQ9exKhS+W9ulixDyzUQ5qjqgXgV49lMr/3xzNm/ktw3jOScgvZpi06Opc0NObIqYioqHWJADOxClu7lI2UUSdainRJ243l7cCKQtEKHBACHcThxPwqBFtVtaESM1OlJAKkkkDhiqADjzzo/PJjx5w7EeEs55M49lIjZtb4KnGIjc/5PupR3e0hVNodQkE7Amp9qdR5gXylsjXNbpJXgT+HqqfNaQNgLrYN8RrsBqxQZhMjh2UjDxlzG5cjZ9dsa5Uz66MpuCH3246nZSVxHw2rsMMpRQKbSrT56+o+nUmy3S/iYjpFa0IGlEHwqPLtO3SvY4sLY3jvPCqMFPtPDl0qkvIHIcOwbPLjbLNld3nRIVxZEhiRcFlRb3p+4PzqlhCQSU+ug9fboJebkYZ9U8hGSgEr19nOrNa7XZSQ+HbMDgGlCW4qmC8wtGtZMWyPIuPrZE4qvzs60ZVa0XKaRLYW5ITKabYkx5bMnewtiJQrBH0NR0Ynmmkha+2LlamK46XdvbyxqsR28Qm0SBut4IHBHjknUequ7l3DMX8esd485ebs9zn5TjV8hQrzc22IjrkhMgMNMv/fBLaYbDTqSA1T8vtp0NfuF5Zkua97omOCYBEJRSOXOiH0lrM0MLNL3tQ4qQ4BezMZing+K38gj0nGv22dgq7y3kVjkoaukc2lgsOoiH9Z+LK2O3Irqd+0E0qQCBTqXc2TdwhZM4uErDzwOPIZVu0dNZSlkQZ4MoGakqRzyI6GgFseWt5CryAxvEbmxZsun5LOm2yA6/LAtUiaw79tHiuMqH2kiNIcU+yhCg3UaU+PXT2vg3bY3M7kkkbHAhyEMfo7urkQijtqhuiftt3pJeWAOxATU0uQovBSh5VP/AACjcjeNfJMTIOVckZylHISLvZ7peLk8y1dolxt94D9tvqpG8/eR5UZ9yO/olKQpChRVa8QsWyXLZLV5BZJiCeL2koVHMYH1V0G5c22EN4wBroWtYW56Y5APc0gHrjTeeQG0P32fDQ8w7Bu7TlxisJkMvtRlTFKcQlp9hR3tLqVJFSR/Trz9/kn5Hg8+/aTddjuGrK63cQVI0oDjlzA4e5avH283eXaPM8ZjcsDyAmGJXBKHK4WUTIs63vIKkSI8iI4NtAVFCgknX/JQ/E69fmN3Cym23cX28q/UQSFpICEuY4hU4KigcjXtqKXU5jgpDguOSGgG4elO4Fy5leIvksNvzfv4iCNiEhbnbfKR+VJV619SD19qP8CvPY3DbHbJI8nXEueTm4D3JzySuC/eTZi23beRjGN/taVP4YZU2zBboZcJpCitR2p/MdSBQ+tR6D3/AOHX09BVoI5V5reS5xUVc9sWpKworNKip0+X+NNNEgg6fXrMMq1U+ZIUhFPp61IAofT60B6a1Y41tPZXrSlNNdTpU+lKHWmvv0kvJKcPTOswr6UK+3yBV6inroCdNa/TrTSmWFbz4VgrvHCm1eg9CVa1rTUj60/4jrbXIVrRFDXyhbkrtUxJTUpSs/E0BATv3KJ9Dpp9D15K/wA2/LjPMX2H3Nmkumhjc9qYIWhcfZXV/tFe/TeZ2xKAx4T10Ek5nsZRZ5VFbCuKsqrtolKy0v8AAin/AB6+af8A24PMH0H3RuNqkcjZ4mkDq0n3lceYFdt+8Nr4/lkygYsJqMc/265x7jaZVl3KV3GHnAlsbqoqdvoraFpV6jr70W6o5p4GvIYzIJQEevLhRKeElyy6faLyrLY77bDLjiYKnwUpeSl9Xoj1SEpoANOpEpAjaP14rzTgtQtGmaRqftKE9Yx7aYMy61tBoNR61HtrWlCBp1DeXcMqdrtLjVPY1HoSNK+o11Jr0gudktZXx3mTomn5SPX/AEqfQajrWIFZWOedRU19gfela+59vbrACayo1d1pLLoG0jaCQCaUofWmpFPp6evWLhprOtB5ywje8DoT3GiCPj+U6qrpqkaf/m6+ZX/clavkiwAz8dn/AKkr0L9jUE1wTklRjEEJQtoEjXu7CpQG3Qe34+3Rb/tytDfttc//AJd3/qNRPvgv9xtgFQsJ91EPjze9TYVp+U0+J0SQSkj6g+nvTr6P1wTLOraiMHaCn1Aqokg1qdulfQnpsvZWKMqySGan0FUkI+o3ev4bv/DpkITqctOsLC1HDvZdvX86/q2FAEFIFT+YGvqSSn1Pt+NNelOeAgaiUtsQ/UMqg+SOsQ7dLkPENssoUpa1e4SFEIFPlUn0A9+lskyB+amywsxcmj0w7aD/ABvJ8VXIv76rokr7ygFBtRSlS3VFTZI/y09D1OnBAaDUSJ7C4hrgi1FoN4jT7hfnrbd2mWmLXPQuW8Q2uIXH+190vcQC3HbVuNKEeo16JWjy2zLDiQvvFBp9L92a9vyawccAQCF9OVDPFsvJ/Etqh3/C7z/uHGOS8iZfyArktuvKQ8r9secikbw3bZaW0rLJUFlfpqD1f7eexi8tsDog28EQQ8FyUr+pPx6VAjbK/d0DgbV0ztXMoTpRMSOC8kXCqYRcbPYeacmeyN1UOySozUe4OP8A2vd2KQlfaCGiEsJ1ICFGoTrXXqoXT5G25fCFkwTjlx7OdW6JNatIHzBeCemFX/wza/HCS1kV44zjxmn7pek2+4XBtTbTMuTC/Vklh4KAZbirSdTqpXvr0JtTcyjW8Al71w4kZ+z+VNTMjiXQdLWt0lCUGrhjz4c8amHK2e27CJVgiRVJU09a5DcYF7tiQq4Pj9UuqSkKQ0jU+7noK9WO3a5sJkl+Z7jn/pASg8oaZdIUMbpaE6kr7s6pLL2UvXKFLUl19TsuK4qRJ2gyd6EqCzH3lDbFNQAkent1kbtQ1HMUXDEZpwGBCDgnXnSz8+lXzyZ/kD4v4cxOyfu1ztC7c/GrtZYYSxIStzY+5RptTrLDigFA0AJHp0066jdcfuBIoWOcqHJfxOApk274rd0cRLpn90Dqcx1TOnjfyH4Jh3HvEGG2ZNssq7gblYoN2ixmYQbkWwqSH1gRmEKjsIO5CQf1CpNSBQ9V20nZNLLMACCpA7f45U9uImZbttVOtxbqx5deXbnSavIDijF+QebeOoOJuJYg2u32hSEN6AynGHlpUQBt3OBNBuBJAr1K8rQQX+4W8ri4H6koeaAjEdPTKhO8SusopogO4YmoB6su00AfMHBotPJ2ZLu4cOyXGfiupbBUlf2yASptyu5JHrUUr6dK83RyM3iRrmhNLceYIwrNgeG2oe3EveVxyPGjR/jf5BsnF+Tz8UdxpjKJt9uDcuS2iYYK4+obbcksrQ6l9DAFEqCaAEf06l+Xd8j2zZ5dvMOvU8vLgdJxQAHNcFROytbzt0t7e/U6w1qtCELgBmEyC86L3yxlc3c5cg4txD478esXmZd57SshvklUlGK4fENCty7z2GSiXL0qiKwC6s0GgOgq/ndeTGcMayA4EuJIHMYZlMgMTxSnLWF1u2OBqySuLigGQAwJXABeJyox8Q4b4v8AC/ivI4mW5QxmPNl7sryMuVblIe+wddgOqahzWIqnWrSwlJIZiNguK3VcUCTUNPcRCPwoGtbGCqldTzkp5D+loGHU0cZb+AXPmk13OlEYO41o4DiSuZJxPIYVQPhfk37xg9zv01hu026PkN+lLUpRDLMZpfddK0BI7YZ0ARrSnr1dfKn7W2PDj3VVezOuZb6HOkjZGCZCXADjifYB+FV9mH8nvjFjmX3GwSMjny59lu7lskGOkLhOuMvKSssrSypspb13gLAqB716fuvMe0RTaPESRoxCH4jBfhSbfZLx8RdpdoUlWgEEZKCuXI8eFWfmPMGOcw4exlOATo1wtakw1JKi0tO1Kt7ZWBuQjepRCjrX+3RC3uIrpzLuAgt04evnUOe0Ns0Mk4n1EDiPXwzFZuHMsFkx/wDf75dI1rtFuszcybMluFDTUdDYLpCKnVtdaD1KerA6+bDCHP8A9oNxNCvpJLiUQxAGYnBcBhzPACsdiGfceckWJWRcfZXAyO2tyVx3psF9DyN9djgLjClj9NaKamqT69DTukE6S27g+ErjwUflxqV/b5rchsrO8nDn6cONWVYrLaJLMlIlR3Z20SHmG3Ct9hjX5OBAIQhYJIrQkHQdTRuRIa1paoGIwXpUZ1kjtZa7SqLkOz8FoIfLHxnt/KMeflGHpnRM+t8AuFiHOksovaI4WU9qK24hKpQQKOJoC4AKVIp0N3vZf7zF4sTg29a3uqUB6clPXPDKjO1bw3bZfCnA+lJUlF9vHsI7DSGOQeScgxRS8LyTG7xa73anVNrXJmvoS+kHYHWlLdNGDtGqdQa1649fwyW8jre5jdHOuOofA11rbYrW5AmjLXwlMAcRgoUJx/nQ/XnnG82x9ijKXGnldtba5bjpDZO30UpQUNdCaUr0HlAYRgKsEO2xPJc3ugZZ13WrNLbckLmyrNdpLr7iiul4CUGpKQEgDRCT+Go06xrgnMVp1gA8kFoHVfaTUwtOdoxqV+5WHHnGLhTa27LuK3mAn1CVNto3KSilaAjXpYdocoBXtpt9pG5ul2lw7Co6gnI158mzS55rKRMvOMplyENBAMbuNMAE6rLbbXqsH1Opp0p0jnkEty/H1Y0uKCG3YWse0MPA/n+VQRUVSHg81iikqQrejuJkkjZ6eraaEkaH6dJcXOCFpStPZEVGseqre4Oul3R5BcOZHOiCEq3ZXFhhXaU2lCJbS2wqjiU1XVPqfXotsRd/erQvBEfigHsIINBt5bA3aZQCCgB64HnT6/Oa0N5l43Z7CixBcnW2oVzabbSVuDvRyC6mqQQhs+ulBUDTTrsHmeES7FNG1NWCLhjXIPLzyzd2YKEcPYRj2VRf8XVxXF8av9vzEudyx5VJjuxCnYWf+7UpTdAaJSUqBpSldT0H8lvcNlbCU1RPcMOpxon54iDd6kkZk8k+0BE/FM6rO+DNx/IzhdiUndiar9c5rbyox/SijH71JUttQVQ7kfpkEep6DPtpx55Y1BoL9a9NDnfhR+3uYz5GnfjqDGtx7WjA8lzrZ8u/M3MFohwrbiy8WtOOWu3x4UVM/GLH907JRvdkzpJ+7mgvyZDpW8uqu47VZpup0cs49sdOTdOcSXKdC/LyGHKunsv9wgtBGwoQ1BgMEGAX8USor/5ieRl1Zf8AuMlhKRISNphw8eiMbVJNUrS3a3VLbKdaJIJPqQOre2Tyi1g0tcvUP/OqdLe+YXXAJmdoXHFmXTDA15UXPnhbIQ7m8pppKVFKW27dtQim8oJRZ1OFRBOoV/fqDJL5fc7uMX1H8TlReLdLmNiOfIv/ABCsO09yhdlvIPIV3UWlfrFyRLYUkopqksssgFP0AA0+nS3t2tE8EIegP41Gd5gQau8Sf9Xph8ax1zx7L5Dan7nyJc3ENIUopVdJwRtHyJoJjSQaDX6ew6yOfaLMa/BYCOOlg+NCZvMT5HGNCOffOHsqAKtUF4OLXl098hRQsquqVklR2rLZeuKwdf71p1LZvey564x/4aHTb7eR4MhBXJdf5Vl7JgOJXpBfkZc6AK7u8/FcUvar0BW4qp1O5ND+HT581WsKC0YyXsKe0AVW7zedycflY09Q4/jUgPF/G0dlbsnIVyuyCtbDZbppq0r9CKtbe31+Nekyebty0HwIGNwzxOfrGdAJ73epnoJWgHAaWNHsJX1GshY8E4WlsIXOmXRtZcIQhLk1uqgmm4AwG3EVSNDTUH69AbvzJ5zlX6JkZYmekf8A3zqhOs5pym4TT6uQLQD7Bh2VLxi3CdqQ0xGi3yYJqUoSllm6OJWknb+rtSyVjcf7/j1T7qXzjdXHi3kgD+GLQnYipU+Da7JsRDDK5iYq7+XsrFP2vjmNdFRTh10ctgaKlyv217t1qdzaXlTO4olIOlAB/Xorbwb06AOMqzci4J8KkWdnsUU4+sic6DihK+qvmVA4svkNbAxK7SPtGFRIb73wegpR8kGOuRPcW0U102bfifTorbw73H3S+LwnfMMCvsGHSjU135agiWwgmZOB3XLi1CoVXHD1UEHJHhvhuXQP/s6e5ZJ1lurl3sMwPSHnLZNW4t6rXeQ4WWXlOnupCj3FUNR1Ok2Z74lYWhMQSq+umh5slJ8F7MCEOR7SDz+FEbhsFzDbVaYl6Yg5HOhQGoJmvtuvvqS0ErSEPuJC6KcSFKOh/wCUj16jnbRICwuAeOI/j7qRHvxjmEoZqjH6XH3qPRKLXjryxv8AgbkJm8YfbcxtMJxMi1wpsluJKjSwpLnycciyW34q1JHqO6ilQa9D7ny+zQfCke1+ShQo5FD/AAqa3zdcGTXJBDJGBgHYgHmMD8MOa18eUfk675Tf7eRceMoGFWvH4UuMhLVxRerpcJ05xlT5kzmoUFtuzMojgR45SpZUSpawaDoTtWyP2iYyMmc52SYomOJU/N7kpzevNJ3gNJgZE5jAMCpUHsHd4AZjjQlIehs3BgRbc+87bIlXYTi0UkMst7EMltr4EFaaoBJrSlerfYAySEDEotVC4e5zVLkU4H8ansfKFyY0J1NvZgKcUpMRhyKkKQ0kiuzcnc2hXuRSqh79FxaMOBUrUM3D4nFrTh24dh51hr3lF8nwJMpYTbpkVZZbkKT2qpCFhSu6tKlUTUDfoFe3v0xd27be0cWYAHCnraczXDdeLkxI4VPuKfGrxS5fxSflfIfJF4xnlyW47HYjuXz7GFNSptthmPHtj6XrTkkBwJC1BS25Dbn5Tu16p99PIZ4w2GOZhahKkPH8OOIKmr5tRjfZuEs7oJ2v7jQ1WPDcjqRWuzBQtwQ41l7P4Y8MePjF5vuHTDFv93YdkX2G0++1bryyvV4u2p/eWA638kLSVJKtOhu5R29zB4bWFjQVH4qmHsTHhRyzd4Ujnlx8UjHFQfaF9tJ28i2H/EfmKyeR2Cpe/wBkXqY3EzSNFQtptphL5SqRNiKCVlduDn6hI+cf606qV1bCSIsc1NWfAjgvYfjR+CV0bmvjKtaB782E/wCoYjkaw3lDiXitJxJny1tnGgyyPldvZkXp7HYEaabbcShMl9w7VoMUKWe6lZHx0p79RLJkltJ4Nzq1MKYgKnDP0Wp05bIBKxp74UoT82WIGCjic6hHiJ5QYTzDapnHncYjPNFabPDmKbS+mOokQ0EqXtqpn8ygTRQp1ZWStefGiLgD/UnDs4GgctuYS1kxBeAmR7VJ6cPbX1zfjOMXaBlfD0+GuNc733RZ5Tv20dlTymin7ZT61fppK3O4NCdKfTorbXdvC/QIwZZGEJkCDmFzUZjqKFywyuDi5yxtQezIpx5UJXCeFY74l8o49ec6npu1xTY5lutryArYlyc6htx1ppQUv78NNhKQaJX7etOrNsL9v2Z0d1ePIiewtaTmce8oxK4Zcc6EbkJtxPhRNcWxO1ODRihagTh8EC1ZGOZ+/i0PlXO7jZnXJdzyO9ZC2082kqdhPujtkJ3Ed1mPtqkkFJPp6dGNn8S8tbrcpP1Tvd1IJwC9iAiqruUzIZ47PM6QUBw45/EHGiO5AyK58n8CWzL7Lb5Tbn3EKQ4xHC1AJYZS+lJDY/8AmMpqPXUEdAvMchEToWgh7Ed/y8z2LU3Y44xLqPySNHXFeB5/hQ23DCrhleNp5ZM0MN48bWtSHHEJejyE7iXlb1J7TSEhJWBX3rTrie+bpq3hls4LPoUEZDlhXXNngfHt8ko0+EXAEce0cKdN4beYts8Y834WzzKL5kLOG8w2q2YHk4ipluRWrky4h1i4vx0JEdxuKgrMRxG/ckkAa1Bi0cJIfpX92KVzcxk4A49FyPMdlM3rjbzQblEA6aFj2u4amOIXp3T3m8NRqoP/AFJ+B8YouvA3mnwGUPZpZpCrVytk9hckm15ThVylsm1Rr1MWltubcLMv5xzTuMoWttVAvaDMcd2dpFxKGmaweuoBCYH4PaebWuR7ScsUKGnpZ7R+5JaF3gXMaOa5W/vMxa5P0u0q1yZhFUgGtdPyAbZymxYvzHiy0okLYhuz3Iy9zqZSAlxt9Zb13Gmw0p8epF4yN1q26gP7rEcDzaDl2hfYtJ06ZXA/7EjdLh/qBwK9cj6qbp/GzlNt5VudgyFUhlzIcfgR2VLeKXZDCGm1pcdiIKql4LG0p9U+vVj2yVlw3xmgDVjzz4LwxwPHCgt8x8c7Qvd0epVy9VNB5SkMwbTlQvLkn9snQHY77T0sm2PPupUpCnd7obYle6FAJqa16k3WDsV0HnllTMGgK/ugtBK8QMvWta4eSW5WEct27NLbKcagx7suQs/JKZEB+Wo73QBRRSAUmuhGvUIBkUocisdn2H8aW1z/AA/DAV8ZLgOh4VG/OnEIEu447yJZooXZMjiNqlvw0J7ZdWgFO8o/PU1/srqueZ7MtaycA6ANLvbnRzYrjQ4tJxKaSvr/AIVfv8c3LzCLX/tC5TVLViNwSpnuqAccsc5QaIWipUA2VBQHpXXon5fvGXNl9OcZ2IwnmP0ntyAofvkDreV1wANOvxR04PHsxJ6U0TkiNa8isWT4/mTLE7FJkVxEWQ9FjvRWpQCX4E37U0MyRUpqpP5QTUHor4XhyMeMJNelwIzBwyQgEdmJoV4jpC9oGqIhW/HPMg8wQgNZPxSajzrlj0S3RXft0LmWxSUwGJcd5cdns/cNpLiHWG9xSr4AkaE6dE3MDYXNbw9XoaSZyXB5XEjBccOHqocbtcIvGPnBktjutxct7eWLhzW10dQ1LfhxVRDthqBbbehr+SQnaSASSdOp/le+htd6dY3J0NuoS5gJJ8QsGlEyVCT2VB3qD6ixN1GpfFIGu5NDl48jh66n0rx35tzHk5vJLLyO2xCuN4s8LjuyJlB2HGu97vlosttSw/LcK4ScnefAfG1dUrJolQPVX8zxPg8wSRWDmwsGktAaAGKBqUZ8CXAYJljU2xuGN2h77nXI0uR2OLtIVoB9gHXA4VsKc3eMnJ3jTgHHeU8i3+zX+A3MtuMXmfjzclCLVd5RDkWAth9PdeYlraW2l9JAURQgA9Um6n27zHHeWlj3g+NzNEgQODgmrj3dWJBxCiipZuOzy20m5N8J8jtTXNdqQtRxYcB3w3FR3ShSqguSobs11+IpKmnVB1C6FJG7aqtNQaj0+nX5pv8AJvyPceSfvDu22zx+G2WYzN5I894AjBAQgTnXu3yzuTdw2S2u43amFgy6BP50tvyRiMce8t4znTiVR7fOkMsyHkgJCky1UAG1Q/8AmEUJOnXUP8MfO8nlzzoyye4+CJ2kj/8AFko7oM8/9NQvP+3M3PYn83xkL1biPbTAuGMriXWFCfbcUWX0NlYKgaHbu1PsaHXXr9BFrcRzwiRhVpaD7a8VXEJbK5QQAfXgfQ0W1tfZWUGnxI+hND9B/UdOhxDiHZUw5pHNKsm3UW0lRFdBqNK+1fagAP8Abpp7iTTsbWkFRWUSwTptAFTTWpI/4bSek68KwRFeQr+qaVt2ioprVVa0+hPtU9YHFca2Y+DVWvBMSFNFJAVUEJqBoT+anroPr1sUggDu/q/OqL5Dt6XYMtISKds0NRuBUnStdCDX09OuX/evaxvn2t3jbnAkutHoiL8pHH39Kt/km4Fl5ltnkoNQHv8ARPjS9c7Q5DXGktJo9CkuJVtr/i6FhJHqQa0p9D18GP8AEDdH+Vv8hYLKQ6C6aSLpqa44cMCAR/CvWXnq3F/5VlwVuhfd8ajnK6Zz9jgXl1ZQgtR3CULUQkgtuVB3NkGgPvT+3X6PbabxASM3tDsOoVPfXiORmmQNzAcW/HGj88eezMwK2PMhsOOISVraQlK3FlIIWqmp09T07LJ3iahtBTHrREtRFBOqvU/gCR6DbqD6+v4dMl5VRkKUiZ13KinStK00JO4EkewA01PSF9lbr5MUkEaj6An11A1A0p6+vWF/OszrzOQzUknXStPQn01SfcAU9ukGYZLW9LiFAVTUfusQCOsbiNwJFNKJ9Qo+4H99emzKVwypzwScynp6YUG3KfwlKaISP1W60JKlbUg0AOhBpUe/XzT/AO488P8AJFg3Im5Z7MTXoH7JBH3C8iPTlUfxOK4640tFNoUolJBIqF/X0pr/AO/oz/28WeH9spjwMx+JqL96Dq3CDHEMoj8ajaINADUE/ULrqUn3I9vbr6IBxAThXBS3W9wGB61a8dB2+h1oFGuug+JB0+PSNXKnvDaXIcR7svd2VkmgobUgmlaAnWpNNSfah+p61q405pAdqHQVx5A2baClKCuhB1+RHoddB79ZqrdVlnDcZ6xz2pQo39tI+SVlC2z2zQpUD+Y/XrbSaamDHN0vyK9MqGTC+NMZk224Ih2SRcZsqQShhp15xbqwgmhQg/L5Lru9B7dS5ZLiWURxkkpw99Ro47WGEySIMcyuaYBBnQj8sM2DF519sj89zFIslp2FcFSg8h2O4X0VivNvKDxDzugJFNprUj1L2sc4biHF3JMSnZnVduZrZ1zqDmaAc1yJGKVTGe3zOuFsm4Y4ts7y73x3lN0vEiQ9InsvPNCWhF5hOmcChqS5EcWUiOCVFsAooajrpm9Swx7ZBCIwJ3HScwjQ1VHMk8D1odtTXTbiS548HSHDJVVDgMgnGsVk9vw9zmS7OZ+wqNjTsFqXLX9qbahjtsdwJaUFH7mqyfz6qJJGnpSbsSi1/Zxk4ZZcf41codAl0yEFgXjx4Zc6tLhaR49yYbOMcXT4sclM27vwllEV8C4Suwl0rWpSZilLP/TQVbU6ip6j7fHKDre3FgJwRAvZmtRbt0aeGxw8ORwRozOkcjivplQuecXIIg8o8U4fHcQ4LjmVuthYdWWoqo1tYbWTIUK9htt0701NCoBJGvRm8e22tI2tCve3Htdj7glQbdhuJmk6gPFXAZhpQH2rRQ5U0H2W5zaJCiIzUlKl7Ez5S0wtSEAFDKHFaoAoQge3TNuNLSOVGtPfMahATkqZ+i9aEX+KO12rM/PrmHN79Gm2644pj6haLxbA6xKt62riWTPVLdadVHgFX6S1ISXFOUA+NaiLqYssJpQBre1reIQalKczhTc7Wt3GNjzpYrndSgCEdATnTOfOvI7NyjNmYBFvyL3kWOQv9zLWuRHecS3HbedjLix4zDQix1uthtaHwHVK9E+vQ/bGh4e95wKDNe086h7j4uprIvmDNRJ445exaS1DRldttkjLHB+35BGguTrU9ISoKL8Rh4spCTQrFFlA2n46HqftslzbuNxB3biI6m4YL2e1aE3jobstjlJdC8Iccc+fBMKpvBcc5P57xi9ZnKsUuVckzX2pLkeHMmuTYkdwx2XIzTbbj7zbagUlehKvbpF/Jeb043EgWd7RiBkBgMPxOdTLZlvYIG4QtOPLUcfb0o+/49/4+cotOU5TzTy73MDxRlA+2Yuj/wBlPlR26hS5i3f/ANzRVJWVbBV9ZponqK1kFjZlk/evnuwYD8rR+p/UnJoOAGOaVJYZ9xmWL9mxaO885uPJg4J/UR2Vavlr/JXiXBjE7hrxExyDMzJ5pdrlZyG246IBc3NuuQXEoWqG6pQP6xKpL/tt9ehU8k0zxGeOATLsA4dpxozZfTROEduCI3OQuzJ683HkMPZQP+J9xy1nHeS875Z5EayXP85uv2k9EyaXexBuq1pk2+0wH3D21KadBLxqskeoOnUd8MkMg8YgvOKDhyFFr/bAoZaNe5hBJJOXacua9cKZDx9w5bJfHV+4yxa5qsjGRWWQ0zeEgfoz7i2nvPpaqjuIWSTUkCvqaHq8bS4usJIsO81fbw/CuL7qA3cAxgRrCQFKkY51r9eQH8bnMXF19nWjDW5vJbscuS5SrVFZLTQmynSw0/JQpINwmvlSUNhKqqBqoU6pMu23bHuBYjlK4r2dQtW6C5i8OLw3iVgaAgaW4gITiUIHAdtMI8EOAOSuN+CJ8HkCK5bJ2SPuzIFplEl2zQmn1OONBCwatt/kCR8d5+g66BsNlPZ7RrmBwV3JMcuadfZVQ3m8jmvRE0BsutdIK4IgJTAF2acAi1ePLVvxq88M5xjt3ccfsX+25rdzkxlkOborTgUluikKXtKqEAgGpodOjExhntXeL/tBqnp2dlDLN0ov2mMDW4kIeXGl6/xFIskfHebMdsa3xYoeXSzamHXFUTGTKQvalCipDYVqTT/L8Oqd5bZF4ktvCvgh7yF6keodnCrj5lmkcxk8hJmcIypzKN0r1wTHM1YvmJz/AJ54uc2cfciYYtyZYr9FTbcvxZ9RcamwkJ7bs+0pK0swL43GTQKUHEuoG2iSQoSN/dNt1zb3kJIjwUDoUKLkUpGxH66zfZnQS5QdQ4KCi5gHEKMRgelMF4d5awnyJxK2chcd3eO8p5to3G1MOKTMhS2lpDqAwD32H2XiQ42qi21VHp62Tbt9t72E6cSeHEcDniR8MskNVa+2i5tJHamuEWohSPYDwyxByPbQ++aHg/ZeesWvF+xu3RLZyhDt78iJMitJQLstpsk7G26I+8KfzIT/ANQ1Prp0O3jbI93Y+RSLkNw/1JinbwFEti3WTbpWNJRgJ7xXAH9JHLlyrUnzjBcv4+y+44bnUR635Ba3nmnGXkuIbkstuEfcsKXqttdPb0Pr1xbcfGspXRzg+KCmIT3cCOIrv213VvuFq2a2PdACjiCmC9vA9tE7wbZ4N9xd/wC4hokOsSi0HaHftKylO4nQAe3RPbi2W2aXYEiod3qY9zWcHlezOijxfifHr1f7TCnMmIxLfbRvSdN52hSD8SfmK+mp16Jx2tsXgPU0NluHhvdIJ49lH5j3CGE45DVGjY9DmK2oSXpEdKgvt/8AzEp+W5OupJ9+jsFtbxNSFoA49TUN07XPLnELy5dnX41/ZfH2LrWoOY3Z9qCQtIYaSVGmp3LUU1SaCg0oOnfCjf8ApGNb8R5AxKdmXbVEcz4pY8ej4LkdntMKDLtmc2ZxTsXt1LS5jSTQJNU1rT6EdNSRsjlhla0BzZ2Y9pSol9pfbPY9SrHJ6hjTcoMCDkmOsQ7kyZMO9WCOiSzsSUrYcjAOfmr8kD5CtB11meJkrDHIAY3Yc/RK4aLp9rcia3cWytfh+K9uRqJ8d8NYjxFj9wteCtIREulwkXSbudbcUHXiSqiGt6UGupUokqP4dRbXbrXbIzHAEaStO3e43d/MDck6kPM+vHkMqp/JbG0z5ccc3ZPb/wC7s9+lOV27y61hd7UlKDTfo6gEivv1XrgtHmyD+oxu9nhvNWq3kJ8mXDOI0BFwXxWhfePYlNucdmTUdiddL4phfyV25fZKj8iUocjsIUEj32kfTqz/ANs29mLIYw/ph71oU7fd5eDqupXAHIlceysk2+8uMhhpV8daQgpT23rgUhpJ/MotUCaFNSSamuvUd1nbMJOlgPVPiaQb69mGp8r1PIkL7K/sNiRLCi2xdZldxKiq4vp2iu6mx2gNdBu9Kent0w9sIKO0N9grTbi5K6XvKf6iU99fCbG02l1YsyoSXSpTlESO44QSV7yt0ncTrX0rp1Mijib8qEkUxNcTEgFxPpkKwElu1NhCFtxQ61uLzTjbSlpQuoQHkqKhscV70P06hbhbxvxLW+z0zpcMr2kFSvCumFNx4LNvKbKxMkb1JiduA3IfSk1Oxnak1b00HyINeoLbFG62sbo/4R+VOyXE7u8XPzxUmu529WW0FC7hPtltQt2jP3DrMVK1AmiQpdEbQTWvudOpUEbWlSg9OdMvc96FgcSBzWszGy3HnGy5/uGyoAqT3Z7CShIJ2lCgpJXsr6+p9OnniIFNQzrTYpnYFjvZWIuGdYM0tSpmX2DalWvbuTLilbyPQldaKP5qGo6SZ4o2qThTsW33Tz+3G70519Pcr4HDcgB3M8ajsrbU4HZc6OHEAJ2rO95xPbV2zRFBUk9V26vofF0hS05lPT1UUh2qfw3F2kO/4h6YcVyqL3XnriSE4/8Ac8jYupKBVCmrhGLjrhSRsr3TqKetKdF4Nw22KAF8gaUyP5VEfs9+56Ma0jo4GqymeVPCdleT9xmUVtl4dwjuslzthQ+e5TgUpRANBSlOpP8AftljYrpmqOorHbJuLnaS0Bchj+X86/jnl94+y2Ow1mbEhbroKWWVoc7jtaICdgUQSaD5Ggr/AH6ZHnHZ3HwRJn2E1s+Wd01eIWZnDAge2rBxjO7PyJanLxZGJDcKO8mK25JZU0l14VqglSE1W0oagVGo16mWl3FefvQL4fOh1zay2b/Ck+fih9MDWZlIdKQQyonZ8VabtVakNqHy+pIp6fTqdJp041FaMU4VI4cVC4TSlIUkmqlnXaUEgACh+SVEU9adBTGXyGn8mq7MfGsJDt8VrJpMtD6xI7YQ8yRUJUioWEL1CqJoSB7n+vRnboGwyeKp1acuFQryRxjDSO6vsrOSrtZXbvGhP3Ozsv8A6bYYfmsNSmn0JqU7S4O38SNKVUT0T1gvTMqaiNhkczVpOOXUdmZofvMS5TcV8fuR7taH5MW4xbK4th6IspkICEqdBYUCASNlRT2qB69BPMk7/wC0vQo4fhl76K7A0Ou3B+Wk9vVORSg98fPNfjvjDAeABy5cI90xvP0x4dxu87Ytpm6zGlvvOd9yqobqVAdvdtAUCka9Uaxu4PBEV4QLlUVygFRly4KFz4GuhW9uGys8M/8ATSDJFTqUTsKZZ02y8+XfjHGFjGNZrY8kuS0w/t7IxP8A3F+TEAJahdhLq1Nxlmv5SVlfp01MyY4K0k4/MCT1wo1HDaWveUFM2tBKc1UZDiamMjyF8AvK+1S+DeVLRZbXd5kQxDa7ihIfaUUhhamJaExrzDWmtFFxtadpGvQ5bm3eZTpfHk4OChDwPH2ZGp7W2tw3QGOhe4K17EBC8eRXqoqkuRf43JOI8T5Hgfizc7DnnHt3gS0JwzLpLc5u3peQS01Ev1tLk5BZWuiDKYICNDUa9bbFt128OuJHQSpmQZGJyw73xxqSRf2w/wCljjuWBVbrEci8ShBaV54Y1ro37wf508POQIebZHwJndmlxJz8r92xq3u3/GDb1SC+thUi1vupjtAVU2pxtFNfr0+GQ24/6eN8sBw/bR5KcUUEJmhC8KHy3YePDuNUFwArfGUNJy0hyaDyReRFMwayjizlria550MYkzcuj2QsJVGZhSbhAnMtfplW91BY7i2ylZ+LiCPw6sO2XO026G8t3TYuwQAn+k97FpBRQvCgVzDuE0oETw1jslJQHi0Jm3lzpJl0VkV8yBV3v1wlyFWu4uqMd1x14W5tqSSyzJlvlTzxYbQCnaBWnVQY69uJi566WvOAyYpUD4IeNWEus47YxxAeI5g7xzdghw4cVWrZ4zTeeYOR3MYVdnJOFvxdtykNxzEZCHSlc6jaAUPPTHEJCnPU7QBQadW7a7ndnyNsoX6SVUEd0LiS4DPmnMCqfuG3bfDA+7liJ0gKVxQfKGk5cuwmm/NXPDuJ+PoeLmFHftE+2vx2FPNbGw+hhLLe1tX6jSmwrQnT1Ndep28W74GtfIS5xCEn9R5npQHb3mac6GAI4aWjgPwIzWhY4p4cuPN96z3iqHdlWqBcoci8tEOtojqjKWYsj7dJAbDkVtwLSNNwNdaHrke8WsTr0FwxDy1RgdOaL2pXW7C5P0LImEa3xknoQfmI5oUoj/IjA14h4gYdh91vFoF1xJ9m3wr3bVOGdPn4684jH3LZUrisKWGx9y8yUqUvRQAOr1w4fSEAoQAh4qDhlh286nRDW9odiwg93gVwPbRg8EWOxfySfxl5ZwndX4krlyyW2fjK4DrgMmLe4lTbJLxWNxg3qL8i58i04k1/L1cdpvIbq0ZNcILK4idDPx0uGDinYhA61XbyG5jdJBG8m+gmY+MkLqYfl1cVzaSOLRzpBmLfxl+e/E0i/wDAPJ/CF4mwn+/IxDJbddbfdsbv9qd7iYsuFeY6lssS2glKX2HksvMuChTQg9N2W0mCJ0D7u1ltGuIbI2TAs4ampra5M2lvrIxqVNu8Di76i2uop3DFnhFx1cXMcDocxcWkOVMwDhRl/wAc/g35YeKnKt4uvMvHMnF8Nuz6jbZjF2jXhIStlQ7z/wBqnbBabBG8EkmterFtNnHZsfAy5t5ml5cAxxJARAupox7FoXcTvuntmdbzRaWaSZAApBzCOOfXGmOeTWA59yXheW4ZxdYHMgza9QEs2S2NSWmIEmU2FKjJubz6m24KFuD9F1R0PrQdPXoaHNke5jGD9TijRh+r+RpUT4mxvErXPBGDWhZHHMBmQzzBIB50sJz+ML+Rm68UxTlnilnb1+aakIcbsd+wzIbiUqKqPbYeQIUdKFOnyJ06hMgtnxiL6/bvF05fUNCngAS0AkdoqG3cZmuDxt+7hpchJs3kDgSS0nDqAaq+4eNnkBE4QyfjLljgflrEMixqO5OtxynCbgyoR0Byq48ptMuMUoUg/lWTqFCg6JHabi4sgJQ2SN4cNTXxvUgYEEOKqMsMeVJZ5g2xt0YnSmO5jc06XskjeAeCPY0KiriicaWLwXlL3EvMFnRdmpVqEqS5Y77GnR3Yaww+8WEPOJdSh1aA4TtNKDTrn22PbtO6izug5hk7hUIVB7p5nH2Vddxjjv8AazfQPa6FuOsYgNOYKcuIp4VztPKfIMjHrbbrko4bEfiCW9GbiP7WYjQktPhThLyFymQUU13GlBp10BzZ3uEy6WP1AuwOI6ZqcKpojjhb4DP0I4DjpPI/0jhnhRz8O2qx23kTEW7Gyj7NcdmQsKjvO9qZ8UzFB+GoNRFrdSSpYqATr0+dYgeZPm0pW3MBeGt+XVz9MqhX8tGH4nYJnGvLTFoNruNqeKZN6ixlMqhR34q2Fx1vRlb3g+tzeVKCgaakdQZZ/CsW3xaA+1mCSAd5gfhpUcCcvXUWBpdfi0CllwxwLMCHFhByPFKp93B7/wAv4nxjfcK5OlYs3ic7EcniyrXLehXFy7W1Ua42tbMp9ZYfjRZzAkUUmoUNpFaEnvPE0Ltthu7RrfqXyNcHhuLhpAVUyBxQ/NQ3ZonG4dY3If4DmSAtOQBKY44OICAjEHEU1TEvPbm/y8g2Hjjm3IsRyfHsSuhkvHEcbTj0nLsgx65OwIl5yFTcya25IjIO/tRksRy6S5tGgHH7CxhtnSXETdMhaVxwHQDgP5VbbuSe6EDLiZ00Ubu7qAUIACXEAFzkwU4lScyavvI7TEhbRCjFttLh3lKlKruPwqVGoSAQK+1evkR/3G/tyyDcdu887fCkUoMczgvzHDUeIaCGrwGqvUH2a3x11t8m2zOBljKjlp4DDovalBN5eYU1kfGxuC2EyHrS+he1KRqG1d5skEFVAQQNfx6+cn223mTyv54s75jtLHSaHciPyIXOu2XcDbnbpYE1NHeHXpWV8bMghSsXsLsfttoSwwh1O6tVtgJKClSlLV8/f36/SZ9rvMMPmLybY7lEcHwtaeagITx5V4q837ebDd7iB+HfUHo7EewJTI7EC8zHWiqgEpUCTrXbTT3AVXT8OuiF3Gqro7wByTH09PZVnWpRDaRQAAUqD6KPqddaU6Q5wyXOlhqZYCpG2dNtdEj09dakA6fTpstGfGl48K7jU+o1rofzelKE096/6V6SXKOtbSvI+hBbUAD9a0IqT6ivrQHrZe5TypJY0kHitVZl0Zt+JISUBRWhWgAO4/5ChGm70FffodvlqL/YbyyeNQkt3tTmo9PXUzbJTb38Eq4tlBXLjS7+SIKWEzUFJAjzw5ShLikOo9VfFRJSobaDVRHX5wNrY7yV/lA1jO41u9ENVR3ZHYA+0gnmte25P+v8pu4l1svrAqO54tFw40hFwpQ0xDWS4CAUKSgpSlRGn5Uaj6/j1+kTYLpt1t9tcj/3Ldh9gT8K8R38PhXskfFspqceK3M1pS/AwFt/uzwmKrbu+SG3UfE0JNSdmmp/06NOAdqeMQBiEyoPJ4jJmxgKxzjTApt0eElDaFbTuTVJHofSgANVVHuOmlAzzpRKVO4iW3IzK1KSSsDT11PqAASRSn9uoznnUcakhgc0L2+nSvQGGxVQCSRU/gknQ10rQn36aLyiDKlCNgKgY143kIQQVfFJ+Op+np6+o106SpPbS6jV4Y3RzQk1Fd1PiRWoGnp6V1HWVlBryrGImbqLqCgqCUp+Sla611SdPx/16+bn/cXC+TLA/wD49nLia7v9lQPGuaxmDRj22iATQqrTXStU/L1CCo616sX/AG+26ftbI7gbglfWag/eZ3/3TiB/pojMei12EFNdoqQKCo/MkJ9AD6dfQJcK4d4PeVcOuK1ZEVmgKgnQCiUk1KSPxOprXQ+nWqda1OXqrJJaoU7Umvy1+ulSrX4mp+g6yl10ykhKNRTX822uvp7+nr/SnWVlUzyQ+2zYbjVJKiwU0FfilxxI/oSSNPr0pilwbTcpSM4ZioPxdfrzjsm0rxrHl5HdbrKeis2REeXIenpX+YxvsG3JrSmUVWVoSQj/AC0PUlnifUERjUSMug68O2oLpGxxtledIC4n2BOZOSDGgC8+eOuRv98xLln+IycVGWXC3R4sFSkud2EHlRTBdfRUsv7XqrUtIU2kVoD1f/LJY/cLY4Oi1aHIdSFRmeyufeYGywGTBzZXHW1RpUOOYB4ehoA73luUZP5m+O3Bt1dagWREJhVqbmsOXGG1dIoNvfeisJKXpDhiLBDyqpacJPt1fPMMcUt5DYhrATBNLqIVTHhgOekoDwzqPtU7rVr7p+o6JY4wGlEEg49ARlxpqPl3444Jw1PsmYZA7KucPJWotrlxO8l+RIkvBploSIiytDLmxz4mgDY96V65rCZrqF/gtajSADxxPs9MKvc8rbV4M71UE4BMOHp66oe5+JWCJXj+bcW//qaI0lh8h2S/GhSGmGvvn5MWM0hRDiHh8hUpcJqk00L9vaSwzESjv6gM+PEIMwVph13HLGPDK/tF2IOTssTkcMelCxzt/Hv/ACBcp868R8k41wNeG+KbA09kV45Bz6dbbJapinlF9uYzjrklWQy230lBQ0I6FKqlSqJB6mbjFbyhDdWQex5VhkWUFEADGg58cQnGmbDcQHsjt7XcJQYwkjYiIM1J8VxCgcdLSpy50U2R2mdDYkQLrEdZuEJpmJcGnW1mYuU0323juQNre7XsitUoAr1Hib3dJTEcDRoTNc7VG4lcckQngnxojfBrhbFuG4OTcnW52Cq4ciFtciXMTKS6p2K9JbYUuYEDe/BaWsOQ2klC1UJ1BIAb/cNmc20b3RHnknr7eBpFu18b3TLi44dOJzyUlEHacaH3lezY25euZ+UbNfmZWUMNqs8hhtaEuFESUlSu8ypRcVKjRV0AUN1Ca9B9rvR9ey0LQY3HE4rgvDhj+Fb3Nmm0fOHJO1gHBEKe31VMML8b+OOcrZx9fM3vcHF8WVb0RbjEgyWoj0lp0oK47jzxbTFLqkEE1Bqoge3VjtmywGRylznOy/icPVVTu2ulnjjBEcXhhdOZCqf50QOHzeDfGzLMuxLjm349d8fiW1tbCEyorSVXFlsqLSXkqUtTLLZ+QSTuVUmh6H3l05jyzAOcRqT4YYYe6rJtUGiAmPvwhdOvFeZxzx9dKK80vJzl3kK9WvGccvbNhxFc1xqVb7U99rHjNuPKacc/7dW1KSmgq8VOKPodQOozrV07DJKTqTDgOi8xTN5cujkEY+XEuC+0UtDk3jwxLky3askE5cpkSX5rDiHGG3lKShaLiqN/39skhdUkvAJOhr0N74ZoVyDiuPaUqTbsJCxlijEICB2AniOdVlPxDIrfmGFRWG7s3C/drbNmqEp96DNrKaSpxiU2sJdaSTXYSFfhTqt7jZTNmbPGX6AVcNRxPBPxq+7B5kiit5rK+a0PLUYQBgExLuCqEBFbFvCGQT217H3mXUNW61x4xQoOdpKEqZ2VrQOJCNRpT39uuqeVnidumRNOgD+dcC8yEi7kcxQ4SO+IP40RWWck49iwWu4XqzWq4rjfbKXJejImuQ5A+bS3XErIbdPoDqkmooerfHY25eHSEFDlgSoy64Z5pVb+onALYg7Ec0BXPPBD0qp+S50LLMGkqss9pDUu0OBiTbVIICmy3sLZZ2nt/HaWwQamp6XfhLct1LqOfHPjSbZ7vqQ9zE0tK8ss1/GgcFm73DWdWKQH5MxzE78jvP1U7vbDhWPkqp0qanUe1R0xdW309lIJMWNYei4URt5C6/j0IFeAEyxCUt7+HaQ7EyjnLG9hWuLcZi2mK0KnErWVoKSRuKkpqQDUkU6qflSMOuZ8MGvPvBq1eaXpZwBykujb/wCU41YH8s0HtWDjy9BjZ2bippxIAQpCe6tKTUVUhSgsn1I9OiPm2BrrKJwzafxqL5Sl/wCqcw/K7D1ocKXJ40865p415gzm2CPvzLRKktOZPi6nFCLdmKgOyI7RO1i+NIqEq0S8BsX7EUe2MtnKy5iUo5U+PtFXa9giv4zBKgfpQE5YjI9PhmK2quGucuPOfePrPm2H3OP95OjIcm21SksTLbcEoBcZW3uDsZ5t9J3NbQpJ0+hN5tdxt7uVLdx4d04ELzHOub3m3TWY1OafD1aSqYH25HNp4jrQQ+efgVi/lLikvKMagxrLy3aWHZEaRDQhg3osslQWyAkBcpaknutEVdGo+Veg/mPy4N4/fixnGYwBJyDgTx6HOjvlvzNNs8rWPKtUAOX9P9D+BbyOYpOvjRwpfcWt2Q4zmdsdtd+s9yfiy2nW3EtyVpdUhDrAWnVClIr7lJNDTrnUUdxZO+nIR7VBXgR+ddQkvYb2H6i2di5ykEg58ugyWiWkcdX6GtiXBdaQph1DkcpShCwUOVAI9UqUoGh/49EGzPOLlDqg4ojsj66vnPLFmr+H2DKLVe3I8dcYR7izG1rKZSAnRFFita099epslxMIxIHkLx/OmXNJIaFQHFCmfI8fwpbWc5fyMxdJLLmVzUht1aW0IATtSCQAFA1VqOhv1l2itkIK9KKxwQucW46QOZ+PGvPh1xyybNbdyG7SrxbHBEkNxpJR2kyYU1l1BSmh2uJ1+gI6L7LcTyXoF04viRQDzBBFCt3YIrN5hwBBHtHWthqyWl+7cYwX4UhUafMxV5EZxCdimXvtDsWlA/woQCfcV66zd3LvBe1pLSWKozHGuHxWwF0HZnUMD2fnjQg+GtwyiTknK2PZLeLjd3LVcniwzNcUpDXe2KUmLSlGFa0T6gDTqr7Tu77iaRrpHFjeZUL6+tWfeNtZDbxuDQJMFTtxojMuxCO7zbxTlCEr/wC1tOSxnkUIaLzmI5DFQsp9VJ3uj/SvTVzck+Y7aZcmOC9NDx+NJtGv/wDjd3bcdbMP/wBaxy/woNr5/JzzJGsK2Mbt2NTrw9IceShyUpttG4/poRHda1Qhv/qALopXoB6dQm+cdxa0hzWPf2kfmcOVWdvk6BzsS1uWbFX4J2mu/Gv5KPOQwSiBgXGsiE+j5PTLxdYikodFN1YigAvWqQdPqOtu8yblLi6CIv56nYHgfVUqPynBA0tbKi8EGXYuVYa9/wAjHkbhOMyormQ4vEyu7S5EqS5LhulEVTqtyI0YMSxE2R/ZS0lTg1JBPUA79uULTqcx8hJRzhj7BglTmeWbOV3dwYGgI1rcDxOQUDgKGy6/yL+Ut3d3TeW8bjkKKiiHBSkn0BrsW4akfTQU9Pql3mfdS3F8IA5N/GnB5V29hylIPEtaE9SInGmd+BHKV95ntORZTkeQS8guURYZfdKUJhsLddQiQWXdralh1Q3Af4Hqx7Rd3W4Wzp7h2oE91MhmD76qHmG1tduuBBA0ahg4piTmF9VCfMy/kPIf5O7fjjORXlrCrLbWa2lLxTAffemrO91KSCp9LKAEq0KR7Hp22ubtu+GEyP8Ap2R/L+nEEnDieFNPgt2bW2bQDKXFSc0AIA5HEqRwTCrM/lvyrJMew3j8YpcLhbJhyBlby7fLUw4qKl9bzzDva2pXH2tCo9z015gmmi2xpiJBdKFTAoAT7OdNeXIILqceM0OcAc+uA5do60mO+86ZXfkw+7lOaxHI7CWpCYt1lJaedACVLBTIQpQA0SCNB6dUL+5XGLTJL7TXS2eX9vaVZFGcOKj2Ia8Fs5SvUCaxPVc8tuRaWlRan3V59hwaE9xp+StCtwFDUHpt145EcZCvM/xqQ3aIGYhsbSOS+hFT+68q5JnazcLljl2VHhpAjrjXZxple1AbSpxtwKQkpbFPidaV6ba+VwJ0uI7U91OssbRjQCInElVLR6euoMvk2RFmJk2/G5CZEXept6TeHXU/GoNUdkhxJ1J/Cg6QZyR8vvNSY7O3CFjIgQeDUqics8leQJFynvPM2toNudhttxpStjTdUjc4R8x26AenUF1y9VRoAqZHZNI1AoTyApnX8a3EHKnP+SW/N8viMWbA7K790A/Fkt/eNJUlSZKd5BdLpFGkahXvTq5+W9imuiL29j02oyUYuPAe3+NUPzRv30cbrW1fqdqIwATgpHZkoz7K2YrxcMR46wuVf7l2rfYbDDDhbqlrulpKUdtCU0St5YAKiPYU66Cbk2zce6xoyHp7a5kWOnK469KlM8fTCumy5vZsp4/Y5FtLPbtMm3zLhB3BQRNYgIWorYLiUrDa1J0UR8q6dKbeCSD6gKWIuPalMOtzE/wnqpA7QvOl1eH3nlmXkTztypxtcsXYtuIYPc5sG3XZASVSXIhIeWran4FCviKqIUNfXTqBtm+M3GeWFsZY2JxGpfmAKKgyK8MuFENz2l9hDDM6RrjK3VpTEKqBciQAp6EUYfN2Wz8K485DzWwodVcrbZX5MQMVW9Xa4StlPoFLCNlRr+OnVgZcEMdI1e6wlOJTh66DOia4BruDh6eqtRu7eQXNmb55Jyx7OckjX43MvWq3WydJTGZe+4rGhqhgqMlQWAhzfqdfTTrmL9w3G4uhciWQ3ReoAJDQSfl0DAjgcDXQP7dZR27oAxvhFuLszl8wdwK4hK2lrYnL+VPCW127O21DMMqxQwyH2whT0jsIShToV8ktpUojbrWo166DuTTd2zYX/M4NJGWPEdnSqVZFllc+MxdJXE4qOB9dIh8peH5vCHHfGWAZG1Iny/uJExlLEYymWIzLb7yHHEEqS2FuOUSfUlJp1TN7sWwxsYuoOcvYg41cNqu2yvErAA1ocMcc04fGgdxvMpfH+d2nPMdlyWploLDDsUPKo/bkLC3GkoW6pSHBqpPpQ6HquW629x4rcDkU5fnVnf4xb3VHdwIwVcC3llwxC04rK7NavJ3jyx8y4Bdl2LkzGY8eQqbbD2pCZbTSauyOwUOrYnpTsdRU7HKH3r0ev7aaWI+B/uaQeahFGWC1qwvGsGghYXOT1jHI9P08Ku7xyy7ybhcS5Jytxv5BXa5crYcsmZhc2Q+uOWIiyFlciO+mYpKC2UFCg4Pem3oCDMbbVGQ6QD5SMiOHP20V0xvLZWgl4cgK4Y9Peg4Uyrxs/mQRmuBlrm3GLbfMqsy3bRlVudjtm4Jcj/py0OvxmQpSdCpBdZUnadek28pIV5LJAcwT+HFakXNveQtCM8VhzXEHlgf41f2E3P8Ajc8j7vdJ2KXGBx1mt/SXbnCSUY8FSJiCkkv23bbJIUR/81lBHqdejztzuHgCfRKgRSEenIuGJPU+2gLrDbzI5tu99vKupAVYHZqAeuYbhQJc9/wrctu5Xc8y4I5AxfNsJyCrsqzXRmPFujYKyULt98tyn7W84AugU6hKiD9enraS0muARN4EZHeD2am4ZFr294JliCKjT2u4Qwa4WMucyCxyEE5904EcUUEdlfeOfxqZ/wCP+JxJV1tSLPd5ZSpxiLLauxcfNFmK/IZRuSp9XoWwUp9+ug7Pf7CxIbdzPFJIL8QvHEuAX3YYVUN7tN6fB4szZBEGg6XAKXcQNJIw4YGoL5BcM5nkfHttixQYtztLzrz7CFKLzQZUnc2vYKhY3EUOnULzDPb3DxbxOBQ4EYjh7qG7SJIHOc5px9RwVc+IrP5XcsP4H8Sb9yFY1tHkq02uZClyoaO4993BiJSHWyx+t3me4Ca/Co9ffri+9RTSbg894MGIPBF/FErq+y+H9HGdLRLpQpnmM1pI+N+RPNGTcARWsphXO+Waflsgs3+ch5UduHcLml1DYcCVMAKeWQt5G01JB09ID5riaMiQIHNX1LhVjAiid4QOotkyCcR7SlMe/j68mV+KvlVZot+cl2nGOUINqQuI0ZaIrF2S6hoSW3H6NtOJddSobd3cClfj0c8uz/uu22QpHOe7yDxgp7RgnHhQjeIUAv2YPhaQ7BC5pKtRMQhBx9VbWXOfO8Pju54Dk2V360sY7lk2HZodzfhxm2Y9wuIDtr+/qpDDUafuLffCUhKyAaV6NMsZJdTIwfEaUTIqqegNToTFc2qukLSWah2fgnOsZ5GXy8f7AtN2anRJthuD0da1x2o7KW0vbCGw8ygfcBRPxqSkj8epHl1rzujmTtIkjBCHMHsqvbkXsjY3WHMc5M1xHLpxoX+DGrtd+aXpeOXCPbpVotSH3pS2GZTL0RwpSuJPgPntyG1KR8FfmSoaUr0d8wXDbWw8R7V1OAHbzqDZxyy3DY4XaXISvQZ0yzHPLOw2dyfas1nwIy7PJbgz5BxtpqOFKcDbLq3Ic5aW2iSDu2gJHr1WW7I+7Y2SEYuauJbx9VSYvMD7Rz2zOcjSVKKfw91EobFx1ylaVPT4tkuTNwY7jDgQopdW8xuS+y8la9XGlAgVoR9R1Aa+/wBrk0Rgt0nJAnX+dEpJLXeItUzw4OCArjjwz9xpN/8AIB/DNwV5f+M3JK+C8Qs2NeWnHX7nk3EmUW1Ee2S79nVgQu7DjXMXNzMeZjnJ9qSqAy67RcWY5FfbKS2upDctyuLwx2W6iNtnKA+GUtAdDJkH68CY9aNna4keGXPA1NbQO0tBa2ku6bT48u4Wji24tmkltzbnF8bY/l8bw1kt3NCmVnh4h5Fa/XgvySvMMYj2+8Wy+WzKrM/JxTKMYu0F+JkFizDD5Ttuu1ivlpkNJeg3i3yYLsSUytAKHGlDUUPVwsJbi4sHMmjdHOwjU05te0aXs7QeIzwIUEVGvHWrZY320rZbV8bTHIMGvieNUcgIPyuacAuBUHEGnacKePsW849lPJVtu60zbLDn3S1xEbYDbKn46n0w3LcFIXVl1vYtFBur6V6YurqSN8VuQC2UoScxj+XGlWrPGMkpenghURQcM/wThnVVXvJbX5X+KfJy79jAnXjHJF7tSbaqCXnH51rbfhqIjuhMgUU13G1kKqkghJ6N7dDJb7gLN51wSq3vAI5QUUFQvI8c6r11J9VbC9Y0tmYdQRxBaQc2kYheIXhSNvFHlaJlWH8pcbNfvFvynE5c+woamQ3IzNrVHt8hiKIkRxQWKj0cCU0B1HRjZbuJ+zXNlcahdQTSxlr2JpGnuoDm3kclypd+xrr1l3D/ALMjGuUOXWSe8V4FRiKYZ/HVjisEuGPJv4Wu43VDkhMJ4qU6ypc1QdcoarQwvfuUTWhP165HHDNGZYnNIcgOPZx7RiKsnjQPdFIz9RIARMRy5pzp22UxHliWC0EpV80FICa1qtKt2upH+vXlb/LjyNB55+zt/bP7t1bxOkY5FIICoO1B8SqV1n7W7o7bfMTWL+1KgI68PVQ75zZxkWI5DaVtJWuRb5JbBFQpxCSaAEaFSa/26/PRPE6Ii5A/eicHYc2nFOxD216+hdpkDSvhuw9uRoEfHG6uWi43vFZLgSq1XV5LLZNFdlbqlISlZprRR0HX3U/w185DzB5HbZOk1ysjY/qFCO7e8Ca8z/draTDuAna1AQQe0HD3JThcCm9+1snuBQQhBG0/lCRVISNSpQOleva2Z7a40DmuQq6rW8hRHpoACB+XUDcCfX/Kvr01I0gg1tj9Y5VJUaUNCPX1OutDu99D9OkkqtLAr0pKfT0BND8qDTWuvrT06TW6+HO2QpKgg7RT2FR7A6+h+vWVqq1yVhIbdNUlKg4BX019E1J1pSnTgAkjMbsi0jtUVgOl4cMw4H30CXKEAKXd9vqsNP7RpTY5qUlPqonQe/X51/8AJ3bHeVf8ipr+MaQbyCUKECB6OPZ/Na9teTJ/rfK0TDxic33VTDX/ANo4LMtskb2GXpLa9U1oQfga+qgFfT16+8/2l3H+6eQ9pvFXVbgL0QEfGvIvmuD6XzBcsH9a+uvH448OMxszOeMzyZMOM2RFdfq4kodV2dwRtSpKUr0BA9aeg66i4sjYc1eE6fzqszRh7muAxaSRjxITGu7yG8q8w485axDCrbCbeF7uLMVxffBcQHKFDjiACkNj3OnWo44ntV3eOXrzqK6OZxBGDOfZmvoKZDgWVT7taLbKmvMtLejNuFAfbUCVJCqJUFfOgJNRpTofJp1HDjT0QkcdLlDW9Eq2W7nEbQCZsf3P/WZKQD6kkq9QR/r0x2VLqO3XIrYtWxNyhDZqVGQ1XUkkk76BPtp0oA8jTEqvOlpCDrxrxTL/AGl6KQ1cYjqkIqoNPJcIT9FUUQB7A+vSUPWnQiYEH10KnJb8WZIUGlpcKVtmoISaEiumtAmmlPTr5tf9xg//AJl2LT8wnZ7P513r7LKJrjq01gsUnxoCmkPupQs9wqTSlSVbUig9QkDQD+vVp/wBU/ak8/HK+9KHfebHdYQD+j8aJDHLpDWlIS6DVNCraT7eug9D9OvfqH1VxUPY5QMUqfs3GNomuhACj/nqKgKR6k69axpQz9PQV7k3OKK/qKqddaEggkEmmlfw+vWVuvNLuURSTrtqDQnWmhqD7Vp/c16xfZWuFDZzhmrFix5xbENUtTzzTaEAOqLq61UwO2CU6CprqenYW65A1UU1EupNMZIaqeoL1qY+JXk3YOJsncvWWYZdJ7N2xwW23zLPGbcutqUmYZkhqKJymWQmeEpbdcQtJ2oAVVNR0m4iD2vj1HvH0XmPxpVldugljuBG17WNOBKEKmIUZ8Ow0H/nH5DZP5G5+zcYlnt1itmMypLONYvEUZkiKmSha1Tr/cKJ/dLxP+3QFFtKI8VFUNgmqjd/IZEd/FFISIFVeZGBcegGAHLNTjVH86vnnc64kQzggIPlYDjpHErgrjn0FKL4XuWZZF5p3DL84sqIUnCcejv2J6OG3ZTEl55PfjxS6G0R4qiyFl1JNBor166nu9w0XUzXMb4YgAYR83ePf9qBf4VVrVH20byf3XTHUMh3B3fYpSrs568vc/5hyV6HljFvXbMYvr0eDCjthSSuOox0Si9o6dzbelagEn2PXNnbq21mdaW8bWwNkxxUuLTn07BRpkM92BezP1vfGQATgAShA9mfKrk4482Mw7WLOJ4/t16h4TOt81cUOtm33OFbpLaxGeq3WPI2tAkK3IKgCaDTo/bW8O5wmdrXMcScQVxOHtHKo813cWixv0EEBoBXIIgPNcj0oxfIX+XvnfldNosvDvH9h4jwaCwj/eGRZmyMvzvIZLiA26xZ2oa2bBillhIOiqyZjyjWraRQi7HydFtsjrhxEsrstQOlvqCFxPEuKZIM1Kbj5w3Tc9ERcLa1YE0RIXPyXXI4K1qBGsjaMCS5xwFXrgHjrdeQ+LLfyPIn26S/kNqbupC0OqcuD1wQpaJLqlBS2/u3gdVFSkeuvp0Fnvo7W7daTNJe13Dl+CVcLYG4tGXMTmtic3BpwyGOKceFVbe7dfuOeIb66/AWq4W5uci3xWe80PunVqbEiO4SH4TG8JbQppqql6kkE9BtydHLI+WLFqe/kfzp+DWHh0g0jVkeRpF3hRdL9m3P3OHH3KVoyBM3No12vlrP2kx20oS5KetbENlbqimG/vaSpchZWXAj5a0HUny7ZQ3c0sjgQ1iHUB/SUReYVetMbzPF9HDHgXFSeHAlD15DlV+XmzZxZ4v/AJPyp86Neo1ymPsyw8Vsojocc7KW0OUbMZASKLKVajqXvcJbK9zCkXdyyy+bt59aAbLLFclkD2lshc7B2CY5dRxBVEPOgE5Cw/PcUzlb8jlOfHhOwpzr7T05xceRIb+KWN7gDf6qjUqFBQadQbeEPcC4j5SceJ5VaLlgjjWPBxyIB7qZ+3rVIOZllOU8XZpFseL3fJbu1MkQrhfld77NcJh1TTcl54p2MajcjaQVEAgn1E9zomQ6HlAmR4/wqvNxuQ5rV7xK9vP+PrqIcJ5U5ZICLJyjCXdULJYiXVUlcTIYfdXRKmL0glEpLKVBKG5AcQaUJA6ETRt1q3ShByPolXDa7e1cElaQ0oEOQ7MePOm+cajxlVwBllsv8dK8zt8J2fZ7nNjJg3B99CkOsvSGQ45Fky0IqCpgJSutSkdQXtZixyawMV4g8jxpe4+Vbxuu5smLEhc1HEnUBgOnMrmONTrxcjXyFZrndLjGc/8AtaM5NtyX1KdWhlhckxkCtQham9pqa1Jp1Ytlf9LK9rUPdCdOVcq3y2d4x8YaXggFePOlkeVdzy3Ib5kU25u3uS3HuDzUaipbLUVtuoK0JZWNoJ9CRTSmnQ69Lpbh8kjlKYDUidgX+NPWUTRCyQNVRidK5DsKfCru/ja5ayi/Jzjjy+XV66QrRbVTbWqesSHIzbrKyU71pJKQUEVJGnr6dF9iu53tfayEujaAWknEf6eqZg+qh25WzY5w9vdDgungEwUclwUetKLYsxZCL7CQrc1cLdfIylbx23FutObtifUpHpQ/m0p6dX+5YZ7F7OcX/wB7VatZnQ3EbyO6Jmj1EpSt/wCMuPFxXyC5vtjrVa3i7x0LQAlSyJUlOuh1GhrT06p3l9vhySlo+cNPbw91XLzCTJaxqcGK0etKI/8AkXwz/e/EsJKT2pkW8mVFCjuK0pUjYVbhuSlCa1SPrXqX5jY98EbQFcVAHDH40P2Cfwrg97SdYPRQCgPQ/jSJoEWZjFwWxNjll9taQ4w6KIcbQrT4n1B/MD9eqe1pjdpwwq8OlM0esjvEAp6Z/jRxeMnOkjiDMIue46yu4Mx0KayPG2nWWHJEdwIQqbCjvhyGi4sbP01LSQtKyKg0poROErbiAlsrMFAzxycOK8Dw4Z1DnjUrOzXCWlqE4KcV6EcOlbB/DPL2Kc44pBzLF5DILzu6fbGnSJlslg/JlbKil9txlw61ooEdXiG7jlhRp/cDQvMYZVRp4HQOLHczhxHU8weByNRnm3gaw5vDn3qwxItsyxKHJanY7TTSbs4kFS9zaAB906QVODQOEk+3QDctoG5EywgC7OR/q9fPhjR3Zd7ftqW0xBtC7jk3mTS7JUKfbJL9rusZTEmK6ppTbjZCRtUpG5AKdy9yk1r6jqjSRyQyOikBEjShFdIt54LmEXFu7VE7ivx5V1XCdcP2dVoQ8sQHHA6phFCndoNzSq/CoNNPQV6bc8hoYvcWpHcOIAWl2cpWwR8imo2gDur3CgAI9aJUK1NP8vU6jpoDvocqkKHA6Uww9OtQS135i2x1xQ2VvMolqQnRXcSUFVClOlKih+tOp9nJ4c4LM0I91RrxglgLHKhIHXGti3x3vUW/cM4JPLqgt+wstqS4U7Q72Eq20IrqK0R6GnXS7qYytY4KGuiaOuSGuOeC+G4RPlkz7Cg+GJFB14tznrT5W8y43JdbREeUuWwkI2BxsKeSkhSt20oKwAPRI6pO3DwpJGL3iU7Qvxq07nKZoWyBdOPqOBRfX7KPe/QrcvI8GfCgWmpt7SvSqEg2i5UB/wAwCpwJr9f69E59RuYZF7wLh/5TQ23cBaXEaZhh/wDMPTsrVbUzITIQ6lNEpWFfJJINCCafjT6dUwMARMwa7MXNaRqKE1PYOdZWQ1a7e4WgqqGwkqNEjQqQAPzU/uepsc8hRjcqjyITqLmlyplivAL041kZXGGY5csrkrLpDe9f1bRTd89x+FQa/wBen32kspDnHhSGS+CMleeNYhrg95G4uPkLRu/xAII+J3Gta1/8OkjbZSMDhWzexqFp4/8AHFg6MH4hvTyzU3K4MJLqajULdUdw0SfUfiT10Dy/B4G2ti45r6zXKPN0vibl4gyOPXDBDVh4/wCLc60eR8/ni43KO9AW1/2kFttJkFxCFBsCvyWkrNV7vyGvUyWydDduugQWuwA9X4cKGMvHTxNtye4ASAOZ59KGb+TJC7s1gNlLHccmOrHb+KlGqTvKTqUhRWNfcfj0N3k67KOFvzOe72IlFdlaYrovZi1rBhzxpb7HjAVupBguoLrSVkFLm1C1BJopTmuwBQ2q9+qydlU4YLXRxe6WBXqQOdWpjXh3a3i1IuEtbZA3hlSD8kg/Ip12EmlNSAkdPR7HF80hVvpkcqQb0u1AueegRPzr28mcOSsdsX7PjrCAJi0NOpQ2FLCKAbnFgVSmifVNB9etXkDGxGOEBpd6LTscrXuDj7ezpQ+zODLjGt0qVNAY7UN15ICB6gfIKp8kkAin1HQn6EganFpAGONTPqHuJLT7sPXivTCq38R/CHJPJrl+S5Otz7HHtnuqXZk51taY05cZ891TzgGwRGymlfVatPTTrWwbDLuF6Hv/APs7CpXkufLsHE0M8wb/AA2Fk6CN3fe0KW8FHy+sqvMcRjW29x5x/hfC2Bs2GyxotkxnHIKFPSQhDLklTDX6sx9IA3KWE0Sj0Qk0A6645scTGwxAiBo7o5fxOZris9xLdTq75gOWQHP4mks+Wvk9l/kNyO3wvxjGnv4RbLlFYyGVa9+24diY2Fw+80QOwBUvEHUnZX16p+630txO2ytsIBINTufQcx8atu07aBbuuLgfuCJQ3PHFHu6cQOHGnUos6bB41RoDR2qtXHUhCmFEJeZLcFSSCyDVCWlfEpHofw6skIDIw1O6G5dlVnF943PMZ5+v8qUp/FZjrTFu5pypcRIk3bOMh2zAPktpFyfbaPc2hLg+BBANQE6j36rvlti+O84HW7/zOUepPjR3zG90dvEHYMenVQPhivqpy1ljQ8wiP2W9WpmVa5rLkOfHUgKalsOoLatzZCkpaSE7qp0ChU9Xaya1odqQpz41TJJniRulM09VD/i38bPjDi/Ib3IUXDVPXRUszvs3221REyC4XSSn/phPcIrQDTTqQyCxicZmQs8c/qQe0cjTxmmLQwyHQOC4EHMEcRReX+y4wYcpq5PRLLaLJa21QIjSEsx2UsE17QSCf0EjcAAamgNSehF/cPgLHtAcru8TwHP24VO26GGYPZO7SjFAVCSOGOVFtYv4sPHzzG8X+N77nWGz8Q5Fv1rauTPJFrmFzLEJmvTEx5EhEtyTj06y3OF2no8GQwDHXSpBqDS9138229zQysZc7cxEjI0FvdBIa8DVqBKk4tOSV1Dyz5aguvK1teCSS03KcuPjKJGOBe4MWElNKAABWuBBOrGtMH+Un+JPyZ/jc5ghM565ZORuEeQLndBxPzhhcMxLXeVxiJLmLchYs6XJmAZ/EiPpUporkWyekKXEfNFNIARGOd7bu0eXWZkIIcgkYcw17ciCPkkYS12RDHK2jskMsAft+4xiLcNIIc1TDMP6oXE6gcjJDIBJGSQDIxHkevFjme98NZ1Ct9yjSncQvjiYU6MtlZitOOgtPBaAQkNPJUSCaFKtR7dWWK/gZGY3uCfpd/SeRHI+41XW2UrSQ4FoJx6kfK4HoaMnI8ruvjvzhE5J41uQufHnILLTmSWOOSW0pmKCVrLJoNyELU26NCaAkV6FXNu6GcyD/bccuRzP8KJ28vigMVupueQX+WOFVJeLYw5yrd80wNudGi5I6J0uJEWtlhurgUVSHQe203VQSVH1GmvTbbRwPiAANqTuG+Ry2ps2lyp3XZOKZhO3I5UTvHOI4w/kluk3+6oauEwPOruVtckww2+20FJZiOQ1Im3SeVJ2JS2nspI1p0xIZA4sjashwHN38O2q+IJ52gPL3DiBiG8yvA88umFFnxb5fcgcB5lcIzPJWSuYzBmJgMMzpjrqWtqkq2SVoqynthe0h1CiFCh16kW7JHK2UZAHgo9fKnoo3se2QOcCQgxTLIpw6+2mLZB/IriebRsXkXfM4t8kw0bUW/ZHZStTraEPKUWAlTjyvQEAn46DXp5gMOpELXZ1Iuddwxri5S3LHKojf8qsOfYVluU224NpffSt37dK0oS0QUlxYSshxpK2U6k1UVanojamR0rJHBWrwy7Krl7aRQxPIIwC+3HH30rLyMwnMFYXOb7EtzCr2t5VwlAuIjKtiGmHbrJbDZqrsRnASaKHsQeqvc2l3c70baFXMRx08VKAFOOOA61bdtu4I9rbM4DW5rGDD5jmGr1z/GmFc5Yx4g8UfxhwWbM7jj77FotbtGHITl8/fFpYkPNqSypSw+lagtTafyj1p1UHT7ta7k/b9xWOSN5a5pHXu9v4UUjEV1bie1xY9+sJghHzDomSUifmTkXGcth8UXLGTBFxsbNnvTMhIejyH3baG32u3IUtSwp7tlO0fE1B9Opgk+ncJGL4jZA4HsxXt5UUki+qidA9WiSIgHjj24YHE1tAcVHGf5EPDuPiVznOv3u1YlHTars4pty4xnY7RTbLg04goUH7Ld20pfpWooCeuh2102aMXEhJt5SA/FDjk724g8wlV2ynEUwhYzRM1ndDsjpwe1eS5jk4HKmO+G/CbeVeHeGceciyZF3yGyW2Rjl6kSZK5EmPdLRLkQ3HWXZFZEcktBbNakNqHr0xvN5d7f5ifPAcWhuYweNIz5g+2kWkNluW0Ne5Q2R7nNTB0ZDiEHItOGKghOBoKOR8CyHx9zm+KsN+kNzOw79jKcjLdeFuShdRNbZbcCWY6R81qGzQKKh0dvHy75YNdbxElV0gFyOTpih/hVcnuo9oeW3kzWPaSA4lrFHPvEBeYFCtc77kmQxUOiWuYh6S1cpctmU8tqapC1lTTL0daVKjrqSCokp0pWlegf8Abd3a3QHkNGYUgDoOPtpI3rbTg9gxAIwGPIk44Gsknkryjst/sl54gzpy1Wu0Rvt3sWu7ypcCarclRUtLrlIpbP8A01pP1BFDQWjY7WYQPgvmsngJwVFA+PsOdAd3u7R87LqzL4LoA/LkeWHy5dOWK0Wnhv5qcu8VcxZVkvku5Dl4Xn0GNarqnFW3pzFmm2p5w2vIG4CF99TrTbq23O2nctska0FJW87NBu20iygYyK4hKxopzzaSc9Q54Aio+yb+/Y95G6udLOyQBkwAAJaqhzWhBqjOSEEgkUMnO924hsfnNy35IcS4e0cR55Yx25ZlFahqtUXJ+T7fa02m78gWu2utIetM6+xI0RdwcUhImy2lvFIK1EvbRa3EW2R2l1/9oiYAXLiQ0IwFOLWAMBzLQ0HIUzuW7Q/XTzbYxLCSZz2xuCaDIdUpGekSSEyhqI1znkJqNXfg96uFous6+w5328O8tj7u2OMuPMOJdjlLiA6O2kGikkqCRuXr9ep08Eb4hG7FEIOCrmtDYtwuGTmaMloOYXAjkedCD41c6XKx+VfKvGEy1uxcPvkZyVFU4kNNTC99w3KeXtAQp8PK0IFQPwp0NlDg9wbqPhtBOPM4FvUfCrbbhktq2RrQzxDnw/5h1+NK35bubXB3m1nV3axv9gtGUNvt29OxtMeZLdAjplylBCWFq+0BLVACae5Nei13eyN3JlxKz9qe2a0OVQoIVTzAHHGmbW1b/bnwtKeHKpABVBlpHLHDpTIvE223GRfbTySr7i4wZspl+J+k4pMGCmU1BfUClKgI6O2o0O1Nfp1X9wiLrmZ7Wnw3AOB54AL7qeieyKNjpHgSNeQ0HDLl6Z07Ll/jhVsaxu82XK0STc9qZUR2Q0tmay5GTKE63KY3dttuoSpJqKKFSD1zre7CLetivNpuY2aZo3xjUFHeBCnivUVebCV+3bjb3sUpQFrinqKckKpjxqjZMExXvt3yhVBsWsj4qSsUXp7pUFH8evza/dvyjJ5R+4W7bFIwNZHdPLQB3dDyo09MSO0V7f2a+ZfbbDdtUBzAcc1pVeaWWXgfkil5qaIltu9W1oXXtF1Lpeb7SAEguKQa6+poK9evP8DfO39q3c+XbiTQ8SGPEFC12LU5FRhzVKpP3X2sXm1/WRAnBSBzHHsTPjhTUOMslSbGX+8O2w1vU4ogJKEpoFEpNdwoagadfZMEaQccq8pENVwwzq8cey5cxsPMOJW2FhvekVQRqQPchVD6+/Wy1cHe+klxZ3QmfD3VYbd7kKSjUgAGgBB2g0Naj81R7dIDG8KWS8cv416Rd31Cu9Qr6aa6e1NQKUr1rwgvp66ZMr+deaRdHmvVTitxpuFdxJr+U6UrTWvt0lzWtGXerTXPcUcSh9Eqvr/cXXmnB8/kkp3FKjr7hKR719zr0prsMsRSmvC6AcPfQzZe0ZZfBCiXo0lqtPkdiSpJrqa1H9evhh/3CNidYfdePdIwNU0C+whww7Aa9ffai7dP5aiBVGPQ8+VB2m9yGH73ZlgoZbltOrWCE7m3dwWj1FD8fX0r19PP8Td8dvn2W2ud51GNjW6lVRpCDtGRHtrhf3PtRaeaJg3DWSUT1r686Gq+y+ZHOYrZjXEWVPwrXJUpM2LIl/bNtF1BWotLKQHVpC6oTrqdK9eoGuncAYy1OK/hVQjtLaS3+onDg4txIwyyX+GNNV8Qv4R7F5YWCZ5EeUnkXzK3epGRXux4DhHEV8sOMRsViYtcXrUq85bf7rj+STMmv14lsLe+zbTHgRovaSpLrinCmNfb7a7S1ttJZx3N29oe5z3ysa0EkBrGwvjJcgDi97nBSWiMBupwuPaty3W5nksb0W1jEDE0eBHK98mhjjK4za2hjS4sZE1gJDdbpSXhrBIz7x05q4p8ieRuAU+Rk2745xtkTtnsuRyG27NdrlYHbNachtTt6hNqajM3yLBu4iy1xkCK66z3WkpC9qSryyQR3dswNtpo2vDHYlocMW6gmoNcCGuQFzUJActTdsbZS7URfBdyt5ZIZHMB0PdE8s1saS4s1t0vdGXO8N5c0OcwNJzmccW5HDwu8XCB5ATHrxBjJdonJEPFSk7UqcZYbfUoKSnXbQknqHI5zGkpF6sx+dPWtttk0/hu8UhwKAtQL2oKrHgzCeRs+xS7om8mqkZFEXLDkl6ZIbUx21qEBwNAq7iZbZ02hQUPkaGvWMd+2sjhgUwbj2pUa/2+2juvCtmFrCxQCcF4he32VX/HXNGR8d5nfsYzXJJUmdbbs9AKZLyUtuqQgqcUlRc2JASKivt/p1Gu9Ub/AAi7kv59FqJHbOERmjY4kYHjlmAenSjqseUQMqjsTY1xYliSyy9taWFJSSkLoPeoJ19v9evmR/3FZ43+UbGMFSJWr/4uHMV3z7LxyR3E+trmkjj2V2vXay2u6x2pk+NFecQotofcQgEmhAqpVaiv4af6dW3/AACkZ/8Aoqe0EK25OAxIXLsWh/3hjkk3iLSF/bPxq4bBmONNhJ/f4CTtqB3m0Ee9AorGqqV/93Xv7WMuFcWdBK1S1pD0zSpi3nuLoSScjt6SNpUlD6TQke1CSanX6daJC4ZUiK2nC6mku9a+nSuHkrC2Qd+TxAAf/wBJ6nadAKVIr/frRwp8QTnJjvZWLncrYAgEqyNhSVUIDW5xJTtosggGtOmzqccBhW/pLg5jChx5R5jwpTMZhm9qU2JJWsIqoI/TIFEhO4lSVUFPTp2N4BXDCtSWNy5ARzPTovWq7m87Ys0YcSDLlOyGYerXoy0kNGq1pVQIqaAEH1P16bMrQcONOf2+bwtbgCh9/wDE1VsK13rLp14mWpxuPeprjTUSTMX240V51IJMkA17S23KkJ1CDrqOrp5Qe6O/Y5P248+aYqlc/wDNMYMJLj33k8FC8MBjnlQ/QMKbw3ky8WbPcnZYym6W6Y9bUMPx4TjFobWncsOLIdmRH3V0QlFSVBQG4CvXU9yZbblbCUOLBj+oNcnMDiFz4CqNbiazeGPR5wxQkEk8eRTLkc6XvccG8qsq5NzW44RiNsm8c4pkL1vm3K5XEwpd3lpYFwXDs7HadMp5i3lKlOOFKAohPr6cu+jV7nSO0nWQMC5TgmQwB4kkfGrhbSS/TpFCZIYwC8gtbpbiuJIU4KgBUKVHG+7HyrL4vw+JNt0ZqVJvUpEaaw6loPxXlqACDHcJ/S3rJUr8K+lOr9sj44LCON4J4kDMFfhQPcYvGmc9BoBCLhwz7elFJjPL/GbHKPH3F3IERttjOl25/ts/BT6JLaXi9FdQkb20Of8AUSNUpJB0I6LXlwwAxNc0XJBLQcdSZ0L+lJ/cdr8LUhTgvvrZA4/yWxYJBxPF4kabIwd9yJECoZUtESNIHcS8Uo/UEMKT+opFdiCpSaHrj+5xS3Ek07SPrO8ccifz5e+r5ZXEloY7RCbVQE4jsPAnjQafyieUHE/j3whnOapVbI8yJFtkKw2YPJDl6uz8xtTUWyw5Cfv7lCltLNXmx2W1JUVFNDWvQRSNtzHdu09x7i4nHEI0IOPBBVqlvIpWP8NsgkfIxsbCCcB8xxybm5XH4ilm+FvM1r5X5SvOQXvGLbjl9nYhGXYFMtpE5G9BlRLa4yhNN21anHFIKiok60FerV5R27cLSyuotJMLXMe444Nd1OYVAD+FAPMUzHXUOokh8ZRAgViBTxBTNam7WYx8f5QyzLc7xp+9Q7bFlQ40duL3HQGHVJ7bMI1VIdnKUAklYSEVJ6g3N/M+5kE4RFaEwRDmQcz21I22xhY9k8Xf1BSp4kcOjffSp/Mflqyco5JFiw+P5eLW+Q+uM2CIdQhavlvXDUntMJQmtKFQ1oT066YO0o1yJmU9yZDnRRtuXwlCAUxAVPUuK8qDCP5ZTfH+yZHxjjFkVkFvvLYDsi2ds3KKtxtW16OiWh1lxQSopT3htcB9jQ9Ad3udF00sRxa3nkfT863a7PHNG90vcaoCHkOSe+svxbJwXPZWFW/IcjYscvNp6WF22Xb24EwfdrUlLMnHJjqHW3RIJS45DUpIHzoB1lpdGR7WuIL3cMj6h6dKeunSWcZltUMbEwcqgDMr+odD6jV5eS3DHInFGSYzxHx+/Ly+8Zi7bYVgttnUufcpbdwcZLUGISoSHFpSvtoKqDuKSgH6rvGABThzxQes9mdStv8AM93JEYSUcG4NaHHVwaG5nUTwHDHhT0bL47c4eK0HirCecMBVjV9yPCk3e2srvNrvzcmNCfixbzBkzLNKlw2L9YHprLc2CVlTK3UqClpNeje1OguQ+W1kbI1qNcWrg7NCoHDEEK1wxBzrmnmR88V/4N1DLBK9ge1sgaC5hw8QaXOHzFCHEPaU1MAIUQfJvwq5B5Iu8q98T59abFb7wFG62C7Q0rIUr/quRytSQXEK0CkKrT8wpp1q+2W7up/FtXMUkEg5+3KnNt3+3toTDcghuIw9PXln0rP+KfhJjnjnZb1dr/lka95fk8WU1cJLJbZjNtqbdQ8w04kKQkoQoltNKKPoa6dGdv225sWO1x67h3zJkBwA5jrnxNANw3EXM+uNwMeIaERB8STzOFRu1W9mJeJVrZcVKbROuTa336gOB9C0hVSd1SilAdKjQDq+wkOtmk4Kwe8IlVy4c5rg9Rg4e51K28O56MX8zeWMecNBLvk95ptQ/MlckkAA/nKFL1Hr1TdtcGXb4UTP1IcuyrzubPE20PXFVXnh6dtMw8kMZt2RYM/b5qTRyap1h5AStcV+lESGhp8UqFFJp+XUnQ9Gt0Yx1j+4PldgeI6iq5t5/wCpaRjhkcj2ilVc0eK16kYejI7TGE27QSsv/aJK1OMJqpakhFapUk11I2n8Oq1NYOlhLonAvABxAGH4n31YG7r4UwY7MOHEo3mUyPoaWwJ2Q4Rft/bfjzIr4EmI60rY80FbXmH0EDchxFRpqCag9V2V08Mo7qY8fx6Va4zb31prY9WuCjHPl2U1vha48k8VRLBzJxnHfumP3ww0ZRiKXglt0/EvPoFSk7G1bkOmlfRenpM268bNKWsVky9qocvw7KEbxtroWNkcj0AyKOAIx9XSnIYTzFj+b2aBcGXSxcXGEPSre4Ql+PI2KcWgJQpRpHUCCTQe4r1d7NkMh0sKP4g8D+XI1R7gOjUIdGPaaiPKnHVi5ItDt2taG7dk0RK1JUy2G/vjpuUVJ3HuuD81K19Rr0O37y63cB4sAAuwM/6h+fbnRbY/MD9tfoeVtnFCvA8FHEcj+nqKX7fLdPtD8i2zm1RZDClJX3ApIcSlW0uIJpUVHrr/AKdcrmjfDIYZcHtJBw5cq6xaTRzxCWMqwpyPvHolAvzM0lF8dWBtDiPl71UAPzelPT19DXpoJrwzog1ulpXiVqgIsN+ZcEtx2yoKUWl0oQkPII1KfWg00+vT8Df+pYMlKU1cO0wOPECtgDwwuokcDYtCklLi4Da47i0pJUOzuQhC1qBKSNlAK+3r101kJktIHA97w8fbXGtwlMd0+IBA17h7SqGqEw/7OzecN9YdQI7F9trzbKiVID6A4FBaS2BV1pSqgaVGnt1S2ROZuBi/1r6lzqzPkDtvDhxUevT76YhcYcdd4x9jaf0brOT3t1TsctEtG7eDUU9dfc9HpIRqjOKaz/6TQON4DJMQhYP/AFitZDF7CvKFMRorRccc2ghIG4Cmh2mgqCdR9D1U4ohINIx6c662Xu4Zfh+FFnxr46OyJrUuUgAJCVJKwAkGu4JCqfphum4H1006n29sRiQo91R33CsxOkDM88cv41cyOLrlb35bVpHeBC2iWv1FlVPkpPxCkp9gfTqUdYwTDpSnYgOcVd19OFRlXHd5CnUuWZYWN4KXGShThAOtKFSyfX2A/r0kOczHGkKCcwq8/T3U1Dxxx9Vl4mgW9bSorye5MWmlE1YaUpSVn0IQrWh/16uO1kiza4g8a5lvo17i5vAH/wBRUmvBwZyrdOT81z20rlsSLTic5+GkII+C2k12uq/Kl35bqJqkehqeisksdyzSEVrkJ6+nvoUWPgAe79TeARPXQB+f+VqRzBYbMEJd/abQ/cG103ITsDdUlNAAlShr7g9CtwjYGMBGLWvPaOX8asOyNfKHPJwIYE5Ek8OPOl4y+YeUpz6izcEoR8QkJU8SEBVUJ9QO2n0FdRTqi/3W9edRLQo5fxro7LWNg0qvan4fCrk46zzki/XCFHcuyC2VNqdACx8UmigdQaEH3H9enIby8mkRzu6cwKbuGxxg6VGGHP1pmOlHUni27Zi7CnG6BshoJIc+ILiUjeUqSoJDVRU+pPS5DJLhgCDSSQ3Ad0IuXCslZfGi55RkJsjshUmA6ntTXdq20uNFRLjYUap7ZTXX1r6np+x2ya9m8FhRgCk8AOZ50Pvt1j222L1BkzAyX8aZLxfxPg/CuGfsePQo1thRG0y71KbbbbXLdb3KHySUq7LdSEitCSVHq82ltbWMXhwhIxiTipIGfr4CuW3t3Nf3BmcO84nD0wX1YClm+Y/lJfeRJ54l4iVMRES8IGRXiE2opaCj2XWWXk6KfUTsNNGwCa1pQHfb0JHfTtAESlXcSn6QeR/UaN7fs4jDbk6nu0rp5nj/AMrVwXM0dvir4b8J8ZcUWbKbvc7e9yBdoDUuWuSpt1Ud5xJLkdNalbx3aK9BqTr0FlvZjO3ABhAxw7o6fic8qsQt5YrcmWQfUoV05HkEzRMOSrVyc3Ji2nhDN7rHU4XRilxYaQhQS2krYWwh9ITQ1UigIBI1r69W6JXwgKqt/CqO2R31K8dRXt/hzpX/APFjcpTvEWWWmTa0RmW8lvk0TFH/AOr+4uEkAhFdqXnAr5OD81AKdD9giMUT81cV7MTgPVjRLzNIHCGEIkftKgEk9mQpinMPLuPeOPCV05MmNuvymHHmYTSAhfelFAbZSpHqhHcc19dyqe3VjdOy2tn3DwoaFTmSUA9OtVdsYfIxgzc9B68l6c6TLaf5Kud43Ituukm6QH8buF3hNybGG3XH48SU+hshL5UWnnWkuVUCANCB0Kg3uZ1y36prBbFyENzC8QeJHsotcbSRbl0EjvFbjiAQRxCJgOVOM51yeXe+LrZkcBDzUi6WOLcUGPvUtKnWUPeiQdzJeIG1Va/26ORRNknGoamhpwOKqeI7KDP7r0OY5Uybwc8828e4DsfBV8gS15kIi2sfkTX1iBEhywnuOmqu4puEtalNNJJ+R0IANOR+ctMG4OuIQTKO6vAJkT6sPVjXZfJl3LHsospNOh3eGpVaDmOinEVcPk1xBA8weKLzg/JVwlZYlVrkfsj94UiQm2zOwosvwUNNoCHEK1QTVQoNeqLDdXVtP4riuPeB4hVKJ7qtM8cd/b+ES7UPldxY5MHNrRa5osdq4NzjM+Lr7Egz8kwy9ybTIbdiIW88w05vtstbCVIcR91E2kK11So9dEEcJgbcBoDXNBwxz4Hp6Gqiw3MkjmSSHUx5aRiCSOJHI8AKrzFeRpWZXNOLQrKhT6lNpHdZW40wupShaEl5akJFdaaj16k2a3jzBG0lwy5fyrclmbch7nBHElAeNOC8dOLLexxjcGcuw6OZEwIKLiktSG2Uq7gc2rBBkpcR8ggkbSPQmo6LS2/gsEbk1t5ZA0xbbbJPcukuQfpy7A/1N5KDgQc8Ki8+2YXhV8etuGxZ8i7PJUxKu0pIkXhSFrqlqJISCzaGEj4lDITUU1HUVloyNy6e87HmfbwB5Vcw61gtjbtjDQiHDAIOZzJ44Y1Ip/jTdc+48ySTDDEZ+NHU+G5gaQkqd3PqBcUUuzX9zdSnXUa9bmktYpG28rSXSLiBlh6Z1TLmeRXPiAAaVxwULjh8OVDH4x8QQJeVmJcra/NuzUn/ALjasqQltDikEJ7hISdydKUOtOmnW4cr2YlBRyECVqvKMch7uGHI0ceOXJnj/nmbx5KhqGIXuChMhmce0zFlNnt0db1ql/eQpYH5hQ9QxNLAfDj7riF7CMv5+qhd/bQOmLQFj0YLjniR1UfnRKc8HDbDhOPYZcLkzIg3O3XhURtlK3lmO+hhpUQPIStTSHw5tCjQuUp6Hoj5ejkdvgupU0ks1LxBcOHGhtwwR2zY4lLWuwA4IFC9BzpAXPPj5y1kPNuO8HYzd7wcS5Ty+6Jt1vekrTBYixUwEOvojOUo64hW1SUkDTWoFOmPuXZW9tvb7qQtDJJZHOP9LGBvHiBinbzNHvLm4sksmRtb+4WBARhrJdjhnkvXjR2+Sn8asDxbm+P93m3pMqPevs7JfYjrtEMJlR0NE7gr/qMLVXckAA6+/XNBfWlzG59u13dOC5ImA/FfVVhjlf48UEpOIPAcPhicBRv/AMS2awsC5O5W4RYnrU5hV6RcrZHWpWxeI5UVFDLYd2OPtNzEqSpQG3dSuvVk2u+D444pCgcNLsEHNh+PYlDb6B0NzceEqwuEzP6j+iRnYVxFbEON8iR+CMpQzMYXJxLOnfuYjrad7cO7pSCuKspqQqU0uiKjVSQKnqzy2v8AerVoVLuAaT1HA1AZIdmnc8DXaTu1t6EjEUdnFdusb2Q3XkKTY4sl292yLCbW9Fjqmswmd7yW0fctqSWJAe/UbNN20V6qt7NdRWo26ORzSyQuVriFOWKHhw5UWtrO0vLo7lPDHI10WkNkaHYErgHAgHgSmQrVf/8AUKQ858TLlavKngOxMY3x3lU2FjfKGLWxhxm0NZLJRJMbO4dptyDFsS5rLaWbgEBDLy0h1SUrJJtdhv12dlc55E93bFocXDU4xHAOJRXeGUBJU6UUlFqn7h5UtLLd2/SkW1jeOJZGMGRygK4MXBjZM9ARoeukDUla5PAXnv5FeQmawMQxRiWqG5JZbutyix3+2ltz4rbaUF1cUoK1I9Afr07tvmK6v3nwWtawcQ0IenXqeFQt28vRWDAJnOfMmAww7e3l66dWznVrx2RaMJvV9RccsEJuRcYrTilBhz7cuKjo+Si4veg1NaaEexPVujvY2M8Rxx4fw6VUPoJdQid8yYpj2kmofi/O9t5TeujMeGI8vD5kgKStK2+49F3JRHcLgo7vDZIUkan66dSW3MRB8MrgCeGfCoj4JcPEGka0zXLiv4VZPCvN3k1nPJV2sF94mfs3GC2UwLblT62R92tZ7aHFQ2h3YrRSj4rUSCoitOnp2Qtty4uAka0Ed4FT/SQmHvrTWnxUaxxhLy3UcAeRamJ68KDTmCZk/HvldAu+JXdlRt8x6ZOK5MlbyoLykF5pxoKDASl9ogAjUE06rzrqWK57jA4yAkqp0tGZz9/sxro0L7b+zsYXJOwjgMXZgc8QaszlO14h5OckYVa8pm2/FZ8qRa0XG7plojmVMUKxw+/KJEFx0NhBUiqfkdRTqzRRR3dk2C7a0W7Hl4AJaSQOBzAIwPOqy68njuNUJLXOwLi1Q0HiRkUx6itgvw7424R4Q8eLzaLvkFsuU9hmNNnzZs6HJkRQl96FItDMhKihTLbrYcBGpKio+3VI8zz3h3CEWTEtowiAqpICHHpgFonZW9pcba+e7kD7twcGnJO+cgMsEKjsNT9qzWzM8Ax674zc4V1mRIz7ZegSmzHLTjxCWGO0pbaytKAVEGilHTQdBLqUxXDhMC0Fyjjj+Xwqy2YdcWcPhEOcI0d6c1qkHZAlPOtlhcd+Kp2O+la957jCqKAO38xFPX+/Xxb/AM7fJP8AaPuOzzHAGiC8YGuQIjirsRkpxx44YV63+2G4/U+XWQklxjwx4jL2DJOCUv7zVx1dvVjmdxmlbrc8w864gFJSGlhLu5aU6ihJFa1r15k+yHmCfyn9zbWWPVpuAAMc3tKjTycSAOqpXQN3s49w2Z0bgC5pK9hwxHIVlOLeVJtxxC426124vTZlpLcMpU9sW4UpIVVKjRR3fTTr9Anlffod92a23GD5Xxscv/KF9YyNeQNx2Ftndy20riA1zmkYLxy/A1dXDl68hbbZnYErCVOq++cciOqSogw1AbNqnFAbTStSffqzOnY9xeVx6UMj2q1iY0aiRjmQvp20TVtuPPctpNcYhsDQUc2VA1A3UV8do/rXpIki/wBSdlYbWFVDmp21mUMc+vU/+z7cydoAr26JSK1OoJoPxFeta4/9dJMFoE1Fpr+SLHz9JbBV+3NAp2hQ7aQmihXZVBKqg/1r/TrRezkac8Ky/qFQm9YDzvLStC7tDYBClkoXoEkVKU0Qkmp00PSNY4DGlBu2KNekkdKg1vw7OMdD6swmonqcdUUKbVUoSvd+QEChoqlNRX36+U3/AHGPKlzI/a/NEcTRZj9tzw4aw44fLmQVGPJeVegftFuFm61nsYnqQ7UAAQAOXRExFA/m/Geb5ByLdBY72zCt0iE7uYW6preY7yVoQAkjUGnr6Hrrf+Ae8PvftadtaXB0Ehw1YBoyRvBTiTxyoP8AdiO0tt3jupwFexF04qv4DCqttmNZXiuZxpDUt1d0N3j29x56SmQ3HUWwj7toDdTdt/MOvoJa/UtlYAhDiAVPA1ySfc9qbBIJV0sYTg04pwHWtl/xG5h5H4S4kgYmuHYMstE1czILO3PkSbbOsc2+Orn3Jlx9hMlVxt0m5PLfS24EPNdwpDhRtSkXutoNwufFLtJaNJ4qBl2H3VBtNwgtQ91s0mKV2vHBCWgH3AetedA/zZ46ucpco5PzFlmTrdzLMrqq5XN+ElUSEzRiPboMOJHStSkQbZaYjMZpKio7EBSypZUolI7l8cLLdhGhjA0Lmg/itR2XttbNIDXAyPc9yZF7irinBT7kHCq6T4f4gtRjP3lbjcxlaZKCzXe3UHT46EK1B9a9NPmnKqQnZT7N5iBVrHFD6YVjpXijNstnmxuMMzlY/e22ltMykRGH1KUtKhHcebfbWw+GSfjVOlATUadLinfG7U44HkPQUm43Fl0NJjR3BeH4jrnVPccfxywhb7/c+ZL7OyPJ73LcnXC6SXkOSJ00rUoT0LbSkR3HN35EBIp7Up1EuQZpNbHuB4nNTzPYKks3RjIw1sQBBwQoA3kOKk4k8asmHwnjXE60M2KZOkNNIQ02iQ5uSykDSgAptG3TQn16+an/AHD7NzvJ9jKXantmbwzBJ/LD31237RX31VzOjNIwzK5fgeNeZ3hvF86uka53h+al9vfvZYcW2k7qBSkneCE/+Ht1b/8AAi1EP2tkeHnVLMFan9IKJ0x/ChX3cvn2+6xBjVRiL0Jq6LF448cNIRuRNdNBVS5Kz9CD/wBShTpr7k+vXvloJCqa4+7c3vAAYPWTU9jePXGYH/7ufWaCqjIcp6ggiroIAJ6URhnSRuMoGDWj1msijx94t0Lll7lCr8zytaj5KSreokmg19ukFgcMSUrP7lPmA3319SeCuKW29qcbi0QEgFSwSCD6/wDwj66dM+s+2kHcpz+lns9MaGfkzirh23XO3R12i2R3FlyjS3al5RcCG0paANVn296kDqVbxamu0tJHrpqXcpmuBkLGYdi+0qtXdZfBTj+/4Pec3uMC22JMKA+u1I7iypuJFYL9xuFye0QyohFG0GoQASdSOnYbeN8zIUJke4DDID09QrTr28ksZblzmxwRsJx4kDPonAnEnglL0tfGsq5tzI+H51FauFzN9nJkFQdQy1AfRG++CClb33bTKkpCAKaV19rVtsD4XOfErQpKpywzyxGPWqjdAzvZG8gu7oQ/6sT7CceVKZ5MxHJcG8jkfu2UHLr9Z1raVJCnHy024G5DCENOJHaZTGWCutNutNB1bbVr5rd15LISSz9WBC5e3kM+FDNwhjgY62Y0BjXJhjiDjjxHU414898guVeMv902nGrlktqxzMZaImURbSI5g3IPMdlxTrjjDrsV5+O4W1PRVsulHxKqV6rM91csmcyF7mxuAOBwJI9MuFNw20LmYEpiMyFHXgRyBqk8oiyp+L2i5QFuBhy7QXyhazuQ24f00Nt6qAQsUSPTTolt0rmsa8EqSB76j3QDnOjICgL6v4VbfJmy1c0+MmbXOMRDsTlqXJfBXVsKSww6hLiqlvuJ0WdR7H16sdxcRR3MMkqKNQB7cD8caFw6jG/SCS0hx6ofjW5Bgd7wXIeL4dzj3KHBkt2qLMiIMlpLraPtEOIShK0r7jZ//R0qsaCp65vuzpoLx0Q7xXlhn0q72jIJ7cyjCRCgOBJ5Y+hpJX8iOLcS+QkqBg3JmbQ7TOiWdF4bbQhmK68lEhaGkw4zri3mY8l0NoUnQCnofU1nc7x8DCg1d4DFEwOQ+CUftrXx3NBJBawk9pHHooqsfCrwR5wvHI3jrAwXkO0WyxQbe9ByPLLoP3X7fH7dKkLRAs7cftN3C8TktlpO9R2NnUmgT129m9WW0+W4RcB0kbLLQ5n6nairADggBIJLlQYCufOsrvct2DbcMDpJiQ4kgABukk//AIIwNME84uH8e4xVkFm/3ZbnsmjW+PcGklMSNJmIuTTrzf3EFtxJUYTTatAdoKwVECg65e+WO7YLwNLDIS4g5qO6nYUUGrjbWzrKeS01tfLEjTpBRCAV7cUIrWC59S3+5xe1lCFLEhNW1iOUE1qTRLSKKqfiErqmnv1kgcBpBI9M+2isaE6cFRUPA1OPHLx54+zXIMfgzpsGbfMku8aVKckiEpZZYkJKkLD259xQPyIHx9hTqo7iPEuAws7rCTmQp6pmoqcZnMiPyBzyhwxAy4/hVteY3is/zB5N4hhHE2H2jHZPFVjZyZ/JUx48WNLl29KU7SWgHYUt1CCuvwJ/HpqFpfKHhAG97sI5CmzNp1Md8mjSSRgi/j786v3+N3iXmXkXkvnDyV5pcsuT2njq2K42xCIHkv3OE7YWTImTGgGXW4DEhhaAp0lMlwtpW0dD0cGuSBxfj4jg0JiQ0YuJ5A5dcqERzMNy6eIM0RhD+nF2WkD9XFQmaUZ/I3PvK3L/AJA47a+TOQr1nU3GMSXaLFPv6oLaLPbnXo8qSxGat0KCw5LubzTbkiU8lyY92my6tWxPR/y61lvCIYwjXSOJA44YHnlgOQqneaWSz7jJc3JdJI2NrQScmhSg5BSSUzOJxSvPk2fXW6ZsxgeJdl9cCOqVf7kp5KDFQug2l0jalI1CqAqWejkW7SQ3zrOBiuaFc4/pH+nmeAqp3FoHWwnkd3TkBmSqAHpUIvnIlnhXqNhLUpx66OAOJotZQCSEuBmoKnEIPqfQDTq3w3LpI1dgXDBfmI50BeIzIWBfEbnnnmnSqWMEw82NHFhmTNa3KccqlDj4PcASk7k1I9DqKdTIC42zQc2hPYaVNIC1wGYHx5UqLjqKnHv5GcgiuBaGpt0UVVFFkObFKKUFQ3mqSaagnqoW7NO9ygcdae4pV0unul2YOYMAW+8ZfiacjyvDadx+c2qPtLTu5JqNxSVO7glRJqFJ19q+nR7cSHWbgedV3bnNE7C0qCQMudUFjsx1MJ61vUKJLDrLanEJLbSnEENpUCDVKD7e/vWnVcjnLDpOYo5d2jZHGRmZz6+mfZSzPITg9y6SrnMMJmDe2vuH2XI7W1mY1VS0OJUB8kKHt/j07uFtFcw/Vwj91rCSOfP11m1XrbOdtlcAguwBUoccOnZUNx/IOVONcNh3RFy+2s1kjuuybWHCXEOR47f6kYJPbS260gVQsEV+X4dcxuruXbbl8sBAOrUBmCDn6jXUoLW13mzbBctLmGNCuBCHIJyJzr38AfyCIs+cXrK02FFxU2HLfc4MtbkfvoQ+H25UV5tlZSlst1UkJSFoqg7RQ9WvY/MsVxMRdNImTJilW8UXl21Ud88lvtomutyPBaM3H1BefbnTw+IuXsN5kwyJlOHTIj0hJS7cLeye3JjuuKUtSkR6lbCmHCRtUPjQD8euk21xDdsEkLljyC5+vivOudS2kts93iLqXHBMeXLsI4VjeWuLGM9tzz8BtDV/QkPMOoo2icQCSkUFS96VSNF9BPMOwR7lAZoABeD/AM38fjRXYPMUu1zNhk71qXYjiFPonKkl+Q1jn4/fzBukdcWWyFNrSpIQXQk7O4CoUUqqf6DrkMsckMrmv+YH07K7Nb3Mdw3xI3K04dnHH8+NUDikkNT5ISNA0lRptJ2glJXSh/x0NNOnbV5bLq5Csu18LSOPoKdb/HxcBeuIb/FAQv8Aar1IbQHD9H3CE0OgpvqCdOuixSPNhA8YIC32Ffxrk27MaNznD89YPqLR+K1S/KCZGNebGAT0qKI90ZeaUR8NzrjCF1qklVSpNQRoSOgzIXO3gA8TjRQPA2kPGIGPxx9ONMSVIfcko/XISxNQ7u/TLpdchyUFeie0miiPUbT/AF6t5sVaByPuQjD21ThdowsJzYg6d4Gkv838KXjxj5VWWorjmL3Ob91bJLbSgy2ytalttb/QFI9B/wAvVQ3ba37Tfd0O+nLjpJ4cx+XOutbNvDd1tQx5BuQxe1p+JCY0TfH2cx59qD0RaQZjKEOBtKT20hIJO0AKWdKe1K+vW2OBbhlU98QLPE/Tmh9noKvzFstt9iS2hNrakPq1Wt4thNHEa7/zFYqfX06yQBzcM6QHhoUgOcvHHCu+ZdWJcl+Q4hne68ijaAkJSDQBvaEip2gaAjpsNJC4rW/ELghQc+C9nKizsjaYHHEyaye327JLUACDVXaJUr8Fmp+J0H416vW2QLZxHmPxrl253JduLtKlOnHGhi8KUsKa5GvsCI2hFyyW6F10fLvE3BDH5QnciiWiFJ16emtTA0aASriXELiVw91RZpjIADgzS1OGGJKnnS//ADMvM26+Rl8s7VmuM5LVgW0h+LCffSQ87tQO4lJSk0RrT/x6jX1rcyxhlvDNK4xJ3WOdmDyHqqwbGhcZHubGA5vzEAFB1OeNBVGtN/ZfXTG72sBZa3C2ya0r8U17SqqKqf0PVE/+Ob60FbC7/wD6Tvyrojr2xc0E3ECplraPxq+uOrDlUYyJUHGcpcbtCGnL1Lg41eLg1ZYi9p+8u7sOG+3a4oFVF18obA1Jp07Fse8w28l5LaXDLaIo57mFrW9FKKegU9Kde+GfuwObI9MmuDieeAJX1LzprXD0OZkn7Narchx1TkdpyQ6nctKA6rSgG3ape30Tp7+mnTdrC64exkWL3enu91DtxuGWUBnlGICBuRdhinD10wyy4ZCx2J22Q0y+EESnUlI2kJG9IWdx2kiqiDqdPTq8W8MdhD4UYGOZ5muX7jfS7nceM8d39LQMhwHU9aW35neV0bHmpfGGCTkP3J9oJvE5ooeRChugoK3C2aKfdqQ02CD/AJHTpi+uoo7ZzXOLZD+ofp9XFxGXIVM2uxmkutGkEjNQvDJcj1HDjQt+N0W3DFMoyN5tp+4RXCA7LQh1SnHnKqdWSDtdQKn2oT1zTcZRJcyMjKQMaEA7PTtxWuo7Xbm2t2ktHjvehKfpGIA9OFWA1nt6vGa4ZYol9uTAmXaK0mIxNfQw2hLias7ErDRQpNSoEEEHoftUN1eXjQri10gzOHphUnd32VlZSSBjA7QeGK9tNR8pmRj3jLljrjwARi6GnVrUqhBjfMAjXapSiAr2HXZIAC/QcmtOPYK4pE4yXJc3icPWaBr+PCyRoPDDsqOEhFzcVJUAAQVLfU98SlJIT8vWunWrKEEPcwABRT+/f78bB/TRPeYvAF98gPG254TiCyjI4G+6QGQFLEt6MA6psJACtqNgr9QdNenJoTcMdbatOpEJ5gqB66FQy+A8StC6cU5p/BaSH45fx3eRWa5/a4ma4xJx6x2e8xpNzkSFFQdTCc7yUpUQgtNOBAVQ600r0HOw37543vLWQA4kHFOnU+6rA3ebA2srDrLjgAg96+3Cn5cpy7HhcHFsMeKQ1EhRLW0lYSpt8sMhLjzYJ+alOD8g1SK/XqztuorV6vKEhG88PiarRtpbgq1ChU+v4fhXvucKFidgwTOn4v2s1M6DFjuRkrSlDC0hbpFNQUs6qB/xJ645vt2yfcLgArHrI9Rz9Vdq2ezLNntwf9x0YXqeH4U6nie5ovuI2a7W2Q1KYehRnnFsqC0pBaTUfH1Bqfr9OqTcOb4xbknp8MqskH+3qGR5dM/ZWm7/ADl+Orlj81o+ZWS3yITXJGJtuvSGGiI7t2tTwAeUpJH6iokjarT0T1etkuGf29msqEQc+7glVXc4SN1lUnvhrh0XA48fwpVvHmAXbAs0iSLy44yZpSTJRIS080v/ABKSFhwhQOo+vR60uoTOMUQheCU2bV7Iy8FXH102bhDyBnwXXMTF2cucWMVLLRUl1ae0NofUEbkJQtuoVpT3+vRh9zbyvRdbzl0/NetN2811AwgkmMMVDjzw9M6ZNbbDw/IxxecyJVoh3Jq3fuEtqWttCkfBLqlOjcne0k6invT16GyPma8sODVwPThjShcTXJ0lXgjquHBPxoDuTeTc08kYszGfG66JtRxAvpyJ9DsdcpTURxxchNvLDiEJ7raCUuEKWUk0CTr1HDoHDU14LlQ5HSeRPOnW2YmeNTA5O9xQjLFfmTkE6rQ6eO+S5nZ8zlupyKNbbrHkqjvqU1FeZU9GWUO72ZLlS804mtaihr69PRu7xzLUT+NEyA1A0gHD1jkKZJfsNlZzfcUv82Q3+/8AYbccusZK0h1Kkb3JT5TuP2kraE7alIV6aa9RHN1uwxIPrrU7Iy1sjkaWjPoaH3ys5njYbdcLsONRxkueMzYtqas6luxlLgzJjEVMpsuJKUfbvj9NY3IBFK9NQXc23bhDI1q6nNQKi94YjoONQzbsntJACC5MhwKce2sV5ERuZpGTWHNJVshY3kHHNpYya0y2FIluOXNbDctuEtpKW1tR54aHd2qqdop6jroV9tdl5hnc4hsismc5pyKAuTHLLs51WWSv22IW/eZGA1rXZOaSUVeKEp1oHvJfzg8j/NjKuCeMv22W1mWLzrU4ItsICJslRbQ8842zR0xVKbUkBQCU6UqrrgLdmO1z+AwnS9mpHHANcOvYgTPhXSWyQCJs8neexGqMSXKFIyRTieAFWD4/8ncm+IvndbMo5ghzLFZLjjjFgzL7hDmz9luU1C4F5dLqFLraLoEBXptZdKvY9PW0csMrWDT9O+MFpGQcHFD25gg5ArWr2RkjnTwajNC/vNGbmuHeH+rDEcyK3GLxPtnP3j3as+wO5Rp8nGbnEyG29hYcS87a3UvuxXaVPberWvoAa+3V82y7dY3qShIp4i0nrkCPXnQ9trbbhbeHqCWty0pmrVBIPTSSKY3xtyZEuHH9iyFxbULfaGFy46nEhTUxiOn9wZUofD9J1JA/p+PVUuYXtunxqpDjVzMNk6LxocIwCfVyTpVOc1YJgPkjhc/FOQ8fg5fhuRIVFkWu5Rm5MNbD6FIX3GFp+dCfzaE+x6dgln22TxYX6ZuB6H3Gq1uscG4DwrhhdbpkcweBGRBrWM5y8OuD/A/Prrj/AI9YwzDvWYR5k61WZdXEY6xLfUhyVDKyXk73CpDaNQn+3Vv2meK5sxd6WseCdRaAAVzQDJTnXO9yt54dwdal75SETUSSFyBJUlBQTcb4pNg83TpmTuy5OaTIDzqoL7oeEGMuM+79278ihta0fHb6pSPx1lwTuke5hOCKE5dvIcB66jX1q23awhQQ5CuQwyHXnXn4Ctjlry7OLlJecQwzf3ZTjSSdshCXlPdpxWiUjYkBJPrX26JhhbcB36fC4ccaB3bRJbFnOfl05UenEPnCzyHmt+4UslmVHRZIbDLLrUFthK3GEqUlEiaylK3O3T0V8SaGp16JzQtDcHHxGpqCYYjIHiedD4mO1eGn7TtWly44YnD1e2oxccG4jGX37MeVHXmrisyHm3JARHHYLh7QfQSHXGm1IJqE/IV1T69ELOGNhDnNhI05vGAB4flwWuh223bSdpbdXEr/ABnkKGlEwTtJwxocZ1q4zvN9lXdm/uttu3B6LbX2m1rlfauBDNvkw17tiERHQNCddoJJ16lXU1oYiyF4GGLU9meQFBLaze95Egd9OTh2LmeZ7eFGdjeOOvcf5DiN2yaSkXSDGTGdUt6Mv/t0FtTxSFmkYtoK66gqrXU16rT4DdgAquIXiMMP4U7f2rLafREAGBoyGBx5UQPhbzRg/GeC41huNXm65LBsl8TZ84lOuOyUMWyVdnA9cAmVozOjqClraRUuNJO2nr1TZrWYztbfBI3kgHqO6CnairwqxC5igtiLXG4jALh0PeIHbw6itiO+eHeH8k4YvJ8PUm23y620XS2XOC8I8C7y1xRIhPyYwbLbzU0FAUogfFVa1HXm77/faPy994vK8/lffHG28wRMJtbpmDopmKYvFABEsOrCRpBdoJLSCldQ8leYbry/K3ctuLptsehfGcQ5pxcWYq1yYhP1YGkkeSmAXG5YDlmNXu0yrVkmNuOpn2i4MKZnQZjSVoU2tpevaUQVNrFUOoUFJJB6+E++7Lv3kvfXWW+20tj5o2m6Z40EgR7CD8zc9cUjf3IZWkxyxlr2OIy9W7deWe5WzZ7KQS2VxGrHtxBUceRGT2lHNIIIFAN4wcsQbatu13uTGt0myS3oLqH0oZdBjultDZKgEuhSUgg19T192P8AHvzTH5j+39q8Pa+eMAd0YFhaC1w7QnrWvK/3F251luzn6SA4KhKkOGBA9fups+Oc24qY0f8A+1oqRsSKJeSKuKAqmiRtOvr9D13d7TgG5Vzwv0lHhuXP4VYlq50wqStTKb9DLqdwKC6qpUim5KSTqQf9fbpHhvXAEmsErCMSAfTKs9/5zYkCQq7sV3U/6n/7RIqD/wCw+3W/BkOIBrfisGZFY6XznhrCFbrvHO0rSaKBoQaKIJIAof6g9a8GUlErPGjPykE+nOobdee8GLDi27q2oITrqkfKugpUUrTU+g6U21kXKkm5YmGJqjJ/L2OZfcnbVbpSXnkFKypO0oG0kpAAVVSf6deFv89tkluftU2/8MuENw3EYoRjjyKYrlwrs/2au2jdpLdxGtzFA6Gha5czeFx7mUCRKWWk3fux21Ko0lBfbUsgLUSEq3DUdcd/7eG+RtfuPlokeM7U5uOACgoeZxwHLsq1/eiyfJZ219H8jXaThjln2daiuDcr8fTc5hxbzJhPyyuLNRGUGkupdSpSCouEKUXEpH19Dr7dfVaKF4ChNQy4pXnGdmlgcSCAcQM05pypiTHlBhtsjtQxJZbbjpDSG0uNkoS2miE6UOtDT2Pp0wbORf41G8d4CDLsqp+RfOTjbHkhVwmJOw0SUKSdQN21IJ/pqaa/j0l1sWfM5o9fvpLpHPHfa4kBVA91D+9/Jtw8HV9t2V3UNk/PtgHUBSAFKBrp9ffTrWiNuD3tpbWagrWyL0aa9GN/yS8c3aa6m3LKpBUEqC3U7/ag2Iqsqqqh+mvTb3RO7rXApwp5sE4OprHgcynpnlU4uHnNaJbBTHZcUSSlJO8jcRWhA1KUqGivbpssCYnClkSgfLj1P5VHsB5vPK9/uEEpKfsVI2pVv9KlRcqdDtJoBSvXzX/7iDtPlPb2JjI8nDJGkAevHKu9/Zlrg+4D0JDQeWJzwqFcn88XDjfKYtrisPPh0LVsbZWsVQUk1IOtSfw16tn+A4km+2Vyx3/tzR6ewhy+slKG/eNv/wB2ICuBicU9ldcTzayK3QlPpx+Y6Wm1L3iHISlDaAVFbxUkooaenv176ZGGhSXJ2VxQiQlGonrFZSw+d+W3mGJMTFLktsrKQ4mE7QkfEnRJA1OhPp79bcxjioJIpIbM0d4tqTp8xORHkDt4ndQpW7ZSMUFzan86SoAbaUJ9/wAOkaYh+kmtgSE/MwA9KxM3yh5gmNL+2xm47FCiVBttAUSNwFSQU7f6AadJWNcWpS2xEhC/2D4UJ2b8pcnZbkP3My33yPMgq3x2m3WkhMhp5Lra2AdyiruNihUSkUrqOnxLoYACg7aYktWPersXdQp/OjFs3MPLvJmB2HGbpk14tFgTObk5BYYW6ILrDgsKXMavEhte6QJTqRRuob0rTShI2165zlAaCWnIIV5/wwpqa1a9oZIXOaHDB2XRRkTyJVK/mO45xtJl5PluOXCZZLvY8chxZBbuDkAw0B512S2+vZ20yHgNxKB8xUEH066FY2twzYoXzNVj9T2k4gk4YgdAicKrcsltJvL/AKdx1tcI3IqhMQnXFVFJ1xplF85+y6JdZ8mbOk3e9z4Uu4zHpMqWGm1I7Tji20OL3ocCidEimgA6A3VzIwvQlFVOmGHq4cqLXETXWnfGZaFT21DeZMwtWOOXrGLqyw+iLJZiPPPNBxwFKUPFLSioJSohdCoa09uojWSTgGMAl2XpzoCZGxNc0hxGshB0NVDkUpc7CI7tldUW03GHJQlratDccLQQ0lRA2V+p9Op1mHBiDDS78QoqNNkZMELfWaJ3LZlmu7XDSrg23KSU25iSCkqcYXRA3hTg3KcbdpUj1qfXTotvUoa6B+OpSnalRtuhJfM0/ISF6jl6cad3wvhF3EuPlX7zcnbK1YIrECzsSn2ou5qOgxg600sBaGl1J/xFQdDQitbk5zm+GMyVX8OedH7PS25c9S7SdKHILkeuGXLOkVeWvBHNt08vrVyPcIlznYdeJFwxWMm2OIQi1quEeTN+9jxS6Y7shtDCUHduSUnSmnQvZbG33fzFHtMjkjk7rsB3QQVcFwUEIqpVjn3E2W3m8065ARpXBQ39BTEBMcM88aP/AIB8qMswzhuDiWDSGrdynhd/tmPJtcyY1bp8CK5LKHpiWSgFyQlxfcoAA5uP/wAPV88zW9vZbRAIEeRGInNPNhRSmGSELnwqpbNI6a6eF+WRxYclY/EAccyQV5VZvOUbIpGQvXXOBIvWWX2wNXO7zZjyZBDq29pQ2/M3uKBWkbkgJSlHtp1z1k/jRkj5dSD8OzpVwhhMLzGCGq1SBxJ59eppLfkBEuX3bbjtttiWkzA52kuSVUIcIXRQZAOwUJNKf06kuJLlPZ/OpsRCBEy9fpyolfAzi9zG77nnkNmq4qMVxLGJi7I4Y6myzKYZWvvR3XlqSlBIP+NVEf06qe8TOMht4mgPcW97tOKfn6qkx+E5/iyuHhMaTjwPXqKs3hfNMsHB3kH5N5Pdw+/nNzvELDUrjpSqPb1hyHDV9x8pMohlAUmnvoPWnTPi+EzBERcBy/FahwuE8Uk7QrXPDQpwCkevr20Zf8VLmY4/495ndIVls0iZJuky53KLc3Jbcq8vvOP3KJeJrEd1L0hp1p/7UJTuBKQlRQQmsnbr2WW2GtuJJX9KDgfwTlUSS0FtMWt0jlqBdqcmICcU45cOFVperlCvPMUq9zojFrvfd+zeixkOIS2hhSg6lQdLTyXl7ilaTQADTTq4eWhI+9gKJEXuPYUNVHzQ+Jkcur/f0tThhl7aAzyy5W5Z8WeT5+f2uxzL5h+VMJQXIjTkpJbSQWnh2xTYppRToSdw6KeYDf7Nuf8AcoImyQPbjguHEHkevNKAbNa2W7wiyuJhFIhLQSmPFOvQ4JXz488s3DyP5DxnJ7FiV0REjsqcvE95iQzGjN1TuaDjiUKBSQdxqUjUeo6su1XcW6NjuIAWtLcjgnMZCq3uNo7bL42kuKu4cBijiip1K0VFyhrsWY3dmU669subL8YuUqGA+paVqAqhLZQoCo1On4no+1waNIKpUGZw06R2H8D6xSp8skM2H+SCFNW2SiQI0kgaauJUnckJ1IBFf6HqpSAR744t/q95zq42xLtk0nItX1jCnOZ2/HuNtuSOylAXDbWhChsBWprRQTrtSpSvykHT1PRu8aX2j0zSq1ZAQ3cYzK/A8PRaobH7Gi42xKiD3kjaVaFKyFH1H+JJSfxHVahg1t1catcjyH15brhVqyQsWvImFIS09VmQmv3KEAhYHcVqtop9U1Ap0QtyY3qFUUOvmiSAhy5jLh2cqXhzbjqLNec7wCKYrsQwG3rcqQ6W6R5LzkRhxuOhK3nFvFe1Q/wSmqiBTrm3ma3Y3d5GR/IWhwHJcSPbXT/KU0p2mKWUkyNJaua4YE8uvWl88P8ADf8AszmCzWC6vx5cTNGHlSWlKad7BUpW5TLhqEugq+JFfp1W7fU26a1pLSRmDiKts/7sBbIA4IUBQj+XvoyrzgXM3iBnUHOuOZb16w65uCRc7Yh1aYsqE0nvyCqpLDM+IxWgIqaU1BqOjbVud7bTI3R44bivyyDjhwdxWudb1tNsYSSUYXKCc2O4g82cF4DOm0cGeReO80WiFcLG42uc2lpVwtyHFuy47qAlbikspo6wUahYUAQBr7Vv9juVrucBlhJDhgQUUFMfV1rmN/tctpcOa4aWqM8sRwPFp4HlnWI8sPG6zc62ITLcY9tzKGhT8WS0ntpnbU6iqQlIfKQap1JAqPp0D3zYYd0jMrO7dcwB3j15n40c2Lfpdre2N5Jt2oAvDHI9AMjwypTOB+Lt4XmU3Hr5eP22ZFSUlKwQp7aokKbCkJOwe4NKV6583aLiCZ8ciB7SnbXUH38c8bJI3N8M4qMU9WFGx4TzZGByeU8G75kOwb08pI2kJKjtXurXVNT6UIPXQdptA+xEEh1BpDge0Yj1c65lvznuvTOBp1ANPqLvjU0514qzTNuU+Ns9xWM0+uzS45mrUEoKGW0rDvb+IAUhCtFK/KAdD1uXa523zbm3ALQWnrhTMW4sbYutnEB6Ox4KSq/hhxomkmYp1aQ8j7huOlpSgD2PvSwUpSTUVQFr27tRuIPVnDm+5aBFoCYZn3egqzucuHce5ww69YndGWzc2Y7zllmUT32JCG1OsthSkldG1+o/H8KdI3WzivbUxShQfwyK9OFFNqu5NuuWuY8tbqxIGR7OI4EcaQnblZLw1nFwwbKkPwpFtmFppb5cbQ/DKztdaUoDalVADT+nXLDE+zunW7z3VwPMc0+NdbtruK9txOFAeMR/SeIT39lGDi1xkX1hl+KkKZWlLapSiGo4Q4fjveWUpOwD+mnVk2Ty7vfmKf6bY7Wa7mBx8NpLW/8AE7Ieuoe77zsvl23N7vlzDa2ygAyODdRP6QMyeQHwqeX2/wCE4VNjW/MMxtka4OojTGrXbpDMybJbc2uNrabaKlq3IT6U9dB16E8p/wCL3nDfg2bdJY7W2J+X9ZxxTUhCDPA44YVwnzJ/kJ5Y26N58vW9zuL26hrY1YmEKEc9dIxUKXADPKprevKLI8ohROLOIuGMvvK7xDEBeUXOKYMFphxSS68pMpQSSQfiTqPoeu/bL/jj5Z2q5i/+QzzyWcWOhndjw/8AqylCVOYaOi1528w/fWaXabndoL7bNuuw8NDXSCe4OopohgYSC/k4kpmlY/FMG8z8fulkw7BrdhWFWWe86/cJTkdC7mt6Q+X3SpIaS2sh5ddx1/HrpLvIn2ns4jcttbZ+3R/MFceH6Q1FXqfVXDv/AOYJ93CbG4vt9m8xvfpgjZHHCHEkBXOkBQY5oKl2S+CvlDIyeFklzzvG0Imuqcu9xftjU599o7lBpLjr6ft0hRJGm0fh0SsPNn25gibbbTAyKGHDwxbtUjoTl1zJoXuPmPfzay/3va9xuL2UIyQ7kjWHm9MUTgAg6VbHHPhG/H5Q48vfI/JkaPxnb8hjTeQ4lssjDs+fY2UOLeiMIjkvIZkvJSlamquhKiU9C/M3nO2m2K7i8s2TP/kBhcLcPYwMdIUA1EhAmLguBIQ0z5E8xmz3m3/+Z2oGymUa5hezSG2Zisjo8PFBwa5rcUJRKc3DlcZ8H2/nCxeC6+LYGJcmcWQbXfU8mw8rlIhck3Sy3KxXe4Yal+SzdL1jS7TMa+5tk0KgC6NlTSgyVpPkHcPLHmvzrJtc/wB3G3IvrTcX6RbMgAfZB7Xhtx4YEbJiQ4Ryt/c8FyPBcle4du+8H2n8pwzD7aRw3Rh28OdKy4lih+scHGNsLJmmR7W93x3M0t8QBjCQHupNl2wXzK8brNYl8e4Rxry3YAtqFJmW5xULIkQAnYXVbkLSl1DYorUHd6AdehJvKH2c86XLw63O33nFoLYWt4EtOlHdmGHGuBWX3i827PC9/mPcL4NLljlkh+vZIT3i15icJIQvcBeD0Wvenn+45DnPH3CnPNivHivC5Sv9uxiRyzd4M6bjVmXdnkRUSnZ7TD8KGwpx0JDz5Qw0tQU4pLdSKD5q/wAe/Ldtst3v/lq8uN2+lie9trBpMkha0nQoJOpAUwUjAAuSutfav7v7p5z3+DaJm7bGyUo98kjonNacFEUojILl/q0tKKUobv5J/wCNjGPFHlbHbdwHz+vyaxvKsXTl2aTb7OxReWYtdrtPdZgQYl0xRYsWQQ7xAYclNJWlmVGbLf8A1ULSoeSmeQvPvnPYZfNPl3Y5obCCd0Drcve6Y6GgukY2VrHvaCdLm4nUCmSD1pu3mz7c+SfM0Hk7ety+i3uW2ZPpuCBEjzpaBKAA1zyCQ1y93S4PQpQW2XkvFuJON7hYVwXY2Wypvb/apKXUPIU4sgLdYcbUZSeynXXbX1NOuPusbpl3JaXsckNyMHte0se0jAhzXAEHhl1roL5YRCya1Iktzi0tIcxwP6g8EgjsKHGsp41yF5rzLhUl1wPPO3pMlz/9E2GhQNproA0Dp6UOmvVg2iAW93ENKMacB6s6qe/TudZni57sfV/MeynI/wAhN5Zt3inyB2HBuFtbifElKkj7UoStNBVaQRSgFP79XduHic9Dvyrm9o1Zmgf1gfGqK8A7IqF48YkXl7XJMVhSlDQmrY2pSNKfmqQNKkfj0Q2tPp3EDva0PqFL35zW3LA/MMXDll6GmPzs1sHHdij3DI5LNoisxlKS+6tKFPbARo4do2q21pWlPXqEj5JXBqlxNCyWMashA+J7EqpMP8teL8sydnGIs1yNdLqpRt6nQpiPcCD8SFuIQl5BWR8kk6GvoejBtp2sBeCicahG5jmLWkFrdSLwHby5carvyVhwHsgx7IL+wCxZ3P8AoppuIWlZQtpIoBV5WupoBUdDLyFs0Hj4KzALwKotT7eZzJfp4gVdiQOPRasm+3Cx5Px9hbVq7U23w4/fdYdCHi1S27SXEqJKVhwKpuHpQU64nuET2XMrZCDLrK4+/wBfCu9ba4P2+3dH8nhhOhTEdCOVZnxM8jZ3EF/axe6GVc8JyS+ustSn3XFt2F930Zb7xKVQlLG3aiiWxrp6dUtSJVcUXifx6JRWVzmDXGFbm4DPtH4jjWS/l1xXFMptvEeUPxIVblcV2iHe+20t2G5d4LgiJS+pKqMyHW0ivp79dA8muifLNbTZqCnuwqu+YRIyaC4jP7LmODkxVCHBF4ovbka0+vIXB+TcPzadbf8AvHIjalOwHi0hQSkFRU2pWqhRGqToSNepO5NurWfQ0kRkKiYr150Y2yTbprYCQHxeanEfgeYqBcBcv37i3lmyXDKHkTrbdZ8eDcWpAClRw45tQ6CqgDKq0WDUUNffpvbNzdb37BdEmNx7EPD+VObvtTJLJzrMI5oV3VvFOvHsp1/kXgUPkGFhfI+C5RcLRiKY0B3JYdpfU7b5EJYbZkMyGQoIZENBJI/ySrq43kchax7fkzI7cqpjSy3L43AiTSnNCc/dnXTnHClz8dWMP5u8Y3V5Dx1lFkct3IcZhSSJDslO9U5aGUktPR3TtKiKbD6dBY4gJi0aWkHvDieTkGdHIpdTBKCrXAIcsOIzXGqh4UZfuOWX28Cy2wqul0emLjOuLSG3XjuLKFhhbbraVHUqA9eizGhik5HjW8dBAxITP24Uxu0Z7IwXOMH+0sX38R5cQy7M/IZbS5RCESGEFbbkZ5hhIC2kDalZIAHr03CdJL8VC5YZ1qVuqMtTMcRV+/y63Dxie8SOP+QuOscsOPeVNpyvDJeFRYMFgX5Mr7pK8itt2ZjpS5OsbluPdWo1S24lBBCqdMyTXDIHm6c2S28VpgLk1B4xf1A04PGWRGNDtNn9RELdnhXqOFwAqGL9J5E6sWu7QaWRxBFvmcY6m9+RHI0qJfsgcbetmPKkfbqet0WFKcltvKKdyQkn9JHoAkAV6t/lndJ3MkfKWCTvMaEA7rmkFAMycc6G7xYRMRqksIaSRjiHAgk9emVR3hPkzhPx18vXeaL9iAuHHdrtFpxxy7GA28zap8SrbT4WUJKTLD28rpqTrrp1S/PHlzc7+Oa6iIa6CGN4RA0tb/7YOSocRzOGdT9u3BrZWwuV7ZJS1OKkfMeaZepRVb+dXmDxx5D+VV+m4Fjf71h6cGcb+7iMFbrjqx2nky0RkDbEeaPwSaEEVpoOudbTFNFatZctc2UOJRVQE5EcD0q3OgEdyV0lj2DFcO7+a86cd/Bpynesl8br/jCZMt1FiyC72F+3XiSt2QrsPLFuksLdPdQ3NtygkBQJS4ila16t9reGaNkUp7oVFzBBTPqBlQ2KIWrpZY+68v7yZOa7LDiRiFovsf8AIe9xfJCf42ZDJnQIeRQ3rpj8uL8YkwRaIXDW2CDGuygaOKACTt10NeibrEPP1ESk6dSJggzIPIZpR+0uYhATIG4FG8yc+96sjx40zXGc4XhlgnJySVGTDx4kMuuOtp76WmgQC4ogKKUmhJ9KdB9xtW3MjGxA6ntxTtoRdX4iL7iY9xgw5kcutasP8h/P2aZP5YL5KsTIg2q3WRmwYxHeKX2LguNIcMi4OtIVsWwhxwBs/wCSqn0A6kxyTbbCy0gcHRNGI4OcScewZCq9HE29u5754LZpHtI5taGgAY8TmaoHx+n3+8cl5LlmUOmRPn2+QXXSkBSnVRnAhtIqkEAqrodD/p0b2eV0rnvf8yUK8wMLIY2ldOpeuPGpDxbIixrpkEiVRUFd5dclNrPwcjB7a4jaipP6Zqa0pXTqx2x8W55jQB76q95pjgBJPzk+5EFGZwnfvGO05zkUjFLQynkNwRFPslxkyZThcQ2lHaa/UWChSiFfQfj0Xv7e9ELFI8H3oRgv8ar9rcW4mcjXGZFw4EZ6utWb5X+P6cmuPHGe2KX2ba4uXab80phmda10S3Ps0F6LJSEicuSFI3LBQPkV0qB1V4NwuA99t+oHDn/LkmRrosdvELaKQl2kAkg5YofbwNKY5QhX+ycpOY5/t5y34tNU1drTK2DsU+KJcdnsqqSJBNEmgSCaEenT0c1xO9pkJIwXLMZqmK0VtBGx8jNIABwP+kjBOCflR5ZHkuK4JZeJr3kqX/2y6PWuFcIwfejLdMZl1H2jjr294xXlgVUk/JJ2ilOrBazlkkkbXaSQdJ5O+HZ1qBfRh0TZHApqAP8AL8Klt/8AIfjPhOx3bjXBePX7jcM0jWyU1kbbIMGRJlx5T90uBeaYK48i2xzsbUKIeKhtKVE9VTzNb3MN0y5viQXN7rRyTFeRyJXNalbW6KWN9vAhDipcqkEHujmhyXLBK2tf4pfJC1eSPhpxtd2nKZLx407xXmcdS0qdRfMQZjsxpbqASthV3sT8SWELor9U0qBXrmPmWB31ov2/7VwwO7HN7j2+pwXsc3mFt/lV5gtpdllCXFnIWr/VHIskT+itdpTHFhK8BmvPvjXjW+ccXDLLuYFqzyJDMGxTGnI7NxyAOuJbTj8iNUO3Vh4OKUioUqOU7wUgKr4z/wAvPJfkffvtReeZfMHgW/mzbok264VrJ5pHPath/VcRShxf4Xe8F48dmhJC7rXkHcL6x8wNtLEudaTuWaPEsAT/AHeTHBELsNQ7pXCtHHlTirKY/P13sNkusu1RJFzauO5g0aKFKU28Sk01Kjr9K9c4/wAFfNj59uPl64kkM0D3RoMe7GpaSFwCOQnkRR/7ubfH4JvWMaUxU/6gMF7QvOmI4P49XmXaIDMjLX+6IqDTvlIKlpKi4AARUV99a9fTht2IY2tLchn+NebpYg55U5Dl6Gsbxp4/5JMzq+2uVkN5TGZMhMV5x9wNgsuUUsOf5JX/AIn0AOnSzcaGiUoQ7hmlMujbKsaJpOOGC9KKKD41Sgn9TIZ7m31UqU6Ka0UFhKQAPQ19utfXjLSK0LYDj7q9r/jM062Q9d5LgqDrIeB3JHoCNS2E/wDv6bN4VyFONgAGNYyR4w21MdwG4PbnQQvdIeUFkJO3aStO1KQan69bF++tPt2uxx1epPhUKsnCMTB8qaujMpSqNFs1ccUpW1W5CB+oRVKj76D0686f5RbIfMv2e3G3c5DD+6EGfdILT7q6B9trt1n5ohBxD2lvYcEPxqhfN/je75tYLLLsDiU3W2OQ5rCFuFsvBtfzT3E0Wqp9tST7e3XzZ/wf3CXaPupLbPQ28kOktXEFCrmnmEHJeYrvP3MhZc+WCf1slDhyOOR7VwPA0tOyYRyUrJ4U2NEebviX0QkyXfilpjupDmxKv+q4vdQGgoPX06+0cEhkRzSoOK9K8vzkBSAdSYYIV/ALTjeNvGdx3GIUzK3gu7zWWn3GNxWqMFt7i2SVKUQ4Tp70OvUw3iqgz9MaGzRqAwnU9oxQ4E9PzpYH8kONWLhuJa1x5jEd2e+Gih8LShxSgAppYQSdrYVqK+w9eok8he0uzJNSrLS16vIATFcQq4YemNJ3h5PJnZnb4EiVBZZnQ3FxGUoeLz7qSASmqiVENqrQg16GkaonIAq8M6O69JQnAjso7PA+ZiGW8zT8HuyhNlNLPbb+yKfgXQXFqWuriZAVUf0r05CxzVJwUBO0cKg3b2hqHMlByJGPwrYXc4Swy1wwBaGabW1gqZSNvxBqqtNxO0a+nT7Hl3E6koW95VQPbjUewjD7Jj2Rz5VsiJY7ihvSAAlI9FndUlaq+2gBNOvm/wD9wJok8r7c9x/cEpA7FX313b7Pv0y3Bb/SKxWU4ta7tmTEqZARKcAWfmgFAJUkIo2TQ/l1Pr1a/wDBiNkP20fpzM4JIVcGlOlDfu24u3mJSU8L8as5XFtgv+I3OzxbRGjSZ8TtpkFDdO4gK2KVQ6kKPpoB17rZK5rlcSQtcdkfwJ7pBGFZzhzgyz4Diy7XdYDE+a9KcklxSU12LXXZqDRIrT6V6kOl1HUzAUy1GxaVJcD8yYleHZ2Vcow/FGkfKzW9KQQokoaGyn5aVRVNB/Y9Nk8aT4jhllWHn2/HoiXTFtsBdG3AW0tt0V8fikAI0VQeo60R204yWTLUgSguzC+zGsxks2/EYLva20e+2kLSpSUE9twIQB6K9R7+vT5Y0sVxwpDZDrKNChOeOC+iV34VMyyeLxPaxiPGmWtE96Jby1JbZlKej9tK3hRQeaQ4TVIG7WnU2yawaiCoGacMKh38sjXNBCEnAY45+nrqNKzmVMCGJuPLx653p6IZDD7ceO9LW2wY86QlaBtlQg6KpTT4a+/XaTbfQ7HFEH62iJvqXEt9S4+qqfZyC73UvczS5xcSmQOQJ9lBJ4+cdwsx8wb23ci6WbVDucsLDjzqVCStTKw73ENLcO1sJGnroOuebq0xxSzAoQgHrONWdqSvZayfIXE4ZhPwodPKmXit4zrOcOctTUBVuyDtCY6WAyyiEQUymdtH35MvbRYUEkVNSr4gTYbxkVhFA1n/AFLWgh2CIcchiqFOXGqiLWV15NLrSMyHAZ8v4nngKqSDY50jEpcHHoa5a0mK2wFNjYppBQskuahKQBU/6dPbcyR7Hlg/WCfjTd4WRMDScEIHb1q18ziXCFi3HCnEdu7sFgpbKClSXO7tQKBI2gpOlDUadS/MDXMgt5R8+vDll8KTs8glnnz8PTh8KdrxbyPPxXge43V5QdvdsxV6RbYTTKZjzzyoCkIb+1dUn7lb/bVVJI0qfSvVc3B4LWuYgUcOHq5UesW6p5NXzAjDJe7gnVfypO3iv5T8v8l8vWi5cjy0KssLN7xazaJMGIlNvgMSpEqBD7Uiim5c+OCUOJqEtigIHUnyTslzfbu3dI2v8EeJG5+GlrtOpgPHvIuHNKe324ht9rZGC0vEjHEFVeCUJxwCcsK/vOvDH2v8jvGd2w7MLra4WY5Vab/cMetMlblrWymEJiVXSMEgoS+r4kAlKSkV16g+aJZ4d6ETXOET4QXMBwKKO8PxHSpezRxfRAv0l5nIaoRMkDeIwwprPk06V5mhtyfJSmPZIcdYjFQdRISwO486G23CWEAgEk1qdPfoNbDRaqOZSjOoC4cR8+keroOtJF8gbTbFofcNnvIQl1wl1SHgtS0OKo4O5LDoSo0UTTWo0p1OYNKJgv5Y1qNw0dzIniq0bETIcJwTwmw/jLJluMXrmGfAs0WKwmY7LlKuDgbeEj7YmQ64hg7tgOxINfTqvXscTrwlQHpyzPwp1yttCJAdEjinDt69PXWU55h2DEMf4Q8YsXjuRMeg26HNyCGlSkuKPbDyS7GYDjrjynVJCUarWpXQieZzR4bcXvwXoDh76WLfw/DgGoNa1eWY/LJe2m3eBvGHGdk45yYZpygMLyW3rns47x9L+wtyG7Y421JRLXHmR3Zd6UqYS6G21tpbUAmit/UyBnhxtBAMpJCOKADmAOPwpFw9r5y0TOiDAC3SzUXlMsQQAMkz4k0uXlCEq284LF5f/wC4uNylFZfbbjPvvfcvIDz0dgkMvSGlJdKUgBIUANB1fvLDmiRrXf8A1E9o/Cue+conh7XoFfACnItONXfOi43keMG1ZRY7bkVrjpo3GvEdl9DPcSErDJUkLZoU/lGldeupmJshETwHNPAhRXMRK+OTxInEPHply/Covx+MZxqJfLPi9itVhjOuhSWrcw2z3FKUpe3uhIJ+tBQEj8T05JBBBpZCGtaOAT09VOm4mlJfKS5yItUPyApas5eWtBWlTTbqkhaS6UJcBUtxKa/MpO3aPQCg6gxj5kxOuntOoYfMWAL140p7yctN9tHnDx9kdqsVxkw7im0NKfiRXS0lKShay64AUJRscr8j6H36r98XM3RsunAtGPTn6kqyWcjf7W6Fe+WlrR2ISGjimZHKnD5CW3LSw+pCkOKt8YK2qAWj9BIVSvqN2hrppr0ekbqtH9W/Gq1FqF+GhCBJhxGfD1VGMStamIqiCFJSpSgqo2KqrafpVJHqSanTqusjMeHCrbq1KeC1YAsUeWtkutoo2QFBQSlwpFT6kfHuE1IqTp0sgErkaS9NLtQBYmXOlAfyE4nb7byFPlxpM2Be5NpK4z9vkvQ1Fp2OyFtb2iCUuoV8kVoQK0165n50je2/Y8EgloxHLgDXQ/JL2usXQlCBinLFMKTfw5nGUq5xtAvM56QbDNajwQ5vLbbO8pFQ4aLKgBWnp1XLQnxmE4laudwxha5jcuXZlWyVx5lON57bmsfyFiPPiS2o7UiJJWQ53A2G0yYzwquNKTuISsHUHaajq3lC3UUVwCcPX21WnFS7FvhuUY5n1daCzkbHs48HOVp3KPCkdV8wTIwE5Bj81UjY2gvKfM5KmVb0zIayoqaKg1JFAsgUo7t13NY3wmjPdcVIOTuh4KeC50E3bbILi3DXhG4gENBDFGWOKH2g4imhcB8/Ylz7hEG/Y9LYVdUAKvEAbUyo0hIJUUMjauO605UKRSopQaUPXVILiG7iE8BGl3D9Q6OHAj2cRhXKb6zms5XiTVoaACeGOWOTgnEV/OQsIsl+uiclipYh36KyEvvMoQ2iakJUlLoCaBD5WPkj/Mioqa9Rtx2ht6zxY0bcgH/mwwHq50Q2fe5rBIJS51rgE/pxUp0oK/HuWbd5E8sWSalTMp2O1Kq4mja0LZcQHUqIAC/0/WhpoOhu0F7HPikwIY340R3x8cp1QnUw4j1mri518kG+EVY3HXZnbm3eJDaH1MtqUliO66GlGoUEoDQNV+qiRoNOi0l9FbH9xrnAjgQO3Pl76E21i+5UtcAnphVpNcgWv/Z0nLwglo25N2LYUSEqD0dW1RpQKVUH+wHv0/48CeIp8JPdnTH07/F8D9Sp6cKPTDMbu+ei33DCLVdcolLiqkyY1jiOzn222CnuTFttAkNMrG1zUErFKE9Ii3GKexE0z2RsKAl5DRqPDE88ulEp9tuI7sxQxudpdgGgkpw/KhJ8kbD4RsZs3M8hmMjuubnH56ccxzALbNuN/VkzYrDblWm3qZccTKkNhkrkONsxnPks7d3XYPJ32N3vzTZM3eW3tnWXisOqZwZqjJ7zoziUaMQU7wXTwrn+7feCHYbmTZ9skY2+j/3JJWkwx8NMjig8TPSxqkuAbxoKOI+BfKLnHKzbbhgsjh7h5tjdDuc5TbU+clJoGnJDbQbZdKBTayg19ievY9juvkH7d2j7KxZZw20DQI44NL5XuOZcmDRxJcSeJNeWPNUG9+Z7aK9bdXm/+b7mV2p9y19vZW7W4g6CNRA+Vg0kuOAGZpgfDP8AHL4vWnMZ2UXbOYrua2qP9uLhdLjb5CmHCkrXIUi9TVF+jiNoShKViugr1Tt8+8O7Wrm3uy7N4r5QhkSVz9CjuhzGkNXNcqFnyD5t80bBJ5Z82eaGWezuKtgs44IFIHN7y5zQcC0Na4kY0Q904KvFngS3OPcvx65iI28/3XIrcVYDLS1NpiT4veaZUpsHd8gkq+mo6TZfdTaby4ZH5is7mHWQ1A7UMSB3mFCQDlhlXH91/wAZt/2y0kn8t7rDc+Hqe0yxlkitBI8GUa2sLgocpCuxVFFBs/mt7sl5fj3OTNTcojxQtTklxf6o90qKty61qCeu6wbZt1/ZNmtGxutJGqEAROxE6V5eudo3e3uXPMs8d/G/vFzn+I0jnqx6++pXceccqulhRZZGQzX43cSssurSVBLaisBx+geWkk+hUQdPp0Kt/Juz2t+b2K2jbMmYGGPTL3URu9+87bhYnZdxvp5drwwJGpxBJALwA8hTiC7gFyrEHOrhJiMxWpkhSFq/IqU4UqqAlQUmtVJIHoap6IDZ7VkpmLGhw4oPT11U3wbm1joLi4nNsFOnU4jEJzy6e6j78NvHTyX8jn8kkcaOYjFsOG25hmVdc7ky49sTMuDji4NotRt8KfPXPlNR3FklCY7baPkqqkpPAvvN9w/tn9uIrYeZxdm+vZXFsdq1rnkMAD5JNbmMDGlzRmXlx7owJHsT/Fn7Gfdf7wWN9uflO+26z8u7aGwiXcBI8PlcdfgW7YWvlCNUySO/bYC1veJAqI8t3a8eNvIznHnItousHM7A805lFqizVPWtxUttmVDuFslICYdwjSmHg4wpsBKmyAvaoECf5Ot7D7l+XP8A5F5cnifss4LYXuYkg0ktcx7fmY5pCOB44tUIaH/cWHf/ALKedx5T8020n9+g0yztim1QPZKA+OeFxDQ9rmk6QWsILSyQMe0imK+ELvA3ltn6Mayx61T71i1nXk9stF1iQUXWWYrjEI/tzcuM7FfkQly0vOLYClNoAqBWo8+ffBvnr7S+XHbptbJWWdzMIHyNc4xt1AuV5a4OAcG6QHEAk58K9a/4sw/bX737/c2u76Jdx2+18b6d7RFNI3UGKWkI+OJxDnOjJDXOYCig0M/8m/8AFzxlnvKsjN+MLmnC7hb7fYbdIXhKIeOx2H7Ywpks3eNZm48G8XBO9PddcbL2oSqu2nRn/H3703p8rRbf5qgkkcZ5ZGPL3lzg4qo1kpGSuluLcFBxq0f5JeQL/YfM5u/JVzby2f0EUclndxtmjjLSQA2T/da7RpdmrQWhCAK1+OefEvnLjeVHevfHTnLeDKU+iZk2NwxNvlijFtTZlSYDSRKU0G0FSlskKT6kdegPMeyfaX7rwth3e1t/7g5WiQ6YbiMkJqZJhqzyJIw+U1xf7aeffPvk6CWOxu32E1uNTbSYm5sLgEqfDce9GUHJuhcwTVleE3ircYkVHkDjV3s1243xjLouKXGNc7k3GymPkNwdYUIEG1Ka3XFMJMhC3kntvoQd+0gHrwt9zvtHffa7zU3aIpZb61kj8VsojI0QkkAzHIP7pxb3eoJAr2x5P+6Fn9xPLv1t3C3bt2Y4tdbveHantawvfC4YuicHt0FyE4jMGi+/kibty/G/IYTbTUdV2kMNl0uEJWSpKKBJ+Qbc3flGldfXqlWrCZHB2LdP4ii8DxHPG5gC61Tsro8UrCzYOCMFiFFSYrISkAKSEEJCQfRQUoe+nRDb2+HC7SqF7j1qLvAfLdAEoQ3H1klB0qpf5Msgcx3BcLlzHJMaxqfZbdkoSoRg460VN94ghKErcASSdCaV6btpTFchxUMUqR60U/Chtyxr3xIFeQgxxU4UtjhjkqLyFzHxDjeJNv3e6QL5HkS1Q2lOt2+MSloNOuNBXcLyEncmoSkCp06avN/Lr6LbIRqYWnW/MBvLDifcMaKxbD4W2SbldlDqaGs4kriewLnxx5U8fmnHImS3c2Sa6ESLfFbdWgKUta2mkNF5BTpuCXEnVNaA9TrOOO4sZopTgcgM8MV60Lc59vdtezLAdnD+VIkxnzHyXifzFzbjO6znrvgN2U1a7PbF1WIMtbq20NqSgkL37fgqo2EEGvXAt2vf/unLboHNQFq4YqQi+/lXo6wtTHYs0u0xu0jSMgUBJHUnOmb3qFkcrHWjj7r1uRDdXf2y4tvcncjvxW9zNUqU2tdVJIO6u0+teqru8WhhTBwK9vp76J24brRyEonQVIvIXmK5+RnhNcrDGmMxeWuKJLFxh2pBcU8+u1tpnR0MJX8nGJaWCWHd1EKJSTrrvy5vbba+C92Nw0kkqhHy9mKDqD0qPuFi25g8PEzRnW0J8wyPTJew1q5TvLDL83z60tZLISlhT6bZNjSGwXYT7TgjrZkKWkuJktOAoUPanXRHbi+4nBcEkwHNOnM1FdtrLWDxGOc6MAFcgVxy54/nXXyZhsq05YzerpFdRaLmgyYMgBaWSpwBZbaWkbCtB9PQqHp6dQr+18O5E0oOg4jtqbYP12joGYzDIcx05jnyo7fCHyQitz7twtn8wvY9kMcw7VImL3hllSFNsKZ3AVXHdUA4NCpJ/r1YNn3WO4Js7j/cyaebeHs+NVzedofbSi5YR9O5P+V36geYPBeGFNA4byGZ4/4byNxdmrb1+xG/ImTMRXtXLbhCUHaRo1N3dZcStJQailfpTqa+3kbKHOXU1yg4Yg8OdQYpA9ga3S5pOIHA9e3nQncPwYP71cVu2e9IbeuklxHbU4HGGjJUsNpCZiSkBCgBQfh1IcXBp4HrU1veYGOBxAX81oyLwWF8jYKlbslxiKYLjkgd0uhDIStLz9CEhLDYKVkpUd3r0y1MeVLkB0ENzSi78x+M8cueIYPy3i9iteTz48Bi2IefbU99v3+2HXgySllEpBSCAsDcNNND0FkL3MdHOD4kTlaMsHZ/ghqHKY9cUzCBDKzQXDiW4gHkAVypPN8yq9cc884RnPOVjYm25ffj49bmlMIYl3BEcJtMYQ2iqIhstubllyu819j1L2qZrZ2kkgNY4dQ53H2YLmKduCJIWkhjnmRqcAQ1ShPxCJjV9XbCU82cf5z+6Wey4vjtzXcbuwtDrLs37ZN1i7JCmkJKWksAKCCCRtHsOunbTd2+6bLdq0ujdGGIe8o1gFepTH1JVUvGy2W6W2oBfHJzQIWlD6l9ldf8WHCXinbbD5C3vlG92CTlEKdkUG3sXuRGKGokR2S5BejOFXzDrCAaD01Hoa9eePMcu5bbeN+lY5tpLM7FNXfDijMlRMyeVXq0nbdMR7m/UNjwGShwww5Z4ihHwPyxe4Fzq75HwPfDCgsZpdod1xlLxahZRZmLkfuI/sy1dI1e7EfCRT8hqCT1LZeeF3nND8nEZYrinI5+rOpQsmzxxFS26Z3VCgIc2k8Wn2ghRTtuGOcsD8g+Rcc8nLcWTeeO8emjIbS4gNSZsp5tMd1DrK0h2NNYDZUsH/qBPrUa3uwuo5rfwonAxSd0H+jVmOnUc6F3EstrOdYLTG0ue3DEAYZc8wmdL383v5FOYebsmudkwC9nCuOoeTO20zYzriJN9gW5f28ipZ7So7MqQ2UKXUqKRoBWvTO4zRWqQbaEY1Q6Q4ueRyB+ViqgzIzoHB9TuZNzfluko5kbVGlpxbrK4uTFMhxqrMWeuXNV2bl5Rfm7hJs1tZjoKFI+0YS02SwhlHs2Upp/+EDrp0Ntx9QzXP8AOmQwz6UTmS1lEUC+GcccTjw/jyoncBweFbJN1eYkpdeNrlpSEkqUtSoyxRKRVwitPlp0b2mERvfoxJCUC32ZWR6lOOK+nuqs+K8cnRJ1zYvkd2EzKvKQXHQACw6sp7tfyjXU6+orr1ZLSF8c7nZt0DLjjl21TbuUttwHAhxeSholuO/HHj3E+QL5yha8ubkXIMsOP29p5S1KU4sISd6iO0pAVrSgI9TUdWC+vZ3xxxSDukjFOQ9BQi1jiYZJIkc7ScioxPL05U6uxYlbeWfHq7SGVsT5arNcRHdjupROiPWdlRT+qlSY7Evut0QVUUoBIVqR1zCd7oN07vd76Y5FTz9Erq1kGS7Q18jSf2vWAmYHT21rj8kZZEyy8Q7TEUrvY1fJC1tTWnxco7bj32k6FLYWtIDiJrZOwnQkU9OrBaNDHuao1riM0xpxkhfE14UsLUVMyBw9nsWia5143u+U+LDOR2WAqTNxhp2TEjCGp96W/HCFqhR0HvFt2Q38A4k1Ffpr1PLJXSFkZGsjAc/RKjSTMEIc9UDgvTh7eVU1fL/nmS8GWfL8cxq2C7sxltz5U6MlLzMa2WtEUsfpDfFRAKdSqmoOp06LeZrSPcfLhvYwXTxgvA490acTyOeaIBQ7Z7mW03oQYCN+lpPAqVwyxCpjxWr0/jL8meaPGq4cg3nAOQ7FZZGXlpjLsUySMi8Yndp1ojBFtvTtmLsdTF5tyHi01JYcbeUye04XEUCeNaIrqFsdyjmqoUoRkChGWAxGRQKMBV9vjJFdC4t3uiuQzQoQ6m4uDXNIIcGkktJGppLtJAc4Fttr5byjmhTmdZzlicyyuZ21SJyO0zboLaa0t1itscJiWi2NDRLbIr7rUomvXx2/y8sN0tfukbvc5Z5oQxzIBI5WxMBUNhZ8sbXAkuIAc5xJeXErXpn7fS28vluJ8AYJD/uFqK554vOZI4A4AZAUtHyvwNyJzFiWUxpSoEOW6FTXk7kNuplfpOqV26blNkA0/v8Aj1UP8U/MbfLv3RftxLg26MbwhTHVpcAf6dLlcDxRKMed7E3/AJbc9iHww4HjwUFM1UIKJjEb5iVhgRFP30StkVk94OrJKtifmaqNTQ+nt19smYtD+BC54Y15KlYWuLFyPGvRZvJfiqNkr9pjSmTckoq+tIKllKVbViilUbJAAOnSi5i6NTdXJaZDSSjVPRDh1RMquJPkVxykbV3FXcRtCkJCKmuoKdaU9fXrXFFHtpLnac69TPkTx/IC1My0qSAUEl1r4jQlWhrqK00pr1mkHHU321rWDkHH1Vgrz5J8fQYspwyEpLTa3SC+18WkJqSQFGtSPbU9KIa0K5zU7Qa33ycGPPYKFaB5eYXm2SOW63lujM0NB199LTe1RKdjY/y+VKVGpOvVC+5lvbbh5H3S2c9rh9I9ACApRMV4VZPLQuLXebeYxuAEgUkZBaszlybEVhcS+OFtyOyyt9al1ptSsLSpayKISg+ntrXr4xf487tH5c++ETLgmO3N0+N3AoXoievHkK9R+a7V+4eWLiKLvP8ACDgOeC+9KU1yR5BRsf5Qx2fYpURdtRJaXLU0Q8EJIR3aqPsTUDSlT19wI91t4GMibiC0cMlPqry0drurlSAiDjgSnwphj3nTYbdhEWZDYivSURWEBtLhLilBsVQQnUE0rWv19+pxvLZp+Y6uSe89KE/2/cHu7kJA5k4JS2vODNYHkpjWJTmrSqZPiXdlctthpT6Y7akgqoB8luGlagFIOn49aiumyykYho99TRYvt4f3mhzicuVBdjuE2m387cduu4LNk2qNaHY83uQ1nuSWSCpw13IjrbSaAEUA1NetRhoicpKlUxxx9M6kyOa4hAMAOePp76Lrha3M8V+SuRchsYgq12WbHjiCsw2w4zqXA6iiqulfrUAVJ9OsddQRsaApcM+JQ8eqUz9NPIXyNa1XHurgPVyNGVyX5xXJORW+0w/02JHbCpH2qwG2iU1QlKU0U4NdPSgqemzeQNUAOQ88DUX+zX73AnSE4Lj29egojuDuRWs4uMvZMcllva4N7CWUjclKlNChqZAUfkPXr5yf593ccnl7b4GtcxyrjxJd+X413L7TWcttJdeLi1AnPKsTy1y1AwbLWIb0xxl7Y4U9gM9lZroAVncVg6fUajq+f4PPgH2ukc5pMgnafUhoP91bK4ud7iMZAZ4Rz7RUah+V4ZohFwUmm2m9cZtSSPcpOhJJ1I69ti6j/Sz31y07NfOCKwkf6ffhVa5r515PYLtDt9ul91h+h3hbCivUgUJVRO2h19KD69adudpF3JAA88qS3y7uz+81zS3jwT1JUKzPzezyPaZi4kt4uONBaQHmg3WlFLJSrf2xSlB7+nTUu4xx97wwR6fGpEHl66JWR7XIuCYY5Lx61XmAeYfIE2E9Nvk6W+tTiwyoyDFaUB8glKTqQgag+p6YG5ukODQAOdSB5ck04yDUCmAr7meXuYJuTs5MZx5O4pBSqQdxA2klSEHuUSfw1NepX17QwEtUdU/nUcbDMXktkavYaKfxR8icnzu75JEkWtwPhUeJEeDMl0NOutlfcdZWj5hWidmhIV0d8vXMN1M6NwQOe0Ye1arnmawu9vEbtYd+2T70w9VY3lm5XeT5KYJbBNTDkXONJlItbEVKQtLgVF+1j9xVbYoyQFKQARTUEU169uV20bXFBASRx6oUVaou0RvZuXjSIEaV9YUYcMvwq/8Ax44KPH/LGdcjZWgwUyYDzjKpL3ebMVbTiipDjmpdKydNB7+vVI3p5faBgILnPHHJDxq0WjgbovcNLGtOCIceaZpjSGPMCAjJubM3mWC5Fq2ybq642+wv4KfadUH2nA2r5OOA/wBvw61C90QaXNJJaByISgHcc+QAoC449VzFWb47XdDcq0Ys3HM2S8WYzcp0BaHC8kNirNFAgK01OpHVu8uSBzpMMwClV7eWHS1xOALvhx606zGf4gM78iLZYsqyrkw4Hj8NiLeIECww0SL1cJaf+6jtS5T60MW+AggBRQlS1+mnUPzPvuyxkW0zZpbmMnutIY1csSQT6gi86PeUfLO+7k/x4XW9vYSDF7gZHOHANaCACTxKpwFQ7N40LhNGSYjIkDJLviEuPaXiwolN2TFaWhJQtALaFqS6QtXodadVu5h8W0E0eDSwHrjwojcsO2bjJZyEOmjkTiBgmPTrQbWnCsZ5F4m5Y5LiYcrDc6xycLra5SIzLcN+XYW3PuE2hMZtrutIho7bhVTepRNCOrL5LlvbHYX+CS1J3vRFGpoUdccv4UJ398VzuToHaSHBgLQUAD+Y4c14YVXfgXy9mHkN5GQZuYYpZ5TnH+OSWhfAoCe8S4EMPMRQ0eyWG1bFq31J659u26N3i9Fy9pbclp7uKAKU9arhyw4VcrG0ls4xGXB1u15VxzCN9460xDnZiWL4m7LjqhqlyXGGnJaNUssghEdACtxbeVT8o3fXTrbGOjhDHKgHxrI5GyyFx5lOuPwpRHPH6ibmheTx2lolPhxtLMVKEq7iisKSEOaJNQQVA/Wlep8AL2KqGnm4tBT9R5hUrJeKWC5Dy1y9jWcZRkyJnGPBtpeuxbkupZhRH47JMdUhSlGMhyiKJNdxrTXTqv7nA9s+sjukIOanP+AHOpcJD3N1YtYVPQYlEPrJPCorN5evPL/nbBZtbE+3K/3S1DsC3GpMOStcZ1v7SC3HmNJWhucAELKk1bbJV+UVFfkY+Pe4rNwcJo2A4hO8QuVSo5Ybja3X6tNvLISoKjQCgKjPn24U1blnkXEOA8+tnI/Ol3vuLyrHizv+x04q2bxb7g93HYy4LrbLyW5zlxklDbcqT3W2ijcUjRXRovigf40qBGEKBqGJGrlUYxmWMMjEh75RCGuJRWry54Unjx+5t5L8jeXsy5MyOdOej2/MbixAjXF8SJSYwngtuz3GkNh+a6y6NSEig+nRzyxdB10XFQwSI3niie3hyqp+a7YSRNJa3xCwakyA6LniFPOmI8z55csflYlhrEpEJ/KI4cYcOi3Ts7p7ajQCu7SuhNer/vW6SwzQ2rHadYVeJUolcxtbKMh8yKgOGeAxwHZiTyrH2S85JjEaEy4oXpUiS0mdRZXIYS4tW0qoQitSABp8a+vRONs8MDQSXu448+PqoJ9UHzkNIEZPEdgw9M6k2RwYz15+5cdW3JlxmZDH6u4hJQFOFKSBudQaA0NDXQDqTDKVT9OdEQCcawao9vnvxFXGDBkzLeusOZLitvyIykEL/QcWkqbRvTpUkAnTrctrFJIHvaCRkeVKbK9gOhVPDJevSspdHnpkZxfdJC2my4p30QlYO5ayQQ2hAHoNQn06mSMHhFp5VHt+5Pqd82KD8P41ZODNcYt2xX7rzFg1r7aUrVGkz4oeZf0QtstvSEOrXvISBt+Rppr1z663wxyuY23c4ByAgjHgKvsG3NfEHvmjYSFKnLmD6JRE4XwRlHIjpawGJPvkFAQqRf5VrmW+0BLi6pMZ19suSSpIruSAOn27kWt13TDGOCkL66bjs/Gldb2rxI9pxQFB68gtIx/mMw7M+EOXePrLmWMXJqZesceVEuTUdZiXFmKhKHA0pBWStgoAWjRW0g9VLzY+G6bDdQ4xHuKMUcMUJ7MquXlaKexlltpWpOIwdOQILsx8Dy40kGRc8dayWzOWyL9hkEm4FbndVteSG3NyUqBG/wCBrX3oNdeqiC1WuYoK+iVcmmRxLZDicuacfZTBeNeYXIkuPHXNEG8wu2lCe5sDyQlP5gSKoWB8ff8A4dWW3utbBE4fup7aCXEbW4BUPPj2H8KOez8jWTkK0P2bJEMy0TYxjyo8hSFINU7S6d9Sl1J9wNaD69LDR8pRKaLmgcVIIOChD16/GgovGJ574wcnM55xNKMnGLq8qRcrKtxbcSZFbo9JSlKSsN3JlmpSKFSxp6agztl/cwzl5c0SAZ/1jqBxHOq5um2QSRaQnhZNUKATm12WB/iMqaZxfzPg3NWKx7zY7hATdmSW7navu0B9qVHCQottKIebejq0cSoDadf69EsNzg3CESROGpO8ORGYrm24bZPt1xl/07nYYqR0PHTyPJKlVssOLMZLLyBq0RU3q4MdiRckJCFrShBCdwAG5aj7n2rpr0swsdIZQO+7P+NRhK/w9BTSDhz7FoX/AC7gwpmCLlPsMqXbFqkxnlNJPbIUQ4tlVDQKJ1Ogr0D3+LSInohU1Z9gOpswz+X0Hsr5jX5k+Mlwu3aoEYk2neAmpJdhp3FPsoA1rTogY02sSc4ifdUJzQN0byL1+JqzfGD+Rv8AkX4YyvKpfBfjNY5jmSWeRbGovK1svL1is8xaVKt+QftuOvwbhLVa5FHjEVIaYllIS6dtamPKX2p377iwu2t/0222bXh3j3MiGMnunSz9Rc1cCMMwVoj5n+4vknyNE3dt1+t3AZGG1jcfFDFcA5wa4hi4OQKQdPGiP4C4ZzCVc8Ov2XvP8y+WnkBkMw5HZrjZ41tnQs6vd3cmvvRGlIagWjH5MuatTXybixo7awlIbb69ibZ5bm8ubPdQ+YN0MflXaLVrnXTSsXgxsQtjAJJ0tb8gBcXOa0d5yV4t84fcKL7p+crLZ/t9tB/+QbvfOY23mJhIdg98s+pjfDjiaCsigaGE4kYnf5neNPlz4wYDi8rkbMscXxzkUiP3bdgFzmohW3JkRHHFWWZIkQYF0ddjx9xDjazHeAUUD46QPsv53+yv3F8w3Nn5fsrqTzFbsJbJesaTJBqA8RrGvdGAXIrSNbVC51VP8kft59/vtJ5Vt93v96sZPKNzcMhcduEkDoLl4kcyN5lb48jXMje5sglAJadUbcBSgbjlMFDzyXYjQKt9SsB1xa67ipx12q1fJR9TUnU9exILFrGBsRDWDgAgTsGA+FeIY9r3K+d9VPcSy3Dipc5xJPvKmosnke62JwvWC93W0OncE/ttwkRklNaqbdZbdSw60fdKkqBHr05d7Bte6RGLcreGcH+tjSe0OIUHqCDV/wBgk8w7S9r7G6nh0pg17g09CAUIPEEEcxUjhckwM3H7XfiqLkjgUI90SpKWpjhB2VJ0bfUSPiKbh6dUqXbdw8myG5sXeN5eXFhUui/Et65DBavG47XtfnNou75ngeaUA8VhSO4RQ1srCrWuyAc0DLmgqMXeVeMbmCJdVq+2c3LjygFpTJQKBRO7RDjdRuTWgr1cts3Lbt5tfqrMjUEDmk4tPDtB4HjVB3HynJZyGOSJzJsRiCAU/pPH1YjjWCcz1cN5JYkrUtqobqfjXWg0NAnb0VbaxvajgPTjUVnlNtxGRKwBrs+dG34q/wAivkL4qz58ji/IrW9a8gTHTfcXyi0Ivdguy4hcMGQtlMiDOiTYgdcS28xIaV23FJIUDQca+6n2L+333XtY4fNMMzbq3JMU8Enhyx6k1AEtexzXICWuaQrQQhrsX2a+8vnv/H913b+T22c+xXbw+W0umOdCZGhPFY6J8UzH6e67TIGOCa2uLWkVlzZ5Qch898jZFyXydcI90ynJZaH5rkaOiFDhx47SGIVvtkJKlCJBgRWktso3KUEJqpSlVUbR5E8geW/t95atvK3lhjo9qtgQNTtT3ucSXySOQanvcSXFAFwAAAA5p9zfMfmT7wedLrz/AObZI3bzctYwNiZohiiiaGRQxNJc4RsaEGtz3ucXPke57nOOEwfnDJuP8ktGX4Zc5dkvdlW45DuNtfU0+yXG1MujckhRQ9HcUlSa6g+x6L715W2rzDtsu0bzEy42+YI5jwoKFRgeRAI69KqXltvmHyVvkXmPyzeTWW/W7iY5WEtcNQLXNUZtcCQ4cjzQgkYPmNnlwsD0GZkF2lXN+aqeqdJuLy0LdU7vU49ErsdU5Ug7tSdST1QH/afy/DftuIYIm2jWaNDWAIERA7gBwAyyqybj91PuLJavhvrh897JJrMrnuILlUuexEe4jAkuxzK5VaPEfmdecWvsR3J7dDyCxuzGF3i3LR2HpMAupEoW95SnG48pSPTTbuFDpXoB5q+z9ju1g9u1SvttwDD4b1UByd3UMCWrnx91PeUPvd5l8tbxHN5gtLfcNhfK3xmMbolDF73hkktDkxCgdoo6fJbwy8K/JzgyN5I+InIj3EPkpbLnDyBDOM3uVZ7Rkt4iBDd0xnlfjJUw2X7wQXFhi8x4yJPdDag48yoo68ueV/Ov3a8m/cEeQ/utYG/8iljoi+RgkLYXg6ZLa506nsLgNUD3EAakDHgGvpzeTfZzzD9lZfNf2wvIH7tJGJowybwpvqGlrnW9zbucXQuYC4atAV4D9UkbiJE9cv2/yC8o8QgeP8XiPJsh58xTKbJIu+J4lbDPOYYvFukVq53y17FojhDTXycWVhFTqQK0m/dL7Q7F5Xs3+dfLV/bt8oyhQ2aQM8PUC4xgn9QTuMRSFaO9nTvs/wDdPcPO98zyvfQPk8yRkDU1iHAtaswHdbidJcDpJIcCQShrY5arbj1hsNijRzFjwLfFjOQnWnGZTExlS4suNKZWhKmJUZ9hSFoUNyFIIPp157tCTatcCuoal5riDXd91YItwmhRHMdp0qpGnA+8flglWDlfFuE8wYS5iGf2SNfbKvatLMlsOKbqkiv6m5IWBT4+1PavUGOeSOVWZF2I9PX7aY0Ne3T7DyPMdaxnCfidwXwoJM3j/CLZa7lKBQm6GO0ZLXw9WihP6YV/UdKmlA7sbWtBCFBii5LyXOlB07QY3Pc5qriuJNCXyDbc2k+Rd9VbJqm7BFsSIjcJ1RX91LcWhiOGE6kOPuukUSdaVPQ6eWSCIzhxbGBifefUmfSpkT4zI2NA5dIQBcclx4rwpcvkP/HZeeNPKfi7l9tx65WDkN+Q5eozgDTlum7wbe8gCjaFodWpCwPzHUVPXFILu13HcZZWgGQHIcQTgeic+PbXc7Z8zYYWFTC1oLuYLQQn/Nge3Ki+uGRQrDNu0HI73Ftzi0yrZCiuOFLb0ZkJjBss7UtEfEFaq16b362dIxvhNzValWbnGRBwIz96ei1SFtnW7Bs5+9tdukKg3C2SoOTsSy81CulkcZV3W1lXeZUtSl9+O4miEqAB/N1QYY5WOSUgt1Ycx6+Y+NGOTgU0jD05Ulfzr8X4nHeePcvYYFTMFzaUzNcnwkkx4VycKSzdSI6A1GMpdGpKdEoeRu9CeuibRdC7hDgVuYSjsMUHyv8AZmeYqFM/wovpn4RyAli8HZuavU4tFOc8aPD97yo8NUTXsXcyC/Wi3LFuXEU3+4y3IkVLq2GlLSlv75nbvQSpJUNPpXp15ZRyW0Tp9IEoJBPEj4Y0C22SOeORrhIbqF2GlTiQUHr48xSCuRMFy/jHli7YvKYuGLZFis5T0VNyZdiS9zUg9mQW6Dc082KEpJFa9UuexubS8Dm9wtQheIPDqCM6MRTOnsnRXzXeL8rgQjhxGHP1Y05zx052svOXD0jHMmucZvMsTYVGaecc2yHksJo6ykkhfd2o3t1pUadXK1uG3zWyNwAKOHHt9tUe4gns5X+MBqBCFEDlyKdR76zvE6I/7pIW5kSo63ZqCKstCNvSspQVFUbYN49QpVQepM4DWFEJ9PhU1h0v0uwaQPVhh7aJ+ay4vmLGoLzjTizFU2hhOxMZxxxgAsrqFDY+khwFKwAsaVp0NYdLVOSGpDnFoAHzE+hphHjberTyNgnJvE10fZmT8XnyGW2XCPuWh2luQ31IcKyaJOxK0gBQTUevUW9cGzMnZioQqMOz2VCYwPEtu8AAo4aUUYe4qFpWvMPj5NZ5FeuGeSk3uz4vIXOxyyFan3VJaCl7EtlspbDSgkj0Vt9RTph6A+LF3Q4fDnTVs8sSMlx0OJAPFcs/dQw8V8gW26ZzzW9yBdblZbNEtbUKw4VEckxo63Y7DzyRGY2tynYryE6+iCo6k0A6sXl/cHbZFK4yhkQcEUYHBdQAVSuS0jdbQXz2SeES9zCvFMUQ8gmZ9VQXyJ8cpp4Wxjlvi1VzwyFufjXBSjMtblyYmRUvxUyYtQ4860+/R1TgUKHqZvthFebA2dhax/iGRQPm7qEEdpDlzVc6g7Tfy2+6OikarGx6BjyOCLiMMKIbIvAXinhXwcwTm695BEn5s+Wr9OQy+JAfnPrRMeQo7y6px0GhqSKn29OuN29/BLeOt/DHhMLu8V1HTxTt4VdgZ3NY/Xg9xKDknA9ONY/wLym3Xm7cqZBblm3Y9eY70Vcff225L7ccUkpRVCSqODsPufUV6sthJ4t00QElhx5AkEY+mdDt1jMVu+ScgDBpU4oiovED8agnkbwpds/MOx4GyxZI8Wa46uYhsMIQFLW44VOVBcckuEknXU9XfdNqkuomfTNa1yAuKp1qqWO728A0kB7eAyGGAX1ZVY/hz4q885JnDPG+IWP9/vc+OSX1ENQokNtSEOXC43IlxLEJtSwK/mJ0SD6dCoNmuLcufcuZHbNCukcugDh1JJyaMT6qmz77bzAW9vG+W9cQGRMTWSM1xRrW8XOwx405bmv+Njm3xe45a5mvGW2TOYFuERzNrZjtsl297G4swIjquER6S46bxboL7iRIq2ghs7wKA9GNjuNpubuSCxllfOBlI1rQ8DMsQkgjPS7FOtV/zHDv9naRT7tbwRWr3oHRvc8sc75RLqAajvl1MwDiAcCtAneLvBuNztVqEIR2pmvfaSGipx8hBdCaBJSSa09xX8OrS1hj74QEcqqLlkaSAjRnz5Y1bXFHBn+2rnlmXXbIHbhAuEBTTcV+cOwt11t1tDTcME0aKiD7VI19Ondz3ATwRw6dJjxJ9PhULb7AW0z5muLi/BMgFOPaKMXwNnMcBXTMMXyrkiNeGOUsmYl2Cw3WaytDU6FbHmo9sTElOoQp9plKe1tKVeqFhYWCOZ7vOb+b9thaIyemJOPrQca65sUP0kWsyFzpGNAXliiDJATgfbVXc/eKNjyzmdN5wa1pbtrrkW+X4sxipU+VfnnTOcf7VEolsOs1KCAAFU01qc2WdbUtlAMzcuKfn+FJnEMNzpB8O3UKAcDzOKoSc0NEPxvi1gmYVlfFk2G+yuVbpjLbX26o65jQbWyEMr3Uiuh0FOhCqH16JF2gtlkCgHHkenZUactkDorchHDDinI+opSQMOvMqxcgcweOc679tywpuyrVCaD6XDbrrPe+3iuPqTsmGM4AHXEAgj3r1d9tgbdbXPtsqBuhRji0SkgLzAyUUGEkY3GO8a4OcH5jI6AF9eZQ1THG/EPIF6uOaRsIdnybjBvlxTIDAKlOuNSVoKwlW1CW3EDQDXSp9uvPe4sO13EltIQHNleAVAVHEYLXaIo4txjZMzSWaG5jHELieGdNh8JLDy/hztxs/IEG4CApW+I+/s/6LiRUbUhO1xt0n19uvnt/mp5Ol3bbbfzZas/2Wo94LSFGRcBiqZnlXXvtvcW1m2Xa2kK52oAe8j8qvzyyw6XlfG8lNrZ7l3aWtmG6lXaLbwQXWlB3RaAFJqQPp14G+10wt/uLtUrnBoNy0FSAHN/U0k8ExzzSus3jWHa52kd3wyQezH0FLwx3x58i51lhTm3x2JqUPtl+8OJKUKK0qBQilElaTpU06+6OzkSbVC8ytcHMUd5xKZD4V5evGWLbp7BHiD/T78cqxlr8Kuamb8/f1XaCw69u3oduTq2wsqCt7iw6lWn/AIa6dThE0ldbT7ab8WAFSwp/wj2VV/I9qv8Axvc0Wq7ZFb1Su523f+6eUjcfg4WyX1Aap96/8ehd7uVpYNa64ngha4oC94CryU0Qght7hulsZJRcGj8qv7i7gfJOQMfavVpzy2Qw6hDjjbjncWpB1BFXVJVSh9aadTYLi2nZqbMxT/SQ4HqENQ5pIYnFYiQOGnKphcvEjKni6xK5Bs3ZkApcBCU90bTvUApSvlQ/h/TrUrrb5XygA/8AD+dKZuEbAscDlHEA1B8V8JGMcyD9ya5BgML+/TOdSlTbgKmVBS0JCh+mlR9qjX06D7lDt8+3XNp47Fmhe3FzcFaQqLinHLlT7Nzl8RjmW7ka4HI8D2UeWRWzHb1x0nCZOWQO4YximYH2zuHZCDQEkDctPofbr4tMsIti/wAgTaCRoay/UORA5pcFQHHEZY59K9HOkkuvLpmaw9+3y5FKE9rwc4lktxpd4ztmTJUlLiluOxylCq1Ts2LSpJbqAK+o16+0cW67FLbxSy3I1GNp+dgAwCcVrze2a9jc6NkPEjEEn4YVI1eJ/EUOOiKvPluRkEFtgyIhQv2O39bWp9jTQ9PO8w+X4/nuo16yM9DSPDvziLcgdh+FZC0cH8OY5RtvK4j7bX6bbbsiO0liit4KB3HEmh+uvp7dRH+dPLMWAu7cAc5W/wAKcbZbnJiIHKRwb+dZlPH/AAY3PFyfyOzokBJQXy4gyCpSQgnVYKSR6FNKV0006jn7ieUmYyXlovH9wfDOtu2ndns8NkMgXk2u26Y348zAE3HKIKiCFBaJI76AgbU7VqXt+IpX66dRJ/uX5Fb/ALt9ah3R2PqxpMWx71GNLYHkciMP51CZHH3iCpbbky8RH3Gj+k65LZJ+JNEJUpVULCj+b19vr0Pk+63kGIKdxgP/ADD86mM2LzE8oLfDsqaYdlvjNxXLdmYvfIzTz6k9zdLbeSFEfNa07viQqnp/U9eGP8zPNHl3zrsFkzy7Mbq8Y/SRGC5MVGAwyULXUft9YblYSTDcGiJjwEPA/nWFy7PvFTOLmm75NcbfOmNtuNb3JUdFV7wXFUqN26n9fevVr/xX+4HlLyT9uBt++Sut7983ea9qOVozQkI0qo5nEGoHnrZd23PdWyWOl0bWIq4Y4oONRT/cvhbGNe7a9ze4jbOY00FClYUSaa1Ht16c/wD09fbmLD6xuXIVSG+UvMp4N9/5UCfPsnhK88mYrcMMkobx+NIaN0RFmb2CmqQvuFJUhDTiU+itBXqs719/vJJu4zZvMsbh3nBpKJ2YZcOdHLPylvjbYh5aHp6Z+3sqKcy8n4E+YtpwWxxnG40ZKHnW0kxkkJSn9R87u66oDXbUdB91/wAjtjihDtttJLi6y7ztEYAGeSkniAECZ09aeRtwMpNxM1jAmQUk9OHrNTTx8554nsiH4HKGNQlMpG9D0hjusOIBAGwoFUFGtBoR+PSds/yL2GQNG5WM1vKTiYyZWnDkGqPWE4KaXd+R9yjGm2ma5ick9udFYfKXw4hAAY9an6KJW4m2vr19BtSqhcKkaFR1oOjLv8hPJwwEV45eULvxFDP/AITvyK57P/Fn7KJTxb8hOD8/zaTauL8fjN3Np6AX0R4RjneO48xLXUAq7akBKf8A4qA9di+zX3K2Lzru1zbbbFNG+JjHFsjS0kHUNYGSAhOY5ZGub/cnYNy2fa4p53KPEIw45YH4isdm37NknmxjnIt8w+dATx9ZVuNOPMFxhE2bJcDkie3uDRYcbbJSCnUH1BA69KvntpLEzsIDmAgDiFKEp1P41xZkk8V+GvwcULk4t5Ly9+CUXl15e4/5H48zLI704cYx5aJVot0tbYt633IzhaW4wSpKmW3nFHZvVVZIPVPurkz6IbcF5J/8RB92I41abAsbbzXNwQyP5VXnn609+FJ+i/xychcnQ8jzHBL7Aaw9l+7zrdNvCnFOzksuKkyG1rSd7byidqFU+Q+R0oOrUy0t/CY66lLLh/6Q1QCefRapjru6jldFaweJDGAjnO0qDywxIFUzw9aDxxyk1i2SR2XEWp6P+4yWXmm0MtsPoW8X3yApgoNKCo+Xtr0U2e7gs5nQTBGlQSUGk9ei0i+tpb2EFq+KmrTz6LwNbMXEvmBjr+HM4dDyyEtcO3LjxUfdsB5yO2ztDDKwoKdWykgkK+QHqK9A/M+zCaQ30IKOOfAnt4LXS/truboHtspi3VHiASFaOzAFO2gpFjwPLLpzM/meQR2WXnE3SJMalpiuvfuqftGJrazXvm1ONgKbbqoetDXodYwy3UDIS140kAjLI448EGONMeaBA7f7m4neBqVwdzdw7SuYFC35TeTeEePfHeM4HlVshrx/OrZIcN+tHbji4tW1lVtmOtQGmWpcVx+NtfeJoHFKJ1rper65stiGuYkawGMGWKBSRkSmK1z2ygl3CRsAGoBmt2CuPeQAE8F5nkmVVB/FZiXF90yPkLk/ix+5tW5FtbaeRKdkBiTJ7z7q5y2HQQyXEhI2V+WppTrjwt3wyfUl2rU4omWa4e3KukNuGSF1q1j2hjMdWYUInFcBgaOvnq/W9+Hit1yduM3bWZriZIY3tMul90grdVtceUokAhIIFRpp0VknkuMCGqAmAz6ntqHC3wggJRefD8KGfkTF8futmdONcTT7xbrm1IVbrg1bHHkSnmkKdeKVx4qo3xAJIKzX6106nbfHOU1Nc49Mv5D2U9N4DY3O8RrHJkSFXh6+KZ0z/wDhu8T+AsJ4PyPyP5VtkCRkeS5hf51pxq/oVLx/CrBj8tUO1THLA8kRbxlVzdZcklyS24mIjY22gKCldQt4+obdR21m1J8SXE95q5BpyaBnqHeJKAgDHVgbK4ilvdxcX2TUa1jfklQKXuTF6kkNYukIrg4nBMXlByPxHzf/ACX5xzfCsjGD8YYRcrDi+LO2iQxb5l2vNhAZiZZeZMYJjx7vecgeD/aV8Aw0hCj61pm8T28O4sfLJrdC1rS8uJc96nU7idIcQ1q491TRja4pLqymmiY1kVxKXiJrUayMANaxMtWkF0hAAJOAwBq4PKnh5PkJn3DFm5Ay5JtN2vM+bbBLdbYkTYrSGYzDRh9mMhqB9yt1TYS2hKlHckbgT03eXj4bKS6uAXvjY4lcMQOxPwNO+GzUxjEakgJxJwOGkHs60Lkjwhy/w3z7M8xkT238FzzJI6cZtaHSZUSEtaGmEvs0Hcdd2bivU01J9Os8keZrLdrz6aAu+rYxr3BCAgIXHLsqveabWW2sDI8DwnSEAqpGBQc0T4LRxNYVxdnrmO3DObYuXecZibrHKHy+3dcbBYfcGocegyDpUEFJ1Hp13bzH5fZvdnHGHujcG/Ox2lwBx5Y8xkV441yjZd6ZtN66WRjZQHAhrgrScu0fDiRhVaccePEuyZZld9umdLvtuutwflwrY4aoixi5ubZQ4UtNAiuqgKjQAadO7DtE+zWwtZp3zsDWtaSqgAcutQ96vYt1ufqGxNiOsuLRgCpy6fjnUY8k7zjnGkGxZfOlyG4EeQ1altREl11x15YaQe2qiEJQaa+pNOiV2DbPbIPlTLL39abtP3gYiAHIq/DD3VB494bmphzmFqMW4RWpTRdbCVht1sOfMU+CynUgVFT1PaNTQ4ZGkPYWOLX/ADA1JsFaufJXIrPC2H2u75JnV5trslq22qKpxLFtW0pszJ0lShHhRlBwjuqISVCgJ6amnhiDhK4Na1iknIA4Kv4caSyN8kjBE0vneUa0Alzufpwzyo8PDb+AjhDFs1Tz15R2WZk+eWPKhkOI4HLvU6ZidplRaKt91vTKXkNZJdO8oraYcrEibE1Steo5df3+17Xcibaj492qiV3ysJXFrDgXDgXKnAca7P5e8r7xv7E3mPwrUEN8EBqyAJjI9uTf9Lc/1E5U/C3ZTasDizbVEsdugWaGEiDDiMNxStttAbQhpBCWFurAAAIoogenVcdM69cHuc50vEk+1a6RP5a/tlm6RpY1gaoaAOGAA5r8aUF/KbgXEnkJx3Zsu5MsbUeRgFwVLsjnabcnRu/tbdY3gtNqDgFXdx7Z/wDxQeju1Wcd0foJgXWrjqPaMF9PXXM/MV7LY27NxYjbuNxaDj8rs2gYZlPwrX/d8IvF6+3hrOJeNPNz5Kkz2HXXIjWi1lfxqtALbqvXYDtH1A1tUPk3ZlUkgFyph8T6CqDN5039zy1o7wCKC5f4L766cx4A8bcXbgXSXiF5dkTpiLdEmwPtV9p5Qq2XHAlXeaqKbSEk0ABr1Ml8r7NAA8McSSgIP5DjTEPmjeFIkkQNGWefQ+6pjbuKuP7EqE5arTIIQGwlTnaQXEL2rQFpKVqTsCtAo1PoT1JZ5a2gEaoy5OZOPbSn+Z94eumQNwHD0zqb3zFuN51qNsyOBbUQZq00E2WzEWDuKQ9FdOx5LydQCj2V606n/wBg2VjEfE1rSM1SoY3ze7gk+IX8wG4YZDktYuz8HcN4FJ/fOO7P+3ypDLSJrkSYh6HMdB7m91tgALdUVDcRqsAVJp1lttVjZvM1o3S44YFV7etRp7uecBtwBhkULTj8RUhny3YsKXLS2qU5CjurbYQQl18hR2IASB8gafiQNB0++XwVcAXEcOfSohAOCVDstm4vcMdiRs2Yg2+DemULfj3R0x3SQPitpte55LZOgSUj0qenW+BcRAXAboIVDz6ccKegNw2TVbLrTgfjl7fVUeYYwZWGzrezcLY7ibSI0WU2iaEsRoDitoU65X9QLlJaSD6jeNNOnCLUtEALTCBpIXIFfxp4i78USFpEqHFMz09X86MSz+ZseFch27Pag13AHCyw00VNkAKC1JAUoCtaglNOqpBvt3b4wzyDiinP111Wby9YStWSJxA5ELjyGVH949+S3Et8yW15QHLbjGa2Bxi6WW9qVFadi3KEd7TrEl0Uc7eoLawULSSkih6stv5p33cLGTZ7i4Eu2zscx8bnFHsdg4OZwXm04HEYgVU73ytt20X0W9bTbMj3i3e17JWsbqBITScy5pBILXBCCRV3+V3BXmZ/JjhiMx4t5Ewe+4xxyuWrGMNW8MUxnKbo/HSmYm23Ftu4b8yVGQUb5zjUJAWEBbKVE9XX7Efdn7WfY7drq28wbbeMmvXiN920ePLHGwqnhqwfTByE+HqleWqjy0AcW+7/ANtfu5/kTKzapZ9ttPKu1ymWO3friEty5mlr3vSZz5QwuawP0QxiV2ktL3uOq/kbt/sd5vNgyeHOs98sNyn2W+2i6sGLc7TdrXKehXK2TmFEluXClMKbWmpAUmoJFD19VrC+2/cLOHcdtkZNt9xEyWKRhVkkb2hzHsPFrmkEHrwNfPW/8rXPl/cp9mv4TDudrM+KRh/S9ji1w9TgRhUZF0h0q48W0mp1+R3GpGtKip+lepJkAKcKSbG5XuNU18/e27cFLdWgpUFJWmqVbh8gtsghQIPoa1B1HTUj9YLSmIRDkVzHYaW2C+ZjEO8OuVGxxZxk3zdxXlV3u+ZWS1zsTKG4rd7kJRNuTZZDyXGXHXEvJlhHxIAUhygr1wTzVvE3298z282120sm33TSXsZ8rMUQhE0ri3i3FK615X2qL7gbRPbbpP4O62kmlj3DVqUB2oOVVwLXj9QDScVoY2cAnw8hl2u8N7YMSM5MbuaQ45DdjqbU6hZeSnZvKU0UDShHXXLHzPYbht7b20eNZKOY4hrmHioJy4g5EYiuXebtv3fy8fp7aGSe4dI1rfDaXB4ORag5KozBBHBaxfGz+JZXyRbsUmZUxa4EiWGFTUOtLU2UhawGkLIbV8U6V0roKk9cm+4v358o+SGv25ksdzvqYRNOAJy1lq6fw4pXZvIH+PPnDzvZs3DdoZLHaHNJc5zf3XYBAyNyJq4OdhhgDTJbT47+Kl3lybPM5iJvrqP0XF3KM2tCyglre0G0p3JUKKoNK/TrgR/yl82iVroLWx8JQrVJXHEAr7K7db/4n+VYLbw2zbiXEFHF0Y04ctCFM0OBOVUJy34zX7jVCLthl/h5pjzp1VGcbXIYSpR7QWW1qQ4rYPSiSr2B1PXevIP378v+bXiy3hn9v3QjDUe48/6Tw7FNcM+4P+Om/wDl4Ou9pJ3Cwb8wa3TPHyBZk8cy1CD+kjGh7Rc5URZalt9mRRNUgpUFFOlCoUCaDRQNCk+vXdoZYbhgkiIdG7IjI9leYrnatMjonNe1zHEOa9pa5p4gtOINSS25S/uS4FJUGikFBJJoDpShB/t9OtvgjITJar97sUWksQgu41cmE8qX3GJyZVrucm3lTiaIZc2gj46uoWShxJI9FDQe/QDdfL9hukBhvI2yBOI+B4eqgUMO67FN9Zsc8kF0BiWnuuCqjm4tOXLspg/jR5gS+PeTY+dzpZtdzTYrjjMu7WqJEfRdrDd1NKftl8t000ulsjzGW5RYbdaeLjQUhYI2q4J9zftBB5j8snY7VviQ+OyZrHlwMcsao+N7fke5pLNTmuahRwIKju32Y++155O82ndN+LLfxbV9vKWMBilikQETxkgvEbkkYGOa5QUOGlxCc22Xhq1Zlj8njXk248oOZTb3cpyq5LaSu0W683iSq5NxoExthhYVITLUPtVhSoymwgqJr14v3Pyv5ps9sn3XctsO3W8U3giNVcje6ZC3koCuGDl1AAV9IYvNvlXfdyZDtO5W9/fSwtke+EgxkuaHM0cWq39BKghMSDS8PK3y1yfjK9xuOsXt/bmzIH3JuDv6bUdlpGry1jctTjbjgHbT8lH3p1R7W0e+4BVGAqSMV9XXIfiaM3dzK1jmxkAoFwGRwwOajolR7w08ouR8p5Pj4BlFw/frbdbe5PYlobWh9oB0NOdxIUtCO0s6KT6j+/Und/Aig8WNn7i5g4AIeHHtpnbHTPk8N7jpKjFVB59iJVjcjXG4R+Zrfd3G5TNjsuRwJ15kRwUJ+xjyHA6FBFVLW3Q/UEVPQu5j8fZLmONDNLA5rQeZagzota92/iLl0NlaSnABwX3UNn8y/ljZGMZ4rc4Yzu2zJ0dbb5agPMyEuyorSSylkNud3/tnNxdVQdtSQDr15Q8r3LmTXUcweyeNyEHAnHH/AMJH5LXpl1tG1rJonsIkjw094AAfqGWIOHHOk788+UFy5C8U8XnS4kyDyRaL80+/kMY9sqcbmNl1x51FEyFOD4LaWaKQo+nr1fp7jxLXw+9qLQvtx9tDxatyajW+IPdiEOePLhTA/GHK71zTxvabhlUONFKbeiA5LDXybrAQ25R1PonYmqBqEkn06rlxaR2sZa3FuoouaZ59MjU6KXxWB7yPEIxTieacPxqyOIbtxDjfK0zgjyJtzVy4czmSLdaL7dWFv2jFLpdSlLS5xcQtsWKYtSPuCT+gCHPyhQM/yruDbPdWOeWtLijS4gAPXBr1wLH/AClcMetQt5iE1qdSugXvN46Uxe1MQ5nzYYoDR/cLt3j+LvlyfxDKmu3nxx5OkG48Z5E+f3BvH5bwEj/Zdylnufc/btOByzzCQZMJXYUVLaBV3e5bt277M2aMeCWOOpnGJ/GNBk05sPLqKrPl87htu9G0neJRIFbIMpGYIcM3jiQM8eNVp/KR4cYX5b8YK8ieGbay1n2MMLm3Vq2NNti626LHJkW/a02lxan2yVAE/n1rUdVp23TzW7rQkGdoLojmHAfp9eXbVy3y8bDJFdg/7ZSTirTx/wCUoQeS4Itaw/jNKyKw82rsdghPOOygmDco8gLSW5AdW2GJDaghbc1lwFClEaU16G+X2XJ3TwXAqShA4PAITtRR6saF7tLFNYslCd5pIy+Ucfx5Y1sGcQ8A8rPdi5MW2xrZfk98RXPuULJWKrTvSlSSsK9VFNK/Xq4XzmRMLZFBw9DVYt3l7g5oUdv551NrVYpFv8jLfbLpB7KIEErmw1qWUCJUBwNvIPbS82snd8QAka9C3lpt3aOWFSyjpkKhwPwHolWBw7xveeH/ADavvJGGzJcvjXlayCz3uO7LXKi2+8wklcVakLWQ2hxHxSpFEk1H16GuLHwOjeVmXUBwPZ2UwYnW94LhoDoZGaXc2lcCvX+FW1zFiT2RzsxlWgsvZnia3LhAhKKQ5MtzoK2ithJ3vdtQKDTXYddOk6GljSSjHceC/wAahSCVskiBXjDtGaeqkuZLxtOxy4ZvzzyGRZro3Gfii2oBrJQ04uiDFbX+gwgDduNKgmv06ZkY8WzoAujgOP8ACidtOGyBzy0ZcyBlj/PrU1xfKp3kN4w2+DyrkUTFIE26XdnH2oNxEMTUOLVGgsR31bElcqO2FFCdQQAKaddF2wS3nl0WssSB8RaUxIBdg9eeAw4hRVXvfBh3N1y2VCZQQTkSBi1OR9MqqbC7xlmL5ZeuBuUbzeM348ctqG8L++f7iIzaIpdhzFNr/TlR9e0VjUHUV65d5w8t3cG+ltiGskRin5RIC0KQOfXJMKvPlndLNu0GW7GqNzngcSxDlzAX0Srv8avH+Tb7FnN3hvKs0Fi7Sy3AQ52GWoy3+8kkEgKAFQEj0GnRDbIfor5omBEj+6BhxxyFV/fr9t1bFkADmsVxJJ4YBOaiq38sGs7jIs7eJzp0JDqGw+9b1qacS4QAtaTuAG+u1ZpUa6dXq8Ze/TEWg/fJThlxRcP4VT9qbazO/fTw8TjzHMZ5ZVse/wAOdzwHj3x3t97uj8dXJMkON5VNmOBy4SpCHS40lTq/m3HCQClKaJ/49VvzQ67nZBCzG28MFBlrARxPVa6N9u7Xamuu5ZtP918UjUcxEflDeQyX30Zvkp5e4/e+Pswwl6fDnqukCXadrhbUzHYuTC4y2VMuGj5KSaJAUajpny7tk8V9HevUBuOHZTnn6+sP7TNt0ZDpXoMURCV48eXWkVZPxpcrI9jNydtzbFmeEOOzOlJKOw3vbQC6kDuI3AgjX0IoR6ddCtpGTAsUB4Poa4fJbywgFCGEcfxouU8WzYXFEjJDcrctiVALzEVsObmBHeS2gqeUQfuUOkLCT+c6H16h3oLpTGNQcAFVqNK9adgt5CGyO0+GSQAuPLL0KY0tvj/AMZx3nK6c6c5cgqi2bDpl1Vjtpl3RUSA+qFGDlwW8y46QXVIqGPRXxFFECnVS360lsHxeE3SZWFxOYDf6iTgp9w7a6RsstvdBzZ3ExxABOoyAP9PE86cxwnz1xtmhgyMXuMb9ovsWK7a1vuJRKkxH21rjMushO3vlaFKQB81jcTT49D9muPBuPp0VQAExPP0PtrN7haYxKw4LmVA9R51SfkHyVlnG/PeBT7DCtz2ITnm496WCltuRGoC4h5xCh25SFuEgfga6nrocAgdYmN4WdwKL05Hh+dUyOe9F80Qhv0ocA48Qqeh6CleeaOQWTi7zBsHKCcdfXHzGyItLlxYitob2Pb3VQ20sqWp1ttbhUXVkVPsOpw3W4hsYXRNBmP7YLswG4gHjipTgDR2xsLZt7KbjUIh3yG/qXAkA4HILxIqA3nmS+cFCZlOHtQw/mUj71uJOUtKobi1L728t1CmyHCEp/v8ATrxb/k35x3/yda2d9s/hie8mcCXDUWBoJOCjUpwwI5nlXoH7b7RY7o+WCdTE0ApkDhmPUmBrw4l/IzyVAye1ysg/Z/2VtwpmojqeU6kEijgPdIUhIB09vbrwV5/8+fcDzr5Yn2SeSB5diwGJAqEHNxzBSu0bd5a2na7pl1A14IOKHMcQenvoysp/kv4YvOMTbSH4wubsFHZeWVFCJ4TRSto3JUlWo9zU69eRrDyJ9ybW7guobMNmgeCx+GB/qI4hOGFXB8u24t1ktcCCDkn4Ut+4ed/MKJUuLYcphwrImS9+1sfbJU43FUoqFVFRP5lVr9NOvaVj9x/uhBt0NtNuMrZWRgODGMDQRy7p/nVJf5Y2F8zpHQhwJVTxFR+V5sc3yQe5nzrYUFBXajtITRQIX+UkKTr/APdp01L59+485OrdLxehYP8A7ynW+XdhaQluxfXVLXzkG4ZXcHrxkV2l3W4PJAU/IdecKUK+XbS2NEpWTWo1116pe4z75uc/jbjcTzznN0jy4+8oB0AA6UVhtrG2ZogZG1vQD41IMd5ky/E4qoONZTfLTEUCrsR3JC0IrqQgFO1KVK/x9q9btb3zDYs0Wl3cRR/0slLW+wFB6s6alt9tlP7scTnKuQzrKPc/8qPmqszytaqmoAlakioFezUAkf26eduvmB/+5uFwe24d/wDhUgWm1DARxewVgnOZ+TFvKpkeZurGwrLf3hFTU1ICajd7E+vTLpb6RqzX0uPO5f8A/h0vTt7Pkaz2CvK7ytyc+aJuWbOJUd2/tzN+v5VbwkHd9P8A29AZfL2xT3Rv7s2r74lS9z1cT/xEk+/2VJjvWhvhMcRGmQOHur5RnfKD4I7ufPV1NF3MlQruP+R2qTT19tOib5rcBH37AOs7k6fqxFMn6RVDGk/8K/hX0L/ye8kq+0zh1fuVG5HcndUEqC6nWh00p1DfNtOrv3sCdZPzNKMkQwDP/LXnD/KEgkqsuaO1rUKVPqoVJ0PcHt9Pfpp9x5dHzXlqv/EDWamArpP/AITX8EHlN5RpiuYOE1opxUvcda6hS9UpHrrp00688qNxdfWa/wDLTglTARvH/KfyrtGL8tPnTDMncrUVUqTUmhJoFK0016aO7eTWZ31oP/DW9cx+WJ5HYfxrtPH3MskDtYHf16aBRdBWaaJNFGtf+J9ekjzH5IjPe3C3XoBhWgbpf9l6dlej/wAoucHadnALzU0qP1gd5BACiRqR/p1g82+Rx819GfVSwLk4NheSnKvXG4L54fAKcAnUKaFSkOq2lWpNSgmhPv6U6Q/zr5HC6bwlOTT+FK8K9UJE5Ky7Hjj5ASQC3gUhW4hJSUOqSCnTQ9utNffSnTP/AM78lqjbiUpyY78BWFl6RhF7x+dZVHi35Ekf/wCEOt102qDyQSQaBICdUqpppp027z55PBxknP8AyFaUyK9cP9ok9orsPid5GyE0bxBxv/H/AKUsDQeho3QqJ0FfXrTfuF5QYVIu3D/8k78q263vstDAer216GvDPySfRtOMLIKhRX20tQP12jZUq3Cmo62fuR5UDlZDfE9IX/8A4NI+mv1VI1/42160eC/ktIqpGOLQCoDSHIVtPqAVFIITp7dPt+5Hl9O7Z37h/wDkn/8A4NaFtfFf9sD/AIxTG/41PFfmninm6ZdcvtwhxbnCabiuyWVRYrTjAcdXJdccpuCRoEp1UaAnr2D/AId+dtp3jzzeWcNvdQPNkEMjHNDg1ziQCQMh8a4n97rK6f5cjlWJ2mUDuuVCSEUfjRs+XXIdkwe/3vGnkWx3MLjbfvITiSgzywA6lh56OklPbfd+LZIoSCQT19It1bFFshnYgc5pRqYlOPZgmNeRrB0sm6vgk1kxvALk7qEYBeBxUD1nCq2vd747u3jTimH5+z+3z8tu1ttrYqqM3Iuct9Xbjd5ICmZK1/MLNPkQKjqp7Eya53eBsQ1PUEj1Y1eL90EGwpN3VcjSM1Xj6v4VYrPDHKmU8U3SzcccqyeP7DZbO0vtF9Dcyc3EDjEnvhFA2kBG0LCakAEHWvV83edtnI2JuoTOCAgAkJ28+FAdq2v64PldpcyM95pJCqOWWHOl5cq8cWXjHjpm8qvYmZdcZEqNNvCFIuDzry6tmUpTwPf7i6lSST9Drr1V7iR8epyuQ8SMcefrohFbh88ccLQWkpywHoKqHDPH7OcdiWTPbLl94uUW8bLvJgNvuJ7BUotokJjLdUUoW8o7g0ohLda6adNNup9JjV+hw/qw9lSY4fAkbcRF2tSEaMeIx59tGhxLYLrl89/GL5CU4qQiczvfkO90z0NNvt/bOAgpbQUihNNpNNTXo3trmOX6kftgYpmcM/VQHdX3Dy0lS8uQauIPA9o5caFr+TuTh+RW7GsZlsQX5mNoSx2AQ5Nhtvw242xO4EvONPp+aUAHWvWedpo57K2cw6pNeoJjwT29M635VjnZO9zh3AzQTgMVLh2IOOVFD/E1xNdOIOBc3vV4Ylx4WQT3n4UWS24nZH+1O0MNPUUlCQ5u9aGtR1SpY54Gst7lhZICXJiqFOB+FWqG4ilbNcxuDn/Ig4oMPjV9SbfZ+eJU/FLvc2o9tiXVtLNsjvoQ68mM8kMs7IylO95tQq4Vaa06JWoZNM2CIHU/Mnh1KcOFRrh0tnaullJBYiABF4HPM/hTDsPx21S8BtfHFndtSHbVBXjkeK+1J+7lpjSQ7BZcQl1txl2O8srVITq82NqvXq1+A2zd4sjD4OghR8oamPaOmYONVJ25Ouj4cT2tnEpIbm7VkPXzPHlXPJm9Y94UeEWby5l7ZN+ctl0TbFOFtp2RfL4tSR9pGANEx3JKlCiTQJqa69U2/vopbqXcdJbbRt7qcwEb78TV0trO5s9pZYaw6+euPLUVOHAItI3zLD8U498Y+COV7njRlvSp9myrJ27tDhxGLqJrcl2elqSitzfmlDokOOSklLbhBQVAIV1zYR3n1st3ctc6EBha1yaCVOLeOog6iuC4irZA6CO2ZbQEBxXUirghIP8ApOQQrSVfK/zS5Dk+UOCcssN3jF+PMUesCLJYGpUmXcVwra422C+XXUt3CQmFUFAQkLQuqQKDren6+0fDcAiKTW0gnvBflxPPPJOGVPu0wy90MLVVAEGIxTrz60y7yC8r818j834ty3GkPv8AFuK2OGm4faPS3LerIZEVhiS80ZLLa30Qm1hBc/KXtwTX16Jfbzyduvl4z7hfsD/HkDQ9oOkRsGAJ/q1FSAoATKql53vLG4EdtAXteyHUGuwVzj8xHPSEC8F4UZka6tohW2Wy4WlyLcw4NySmn6LdXNCB20rIOvr6dembeUmFoIw0j4VxOaIPkcRlq+PCs2m+SIhC5Dv26HGyXCiu4r/KntpOpWpf9upTABQ97ScuB9DVT57bTdJds/e47dytEsqeEK4x25DClMr3Jc7blUjYoAkjWv16Zuw2SRjXo5nI1KsnPZreF1f1dKwk6xsInRG0oDba0tBhhptKUo/KUNtgBIQketD7D6HqS1gTpS9R0lxUnlx5e01sDfxn8M4hxtic7kW/WK3NZtk6W2helx2nLp+yR6mDBMshTqYxQuobFQkp9euWeeN1L7gWMLkgahcnE/w/Gup+QNoZFEd1uWDx5FDFxLWLw5Kc0+FHZylyDDTMYbj7m2VtKAUmoJNKCqQUgJ09SdD1y65uxEQDiTXpbybZMuIHyucAcMOKLVELuicpkICdylwwFNKX6a+o2qJ3E+xPUmxvQNS48+yi/mHaGyWYa0hFy69vCg788cGch8F3nJJlnk3WFbml3CZHZaVJCGGAHFHttA95LLia0oSU1Hp10XyjcxPvtD/lLSR1QKg615l+4+2visA+PAmVuJPykuzXl8K0oeVPKK8ZJm16akz8utVmtcuRb4abNGbjIpFX8V91IUENqSBTagAD16ReeeRJO6Hw3MhYSAWopIzJOfROHGq9ZeVmstGyBDI4DBHIBwy+Y9fZVgeM3khlkjNomM3m6P3nD7qtTMJy7NNGYzKpUtPEpKVOKSAUr+CkqGo9D1ZPLO9v3ORwDi63KpqwILRw6HL1UL3zaGwW4kGDmYYf6upx7QaaFOkMsEOBgv8AYQ/IShGqlobaW8E1NKqIpu+tdOri0AlOFUwA4Be9l70Wkl5by3eedue8gwrIrlkmMWG0TVsRZDD78VodhwttKCkLZK22yNoSFafQ9cg3HzHf3+7vtXvayCNxAHwXmnKusbfsFhabUJgx0k70J5IODTmp/VXfhXLPJXB3OlgxeTltxynj+83Ji0sC4OGT9kZKlCI4mQKKeaUU7VBVSn6+o6l7N5iubbcWWkkmu3c4Mc04jHAOacxjwqNum0QS2JnEZHdLhq4c1Ayc0ZHI8adawtUtcZ1CAll8Mvtmug7zfcIWaH3OnXUxCHOFcsldpJZgSPiuK0iXyh5Wzi78z5GxdsVym8WO0PiNDjRXZDcdxDaqB1ThcZCkNhNEo00164X5h807hDvkluxzRbxHSGA6cic+fPkuNdx8t+WdtO2suWRu+pc0AuQHAYoF7cTxyqgl8p3thllMJjJm8bmuLi3fFnFTVCQls/dxmWG1OBxtxu4R2VHaspKQamlemB5lvTDraoQYjUVIXAcwh48qmu2S1F01AdJdwagXSc+Y6c8aYsrPZzD6lNSChwH4hShT0O8JAAqCPX6dWPxWkq0oamNbqaNWVS/HOUJ8EoLU95CXXEodBfUlCkuupZcWohRUC2Fa6ge/UywnDLhpDkcSAvQmo8sIe3S4BNSrWzz/AB+c8co8AW/HuFcV5DZyPGeUW52RsWJ1FruDkCQ7aojtzyCxyQ67Nt0OQhSGHVlzYp9CQkbwSOR/5Gbt5k2ryrab/wCXDGLqGYQvDmh58N7nFrAc9esucAVAU5CqhfeZN52iORlgPDtzN4Z1MCkuBGuN2CEcySEIOBApXX8t/E0Pivl9nk16NItzHIklxd6Q60UIk3ltsqNy3Jo2t6U2kIX7nak/j19N/wDBT72u89faiDYN/cG7xtbfD0kgOa0H5NPBo+dvQkcK8Qfdf7cbnHukvmC0GqOaTvr8yuGprl5Zg44I1BiTSmP9/Y64WtgTsaT+cqCyqnvqajUV69w/3a1f8hUVxL/4nvDA7UupxyySpFFzSwXi4RVvtsNx2yyjtIOpZQoKUpRqApRoT9fQdOx3DHtRh73voPP5a3bbrN7Yi8zFSp5nDD060bnkH5B8X55xRxpxBxPx7b/3ayi3ypWR2duQ5krs5ltW6FFhQovfU/IdWS8tTjlaAD6jmXlryru21+Ydw8x+Yb/xLefUBE8jw2sXBznOKAAYAIE41dmbjDe7XZ7HtG3y297E1mqQ4eI/SQQGganPJJJcCVw0rmO/HcZ8tsf4nv8AdrxwwzPx5yA6+EXq5tWvKrjaW463Zj/7VKS4wz2YjZUO8Wt50OpBPln75+ett2O7cz7dXJub1rSJmx4wxNObmy5OeMUZi1uepUFesvtH5DdcwRv84l1tO5zXxOI1OJTu+IwFWg4d5NWZc0ZlUOUZxjOE5i5fLFxXmWKO3NKWbi1dor/2yZK0g/cB5Cn4/wCoddzak9eHLncfGuH3EonNxI4uc6RXFxPEuPzdTXrj6O+fYMtZbuCVjQNBjwQNw7TQ+TcjS/ld0fu98vVgckrkz8fMSVci6t5QK0RkzUO7Yb5WRq4QnbX19OtCaF0xbcu8MaO6gOJTALzJ4mpnh3DrZroGiV2oB5JGAyVDmnIcaYN4jeSeYrUrBc2yKddMdkdyJGuMpx37lbShtZkB4kEPt+m6moFerpse7XJhDJnuLNWkEHHo4HPoccM6rm/7ZbSvEjGBl00KQAof0dyTpnUgvV9dtPJGQ2eVd3Luw86Xo0yQpCnXGV/OI6ShKWwC0rYogewJ69z/AOMP3Avri/m8k7pK+eMxmWBz3Fzm6Ua+ME/pCh3rIyrxb/lJ9uLG52i389bXBHBexSiG4axoaHteFjeQBi5pBbj+nTxFErwfxVkPM1/tuL4O2xd8rvdzgWmy2IOtxZEy5XGa1AiR23X9jLanHpKf1FqDYTqSOvWfmPzFt3lewl3Td3eFtkEbpJJEUMYxpe5xAUkBrSUAJOQFeCLXZN/8zeabPyZsFv4u8X0rY4gXNaHue5rfmcQ0AKrlIQAopCE9PKP+N7yD8RbZi955MjYrebLlLJQxkOEXabdrbAvbbIkyscuguNstE1i4Ms1W24lpcaQlCihdUlI479sf8ift/wDdi8utv8tPuor61xMdzG2Nz4i7SJo9L5GlioHNLg9pLdTUK1fPvl/jl9wPsVtVl5h36WyvvL93J4TprR0jm28+kubFMJYoXDxGteY3ta5hDHBxa5AQmhvSY75ix3SpwGhZWaGiSUkA1Gp9uu3P0GPW8Yc6803McE0XjzNRnMdaYl4Wc7cD4bfbxZvKKx5XluFxLDcF4rYrAgIQ9lynE/bW3KJjMyDdGsflMqX2nI7lGJISp39MHrzz98Pt/wCcPM2zs/8A0dPs4N0mma25fNj/ANMQdT4WlrmGVpRQ4K5ihner0f8A42/czyD5C3yaX7nC7k2aG1c+x8BuphmVfCuNLmvMTge4MQx6Eo3FuL548X7L5FWuHlWOXdFgurBeiwnliPPe/bHXlqhwXpBS2JbrMTY2tdEhxSd49evEnmzaL3yjusm0uj8QuYO8mlSPmLQeZXu5t41778s7ztnnXb4t/wBve6O2c9xaz50apLWOIIUtCI7j76sPxY8MMZ8e2HMsuN8TkeaTYqkLnvEntI7aktMoodkaKxqoIQKqXQnQa8pv7eZ0zpXOkLMe6qgHJT/UUw5CunW0kQiYwaNbeIai8uv58zQk8rcntTXOeYMILZdsMCa5HekApYdCWlNB5DhSOynvgprWpV6/Xp6C5lfA6IgAMbwz71LFnFFcx3AXxC8lDko4HmK1tMHwHM/JTkW1YfbEyVzbtkL7Uh9qM/MdjRHLkpuRJTIkfNhKSoFSUBLZNCdOuHbgLS2ikuZHBsYc4uATU8gkgLmpPaa7vHOY2MhaAHua1MCgXiQOAXAccq2XLZ/Dxi2J+Nea2/Np7d7dfx56522a8hAXAloh0bjKKaodU68O4VJG4U/0rcXmxl7LE5kIjUgFuZ5Z9nOtz2row5rX+LCCCCmlXcSiriVyOFBJ46LtOBcY323RLo3c28UZuyZ0SG6hTwRaaMNEo3lSnHUtEajWnv1aZohcRDLWp/L30hqhwDULUAXqOHSv7Y8qw/yhxG4zrC0xHRbLjcI0rZtVO3xNiFdpxz8jiVJoUKSdBppXqqXkXgTeHmUxwwzy6nBcKn284kjMjdWguTHMEfgfhRQ2bLcv8mOHZ3izMmhWc8auQVYBerpIKri5FhOfdwG25aip56PbJTQSyU1W0n4gkJHV98t+YpbQsiuB4gcA0lVL28MP6mdcaEz2bWvSHu6HamABNJP6Qf6Tx5LlTEPCqdyT91A4g5Sx1yw39+Mi1XGDPb3229xloLKrjb3lBDUresHutGjzCjRQKSFHr0kEEliLy3IdE1uppauBGYPLqKFXO6TGcNmDhdagHApkcPX6Clredn8MfL3BPlpifM3FN5H/AJS8xZOo32XBhKU/gWUNRXLi5GuaAtLf7XlTLfbgyNwbTNBbcpuTVravo95vBfba0snYwmZgT5mhBIxSCdeRH6Tjkarm63N3tAFneNAsnSDwJMUDXFXMkGYLfmamDsgQlGVi2D5fg4kW6M5dn5dotkNbFwdK2HlTVxA4Ycxpp0huVDdO1zb6ApIAr1K3Db5ZJNAAe3jiKTY7rYtYWueo1kKBhhxHTl66qzivAuXMy51uN55QtDEZqfDmQ7RdobrbjiQ8Kj7lK2GpCu4miTT0BNa69Br2BtpB3EAbgRx9lELW78W41vDkKqeHIJ6sceorDcSWXkng/mnMMG5DvKLxhdyyRN+wa6XRSw4xtfP3dgi76htyEDVKSf1BrqFdVh7klL2YtX44epKlnUnhyOGknBcwVy6g1IvL+fmXB/kdxPzFjTb1249z2I3jmWx21LUwhcpsLhyHQylyjK26pSr/ABXUH26kwtknt/DCamEt/n+Bpi4YIZRcKXNfiRycPwIqpfJrAbE9iN3yW7w3b5hWYQRIYjsAqWiQ8hTjQWtGpUgr2KKjQ+p9D0oayw6v91hC+o8eiVEEp8cBw/Yefb07Qqg0hXLs9yjFLrimFSoCo+G49ksWRYLZISpTjsd+SlEeKlgJ7Lqo3eCvjVQT79Wa18wTxvtrQNYbbxWguGal2Sf6c05UPm2s+HMZNbZQ1zmh3LHvdrhgetMD5Uxy5ZDesZze3tLivxLMghtLa9ymI0FiOHFqIqy0tdVAeh/Dox5yvLSe7guY1bKBICv9IQN9YxPrqT5es5IoJICrohpU9XYkH1ZGiE/882OH+BBdJFncmy5bKX5DrbQUBJecCVuv6K2FtJBHt/49UFskf9winnVNYy6Bfwoje2fi2UsUPzhpAxQY5leaDLKqea5vyLIeP/8AzCThlvuFiDzqkibELi23yncpNVgulC29RQU/uOuk2s7b2IOha5CXIAFOGaVQjtD7WYte5EaCXaigBxAP55Cszxj5K+Qc95uPgWHS4NquTSGgpIMOOG1rJIYJCAVrCCAoVJ/DoNuDI2ftT6gWlUOCLxThR3brZ1s/xLcqCELgcCM0B448aaBh/IXGMnj+DI5AYU5nCCpt6HFY7s0yWBuccjtvLU0Eh4aqUTsVqAr06HNu5LRjmwvRpxyz9dOSQu3Ag3bdcgOKFMVwOOAwT10JHJvmG3L5msfCeSfd2zEr5CM7HpYmNvypLi0pbfYuHcbCmlsb9yEp2IT6gGgo1BukzydA8MuHPHAp6fjT0myRBgDz4krTiEPEH5fhyojc88ZMzwLg29cuYdzzebzDgrZvTWIT7m9Itn2bCEyv2+Ml54j7qSk7CpYIT/bogzcJm3I8Z02luKkKCnD/AIScCtNs2W1dbm4hbEJCcQDjhmeYKcuNA/fLVgnNPHOO5PmV0fcjobVcMxtqqtBxceSHDadoUQhJWGws/lKgQaA9XDe4nbx5WMtqwFwha4NQIqq5vqJyXpQqyay03X6d5PgOmaFXkuP8aLnxhyfjnmjNbVifH9qm23GuNnLREXcUNSIReucKK2ly3PLSD+gwye39wadvtpFTUnrjtrHNb7ix0iGQPxOeIzyyFW/cnwy7bJGxRHpI9RyIqUecGC5tmef43hnHSLtKl/eKktxIsh12PHV8HCuTKHzTGacru1JrTU9WfdX307IX28hjaAXOIwGeBPH1VTNsfZWVzLDJG6RryGtGZBTiuHHAmqszjELonK+PW/I/DryvGLHFR9xf5MZ+VGbWvtsqYVITvW3BQv5LqN9DXUCnVi8vXw8GZutrp9KgOAOPMB3BeWKYUq/fM2djHhzI1QpgS3qRy9MKJxnwb4g8m437nYlyG8YjpQiE59u/FjOqjBKG5FtadShxEd1AI1ArQn3HXkb/ACw8ped/uBFZWHl0siuYke4hjVxXAcBhmeIwNdv+0u97Rs9tOb5z3N1O0lSDiiqVxHL2V6Gf4cOIW1EqddKfif1A45rSmqgUkqPpX6e1evEZ/wAbPvZMf/4i5jf+BtdlP3B8qgYtcT1eakkT+H3hJojuR+4n/lLAoDQncFaEV+nU+P8Axb+70pHi7rKB0T0PSo7vuR5XGAj1f81Zxj+JDgqMQpdvqkBI2BhBQdpqsKUdCCdNKUp1JZ/iX9zJP97eZ/aB76ad9zPLIKNhU9p/Oss1/FrwRHKB+ypWUk/IsM1oPQkKBT8fYelOlD/Dvz7IUk3m5A498Uj/APSn5fZi23b7zUihfxo8FRR8sbacJ+rTSgUkUpQgkKV1Mt/8M/MwP/VbtO7/APWfx9lRpPuttCEMt2p/wms1b/46eDY3cLmPRjuNKKSyKACo0CTtTr/91OjcX+GdzIEudykA/wCM/hx9BUB/3XtQnh27SE/p/OpIfAng6P2nEYtCUWyCCpLVNU7AggIoQNCPx6IN/wALtvLdL7+Qn/iP4Uw77sNBUW7V/wCEV7oPhbwlDeWs4fanAtKdFNIqrQgFdG0kUOg9dOo7/wDB/ZZnA3F+8sGQ1v8AwOHoa2z7xFq6IGKf9IqRxPDzhVoVGHWahBVRTSdB6kaJFD/TqTD/AIOeUG/712556uefxpZ+8l4R+3AAP+ED3V3SfF7iC37S3hljCQB6R0j4H+g1qda+p/p1Lb/hL5KjcD45IHMvJPTP300fvFuJX9r3Cs3ZPHjiNxH/APiViCh9YiCaEaJptodfX26LWn+GfkKMJcSFxHFD+f41Dl+7m7OJMUek8lHtrNu+PXFKSduJ2Mq9NITZ+J0AACRVJBofw6ID/Df7Y/rBJ/4ajO+7W+ooGQ4EGu1ngjjNn5JxaxHaQAf29gkAV03ba7aD/TqVH/h99rY8o/awH1U3/wDpa39wwA5+rn/Csk3w1xy1QnGbLqDUi3R9QB7fCg09D1Oj/wASvtSz57fUmfdb6LSH/dPzI7IhO2skzxjx4yaox20AgaAW1g1BNQR8NaU09x69EI/8W/tRBi2zBH/C0/hUV33O8yEDvovL+FZBPH+DNeljtaEpFKpgx9PcpHwOoPU2P/G77VM+WxBToKad9xvMr1/cx9tRTKrPgFjhl95m1QEfIbnI8VuqqD8tUCuv9APXqUP8cPte/uiwxTDL8vZTLvuN5jCJKB7T+NdeNSMDmtIMZu3SEuH9N1DDBFAkUAWls1PU+2/x/wDtpat0f26NxHNF+HpxpmTz/v7z35i1cs0NURyddG4/IOPWq0Nx/s5D1JCO00lSaFIIbCU6hVfU/wBuly/49fa24eJ5tuCtKhCgPanLhSP/ANInmSIFkMw08VCnlxNFZb8ZsybZGU7BYKlMpUtQbZCTVKSSKJqakfXqdH9lvtvANLdtjLR0HxSmX+dPMBdq8ZFx9Ma+02SzoNUQmlEkKJCEDQag/l+IAP8Ar1Jj+0f27ixbtcPr+GXpzps+cd/eP/tBT0613JtNqSSlNvQBXTQEVNRqKVooe3UqP7Y+QY/k2u2TqFpl/mjfnYm5etfMvGLTd0NxJD6rM2VndcGVbXGUhJqkKG0JFB+GnVi2Pyv5e2S+bd7TaRQXI4tCauh59OVQNw3Tcd0tnWl9M4wHieHUfjSmfIXgLj+DlHIGTxc5uOcZTEtsuTIXOkMzpMNTDPfhQw83uLcaGhIShsbUoT6Cteup7vd3d1Ax87fD1s+QDABow9uOHDjVDj220sg9sEzpdLtSkhdTjiCRmmGPLCh+TzHYch/2HxfkOGqnOWlCbwzdVRC/BQ7BYjP0lPhO1iSXVfpqGgCqemvTXkm2dcb0DA7S+OMuH/KhQJx5VJ32Zse2x2sjVVyLwB69nCsZzRztcchwjM4XHt3yDGUWZxFquirK4Iy5MUpjrEd+VIQVkKUaFLfr6Hqw+YbiRty5kTsgSo4r15jHlSNmhZJATIFBcAQVHtRMCOHYtBRlk6LyRaMEw++5A9GC5sJlxcib2pC3CtKEgNJUkuF8KG41oa1+vVTnunFuhwBKgY4Lhn6udHWW0cDtbQQGgrxw5eumPx8Z/wBhQIUC0v8AfxyyWKNGdQNr644jxw88oPFTiEKUsGpSSEj+vSYg5z9ITW4gDkPbUKVIxqUljBqK4H06V2cWrnXPIrTdWZohy5irtcFu7w2wlotL+1DhJCglKW6k0HrpTq77XaMZIC/vMQgg8cEqq3tx4rfCb3SEIPJCp9tJy83ccymdz5OziPeZj9st91iTnobD6Z0btNhn79wQ1fBTD3aJG3WupG6ta75igfY7jFcMJbAzw36RiBkvdPEpj6qsWyz281iYpWNNw5rmknAqMio9QHSnwcdcn2G1+CTOdsvwbfDRjbit8aQ+WkuvKUhLsh58BxuX8SVtjRPoAB1D3q4tdx3wzQFphe0OULxHFciFx5JTW3B8O1ve9V8Z2GCgqmYw4YHjStvD1fIuQXnKfICPJkv4lNyt6HC7Yljv/qrgMrSpxTTI+8kKSEUqpSvw6sG17bb291DdQvjMb1RBigwLsQiLlxQKagb9vMlztptHmQyxgBxKIC7IYcx7TWyHhl4xDxwwhHK/Ks2I9l13hMGJE7m6S3KUwks2yEH1UD7W8B56lAeoe97u3d5HWVo7wtshd3nnAOxzTkT8reNR/LuzN2nTuF4wSbpKP22jHwx2nN3M8MqWH5e8lTvK+G7drzOQjE8Xlie1aHngi3vx2UqIC46wlb4CkqIWKFVKgU165vfXv1TvBjBbZxuwHP8A1HqfdV9hjfC8PnLTcOBxIxxwQVGPK3kHEp/hFi2R8hmJZLTCRY7fbWEIYjSZaA403BVdVthbDseVZWFEpUoObiBtCumLouktySFLgMBnn3VNPRNa2TWr2xhzgCoAA4p15VQnlF4a+K/J/iJYfIyXc4lmcseHRU4kmK6zGRd7vJShaUOrX8pDynlJbbUCVBAodeubSeZNztty+hYwO13AVR+gFCQOQavYtFYoIY4XXM7iwNjQBc38OauJTAVVHh748ZFxD4959YeSIrUuRkBF5sO9/vvR4SURp8BMdTlFx2XGZSqpFEgitNevVezzsh8q/T2znvj1yPBcMNLw1zQAeXqrkW/vN1uTnTM8NxYxQCFVqgqmC8aOjinFF5q3j9iskd+53vb9nGhrLaFIUhsIW7JccSQ2lhtIURQhWh1JHTlvv1uCy2JSTTjgcEGXrqvT7Zcgh0YUuKADM1lnsZmqz3IeNHLFc5GSYrCj3O8pVCk/YNxJCXZEer6maVkNsK260B9ejLdzj0axq0BoKpgjiQE9Yx6Y1CdttyH6EHignDj3QpU59nOhh5e5rwe/Lk2GwZPb7FlFlt8iDHauAZbbgzEgNlwtvbGSkPI7Na7kglXtXqvXnmJj3iK0ZJ4jHEEoo9XUZY50Wt9ndCFuXsQgIPcF7ePEZVa/CVojXRrG0Xy/2vIrgiGHpUm2yBJa7y/1Wm23EgpkLZQaFxNATr0fG6xstIzIQ3UilxHHAAlcyfyoeLBzrl0TO8Gle7gCnLpz6UxGFzVyBxm5i0vHbzG/2tZULZvOPXBDhelwkgmtteGhkKUa0UNulKjqpeZNqhu45JAG+McyVUOw0pwRM/bXRPLF1cQvbBGXFrcA39KHME8DyNGXaOWsa5sxiJd7I8pbjraky4oUEyojiQQ4FUJKVIVp+PXHL+1ntJDHdNOHHny/hXcdj3E28gdbd1Crm8Oo6jrXtsC40VpmOiY80+w8tCAk/qqKSd/cIqKDdQ1qKfj1X2XOh+lpIeuFdajLL2DWQ0gjELhkoq+nlx79gd6x3Jmo9xgTbbKjqVKQ2UKbeYW2lKw4C3TaaVNND1cts3CeGSNzj+4DgQMa4r5ut7G4fPG1rXWzmlQcQCPhjlWhd5cOXLibl7kvGm8Osca1RMiuztilm3tCO9BckOrZbC1tkb2wK0NAoemh6Lbl5Tu47p99I54hkGsFo7pBxz4O5g+que7Fu8EtkYAhmhLmlpKFAcO1vvHGhU4ix7L8/wA1wudZ7epuQrJhNujsGOhqHHgoWoJSsMJEfuuJV7FRCRT6dGfKtrdndoomNeI2lXErkAiHqf44UN8y3Nt/bZNRa57goHrUnsHvp2jEWI3LciPOILbDexxxJBK1IaDKqFVKpaJNRTQjUddtYwN7xrjSeI3U3N2VKw5i4UkWTkO8Xj7CS3bHX3Z6bnGaHZUmhO5TiB8k9sgggVqfTrz95w2q52jdZZiwugk7wdmCDxJ9McK7V5b3Kz3HbI2Mcty1MFAITh7sUxTGqTtuJ3nljPMSsmJ2qRJbs2RQZMmeWHiiNHiuJcO58oAW66U/l1omvQfyhDPuG+xthYdAc0lyd0BpUknnwAGOPKp3miaK32p7pS0OcHIFTNFPQDmczhxp4KUItSIlrQpSlRYkSO+oqr/3DSGkOBKhoCpVQPrT69emGNB7/AH4VwQgukL8e8fcfypY3mZiGd4nfn8islkXcbLemVOMyIkNpak7vitxQS0pQdCnCCD8gdevPH3C8rbpb7w7dLeLxdtkcqtAUF2JBAx6V3PyP5i2+5sG7fcPEV7GxCHE6SmBxOHZQOnGL+/jIuDGPXNx6C799NmqhyQlhToMdllurPdO+Q8hJAT/AJE+g6orLLcnB5EMuhrQuBQAkAdufDtyFXR+5bcJWQmePUXYAO5Ncq8sMl44casO65dGckHYUNAABRKgkHSpUhA+AQqmhrUnTrpL52uercBQlsT9KAYdlYdrkKKhRbaXVNaOLFUpUQTpqa+9Rp1IguWgocqUYG6OZVEFMe/jC5kzNHk5jkzH7oW3LbbJVtcE1pE+I5b5CkJXDcjvEpShYAKdtCk0KeuDf5SecNx2T7VG52+Vrbxt7FoLgHK5qoEPQlelc0+5T/odlbI1BJ9QzSHY4klU9WacKad/N3yNYcl4JxyFfnqZKzk1rnWt4pbQ3FlhTbEqS2UgLW07EZDHZFUga+3XY/8At7+b7y7jj3K6k03FxMWveUDXDSVDhkFQaEyQJnVI3KB+8+WNwf4fieFAwlgGILXAhzTyAUO5CtYmBcw200HSnXao1OpSsH8tfSivUfXr7UWN94YDXp+YrzVd2Wt7tC8vWKnbEvH3Ex0InL76iBtQSii1CgbIB/MtZ9vTq4wz2jw0RvBdyqqy2+7sc9zoh4Q544c/UOdMK4i5dsngXgFx5syjBl55nGSwkIxPHlPMRbi2l1sSIUREqTGlrgR5Kf1ZbzKPuERiAn5K68c/5DfcCfcXR+WvL7hJGyYtLS8time3B8kjmHUY4j3Wtx1vVOdd/wDs55AjvZn77vIMDY4lLgwOcyN6FrGau6JpUU/0N+bIggNz1/Jf5X85SI6rtmkzA7LcJpcj4Pgi3LHizLJUXmGLqHFu3TKHmkkIWuc6tKgNGx14a36XdzdBm5XLnkqjGDwo2pyYCVHIuJJGJxr1ts9ttNtH/wDcq1iijyLnnxpXKM3SuAIPRga0ZAJQ6ROdubuSJr2I5JOs9wt7D6ZMmUqIiNOkx0ghdHWFbFuFkEpFBVXQB91eOBje79tcsMu3hUye32yLRcMjAlGAIXBcDhlXzd+X8dt85y2TMcj3FcJDTZfXHJUranahzcValxKRX6KB6nRbjGwAPha5BxrX0jg3/cc1x5ZV223lkyJrEmHHRZ40ZIcSlqjRCQQoJFD8QB6nU/TqezdC8q1ulmaBKjOs4WHEvc/iV9Fq2uL8yu3J2Zzp8FcuS5bEsIddCFOp2tkpUpRB2htDaTWumv169Kf4ubtZv+5kclzIyJvguYwucmp7iFA6oPZXGf8AILbZJftlPBaxPmd4rXua0EnSwFxPY3P3UfvE3L2Y8V5DGvWKTDarvBktyYFzbLjcuDJYcQ7HeZcB3IfjPtJcbWCFJUAevpzvGy7fv9o+x3FgktJAWuaULXNIIIPMEEgg4EFDXy8lgurDcrbzJs1zLbbzaPbJFJGite0hzXtUYEEA9oFHtyz/ACU+RvkpGxOw87ZqzlFpxRrt2yNCtFpsMd6QtAZdu1yj2qLGRcL5IZAbcfVoUVCUI3KKuV+SfsF9u/tvdXe4eTLN1teXmL3PkfKQ0FRFHrJ0RA94NClUJcUABX72/dX7p/efYbXZfM17EdqsnGQQwwRwtluC0t8eYsALnBhLWMGmGMOf4cbXPeTQXdTebgzLsra1SJcttLDLZK1uvvOBDUdlIAKlvLWEpT6lRoOungGCLwpiNIbiTgicTyTickxrzdbWV03TtUrS+V6Ma0DEk4D1rR0+QngvzP4vcS4xyjzjCOIXfNbnHtuM45ClwL2lMpcMXJ6zZLMt0h1NqyBu1tvSQxVxsJjLT3FLSpKeLeQfvl5M+5Pm+58q+SpReQWURfLK4PjVodo8SAPaPEi1ljC7Aq9p06SCe5fcL/Grz99pvJ1t5o87wxRWd5O2FrYnNm8GZ7HSNhuHNOmOR7GSuZo8SNwicNYcjajnjdzdJs09OI3hTkmBdFoiwkvKcXslq2pipokhYG/QEH0VT0HQ/wC9n2xtvM20u3SzDW7jbgvXDIYu9oz7Ke+wP3UvfIPmGLy5uDnSeXL+QMxJPhSOwj0/0jUU5YogGTPJU9pllmE7Hlw537YX0Q5DK2whDjHc2B4jauiDUK9DrQ1r1837phZJJC7FwJB9WFfTiCQtMb+Ya4fHPjSSfIfPbBj1yypN0x9+6Yy3cH38st9rT3J9yhJ2p2KCAVLaaClkt/5HU69BrwOg2XxIzplxQ8sTj1o9sUJn3VZ8YkVCT3uYHImll55yZe+H5ONeUvjBhcm0WaNJaYkYxeLPLBug+7TBfnLitocFrhmNqjWi1UqNB1y6/wDLlpf7O6WRjjCXAjSS1+txKubyTiDgmFdbbeONwyON4j7pYAcQGtaoXtyUccaZ3B/mrnZ1wDkWL5rhf7XeJuMP21pcFxh1xmS7FdjvR/tVKZbjKeUoKZeUoBqlV6U65tc+UbvbdxifaTeJatcC4EIfaQhXjxHCrBbTNlgMNyFe4HSQcBxUnDEfDDjSO/Fe4cg5TyLl8fFjKlnLo13YRYgJE9lMg9x1LLKUFIcWG1EqWk7akqpr1b2OuHWr7oIImPGJGAC4pzwwHXrTL5GNmAkzLcQAASeHtTCiS8CsMynEObM7xLMDJs642RXCTOtMh11mNIW+f0nmUbAne4lVQaUJFD9eotxGJYy4HUEceuJGA6jM0uJzSjWghE6Kgy60wTmLBczwrPLLzDgF2RZrpi0lqUGoqm4v7ohDiSqO8EqS4VONoCqj0cAI0r0Ja18Mpe0hMweRHEdaXIBND3SQ89Mk5HpTwfELyy4n8oMXgWjMJULGuZLOhhIkO9mDOeukUgMXBtW1tbNySpOik/pPAn0qR10zYPMFxEwFpzKOY75X4Y4cCR+Yqs7patvHm2uu7KGqyRuYxQHsDuCpzTOjNjeV+H3G8T+D+eHrS3c2YTjdpnXBtlqDkMOvZShaX6sMygrboSApVCnq4Gwt4WN3baJPDe4q5hKEc05gcaCskvLuJ+3blCZ4m5PaF9ozB4hKou/5Pg1juTqnbczJsKropxT0aGHmg0oJQyZD6W1JClIQBuKqqp1crOCW+h8W3eNenn7a5pfvk2u7MF4yRrdWAQhW8AOGPxoQeQcyubuX5HkvGq324kK3uRWYMoOGM44UqUoNKKSppzd8tyddNOge/WczpA2ZutGAnkSOPaKs3l3cIfpCWEtJkKLigPB3b7qArMrzffKbB8xwG43tWLc7YpMN4tJhPrhty5DCq216Nvo67CfQgNPHQ1NT7dU4A2k7ZUP078CUy9PfVpicb+3dADpu26i1MndnZWRczTl3mjwCzzGLvjspnmXiVE21mKVtMzHpdlWXoUprc26+2y8WiUEj9QVAOvUjRHHch0BH7kZTHBeH8qkQy3N1YPjmYlzG9qg8QM/Xw60M/wDHz5BZRzzgOS8Kcz2sNZUw28uC1dQjb942VdtkIf8A1Ow8UlIKACDp1hE5b9S4DAgOGfavQ8zQ6RzIZzZtDmtILmOx6ENBPFuQTOhL83bHjmHz41uyy3m35tYbkmTYBHYQiK8G1h2Gt1KEJcXsKNigkegHTQfJBK2QYxh2odHDFv5GpMcH1NuInFZ9Oa8Dg4nmDmOtRDCPJG7ZtbYGEyo329+uEZqC12V7nGoThSFALVRsBb1PUV29Spp7rc5/EeRpHyjq44pyV2ONEIU2+3dG1uDiA5w4gZe6mf43wW1yxwJceKRdrbDu0uK01Mv0oJlphpkN9pIaYOwSjuBCT+UH/TqHdWn096I5iSxgClvEjlww60MinuLqR8kOlijuhy6c+mK9KxPF7Hh/4gYXL4UzPPneS89dhFs2/wC9YvF3XICVlpj7ILVCtLCtf+oa6fl9urPHdXlvC23tJBBGGAEAkvdxVxzHqRDUE29tNLquB9TOHLgEjactITA9VXsFKo5l8984xHJJ+LYvi6cSsVlu65Nq7oZeU/b1r2oaW2kIDQjoQCNhFFDQa9Q7mZrH6kcXOQlziurrz7VorbQTSwljjG2NpKNAPd6cvWMhTAvHPlqDm8RjIlvMzv8AdNpS5FVMPdU1d2mE9+IhY2rYLyxVJTTWnWXsTnQoxvyI7Di0jP1KtR2tjhnDQCA7u/8APw9R514+abbZr3Etl1yCx205xZZ5mY+83GkyJht7fwdjbGR3mHNpAClGlCD9ehUIDZ3BhWMtXHmvP8qlxuc9JHNSVrkJBRBwUHjV0cQS8py3Hcnx1V1v/wC3ixNvot027Kctkc9k7GDaQtfacUlRCVAAitDXqxRGSdiEkDqcPZ6dahudDHIXlrQ4gnDPt7edCj4/3Wx2HLM/4uzCE9sK7gmzxJshxT328y7KccuCGya9kLcU22mlQFAEadWHyjdPgdcbJIdL2hpa0le65x1IDwJPoKD79GZYIN1iAc0kq4BAHAYDDMoFQ4Z0S3FnPOYcScnR8O4h43U1CbvUh+7XCYwWVSILbbKXg6tAALkp1zeFelNVAdVTcduksvMD2yhxZJcEjgNKonvOVSYpmXez/tOR7bcknPvDHEZoSAOmGIp7nhBfbpmvMGQ3vL7DFlSWrZEQy52WZLls+6bS8iOjedq0KKvlT5bk/TqR5hiEdm1kZ0tDsKBeU3eNvLnSAPeYwqjrwFEd51XXE8N40l3q/wCIwr9ajcramdbHY0X/AO0G3HSl9iOle0dwIqqlB+Wv9Qnl+Nz9yBD3MLWHHNMORwrpW6xRN2l7RGw63BcOAxxOeOXQ1ZPj/Y+O+UOJMayDiz7O0JVaYzSo6Y6IbkOSlAS5Z71akhD0KQztFCUpKxRaNyT1C3yK4tLx31Ti6M4h+JVcePw4VF2+KK+hH0LWxzAAOjJGB9XtDuNd90td0s09+2XNKok2KoBxBoptSFj4PsOgbXWXQapUPSlDQ9Clw1AqDy40stcxxZI0te0oQfT38axZkPsVo6VAfInSqQddNdKjraA028P/AEDGvK7cyPi84QSRQ1On1B/xoa/6dZpFJEmkpIRXWZTBTVSiTUf5ajWgO32AP/j1mnHpWzJEcCVroXNRVVFq9hQL+gP1Naj0/wDDpQHCmTO7USMq6DISo/IqTWnuE196+vp1rSKSyRzMDl8K45JaS2oGhpuoakj11qKkAEen9OsDUpT5S4aVw9PZWCVcGO8UJWgKCgaFVDroaDSpqOlIoU5Ux8a96JgCU67j67a6JPor2IrrqOk6RTgke3jhWFvcpCm0JKkiqhSnoNpqdNPQ619D1ogCpDSZRqGBB9nPtWvHZZjYWpClDdoaVB1NST60+X4dY3lTc+YT051J1y0g+o966VITSvx10p79aIphe2qY5N53xXiqMxIyB2pkKIaYZAU65T0KUV9Caa06W2PW5FTCpNvG979LGl0gxz4darFXmXh6GUvf7UyNwEIUNkBawpCxuBSoaKSQdCNOnPpncXN9tLILDiHa8eZ444pWEiecuG3F+RFteH5DLlRVBLjbcQ/mNaAfShTQk6A9JMGX7jAvvpx1ncMbrfG4MXBcgT2Y48KxmQebcO1Jjd7jnJ2xPc7cULiuDukEJWobWySlBVQn06U23jydI31JSmW08gwY4BcMD+VDjzfkPkD5KIt/G/BfBnI2YZxd4j9zj2THEMRpDNpjvR2Hb1dLvdJdpsNgtDL8ltsyJslptS1pSnco7epUFqZS4R3FvFG1ql8jwxozQFx/U5O60AkpgMCQNvZrXb42SXUN1K98mlscUbpZXkYkMjaFKDvOcUa1oVzhgv8AeE8I8nuPb5Owblvj3LuM8oxOBClXjHMoejPXB61ym1oYvEG4wJk+x32BKdjrQiRDkPNFaFJJSoFIVc2htWgyPimjlZqZJG4PY5Cjg1w4tODmuAcDmEIJh219aXyutGzxmN5bNFLG+KWJ2kOYJI3BWlzSHNIVrmEOa48M81kGQ3flqKJiiUQpy44LoSpxx0UcaShIFd9U6+w6hEgORp4eo86LFsZtA4BXlU/nTM4EmSLfF7pV/wBBvfU1P5EmgHoR/wATXpgY01KW4Li9Aq+mfOvaibsI+JIPtSld3sa69JcxcabGGOFR7lLkCPxHhMjP8rt78XHYo3vzHEOoQ0hS0oStSwkt/In3NR/fp+322e5cWszDS7HkM+w01d7pBZRCaYO0FwbgOJKDtWqwwXyv8YeQcHyKffuRcetEttp5v7C73+PbZDRDSgwIFv3pn3SbJWQEJabcUSQEp16m2+1XZex8PhlodirgCB2YHLiKaj3rbZA6KcyMuD8rUKk8C1Ahx5ntpNzHIy8OynkPHbLYn7knK598nwFuxgtyazcgtpAnKK3VQvt44SoorvCiQSDUdXDchbyRtDtSsxamRUJjy/EUJLHxtLu7rcgcMivQcRn2VTXj7ybnkrKOU/3TFkP2fCoKhEvDkdtTSWUh+Bct7CvlIMeiQFJpSqQdB059u7BjWXF9MS12oNZliG6tQHHlyXKo2/Xut7LSNDGGqU4OKacTmTj2VXmK5JcM14czm7Xu3MW2SL9cmksl79wCxEuMhmO42Y+xcdamUAqSv8oqPYdQNyd4t0XcCHAcVAJx/hRna9bbdhd8+pq9D0qM4FGwaHl+GXfK4MiZHt0py5JEeG7cUoXFjbmgQltwsx9xIBWU69V+UOMwAGC8R0oxO5IyHlG8U7ffjwo3c9yqLB4mvmSWG9/dW6724swYEqQhD0R24LUdpjNLqAttBA3V2+2nRWyhLJQ5470bHSdCgw9WNBbhzZoCRi2V7WLxGOKLllXs4fs14z3j1YwHv3TIrjb02i3LiuU+0lmGCXJUhwdqMy08P1PUBFaCvVtjljETGagHGIOB5E8x0qn3X7Ejnysc5uohGqS4DJE+NDfmPidnvFuSxbT5B5HbU23Jnbi6m8IUIk1mQjsvyWIr8xQhuWhLa9qXV0UpXrRJHTMe0bdu9y9l1dFzNKlUbqccRpc46U5jAjpS3btdQQMdFEIyGniXaQMCXBMDio4LxouPNbD2Me8JsQ4m47vqYMW6Mxe1c4/2y21R3I/cDsl1NI2woV+YaE+nVDNvC3cbljSfDjJaMVIxTPKrhHKYtstI2gI/vuwTXgvaFOdBpxZeM68efHniHA47reQxLhnVvkNtNOhZeekIdeolsD5PLkpC2xUpSrX8eiNndTNI22IuVgc1Tji5Scs/zyoFfRQzyuupAsbpmuLRgukoAp5c+VWt5b8s57LzTB7JmTM45FdV2JGN44VFceNCDDG9iM0D2PuZCllUha9VKon8OqUya7bJ9Op8MYleLivtJyXgK6ZG7b22j5xo8ZCnQDBV4AcBxzxpnvihBscXj/P5OY4dEyPILdYGWI+JQ4lrfnm2xYbkhK3bfcI77iWMmkP/AGzy46Vlp1nYCSdhkbfBpYXOB16sQCMAqrjmuRoJeSMExcjHoxW6gcSRjpTEac+da5nnBx95F80cVZUW7Lln/lJxffZascxWI447FhPxbg4lKo1vbIVIQt98sJUpK+2hgehqOg91O6S6bbuOhji4NaXDgVVBny6CpjDbxRiTSHzM097E/OAvYufOhRw/lHnTnHxZm+MtxvirG9xDtymDa1GQ3LWyxIkP2lkwXGSGI7WzdIcCj3VaADQFza/t9Z75fXPmFjl3CO3JMbidJDu4XNAw1IMVQdpqXe73HZwRWUqiISamuLcUbij1xGeCYnBcKfh4uXW65P4FYnkfIiJl95EvVlgx5lyYYeCnHRAXbWloUpsKMRtu3BskApK6E9dT2aRdmihjRtu23Y17Vw1DunrwCqVArnG7Rsfcl+DppC5zSM9OpR0OfroiPGW15vY77Zsjt0FMLsw2iwuV2w9sdSAHF9xJdcVT1UAE+nQG53Gztbg94OmGHMdccsqdis55CHBRGDhimPBOlFznea5VZ5F0nIjWk3W5RC3MujUVX3zjTqFoLLzhOxYSVmgVUJB6kf3+4MemJrNAIRVw7AqUptm1j9T5Ec4qow4886QNzFxzjF35nvRvlpRIfuLC5DMWKltt2TMWO5oEpG519O7ZQDX8OtWd4r3lvF2J+HZT+8W7JLjD+lqJhgmPbjiatyFzxwv4i4LAtV+xS7xbnkcJ9UO7ssuzX7U6pklkrZbUHVxmNv6yGv1UCpSlXp1VvPT7zcIIoWXBjLQSGjAEjJxPThyzpfl3bg2V7o4g+NzkLicQBmAE/nVc4Z5xZlMxlV/yGPYOTuLJNxcbh3eyTD+822O86vtIcjkCcgM0KaPJDlRQ06rG1eb9025gsdwBMYwIUu9bXFSeY4dKtcW0fRn6q3AeA4hcGPB4BBgRyUdpo+vGnnaPCdf5E40Zu19xC51Tfbc+0409AcSQlTzCFp7Elxsja6EEkFOuo6sM26bXvMLY3yNaHENGohrlzAC4FPZTzd2lt7gyREl7O65pBHqI5j2daYPb/J3j/sC5vNOsTdm5bBBQtp0J7nacBSFjf6kEUHp0Lj8ryvmBi0yMJwJz/jROXz14Ebof3GN5AkDsTl66oHmDzMzz/bt7iWJuNboV2juw4LrrK1PJU60spcKNpKGwQKFVCD7a9dD2bypaslZNO5zpW48gvAVzrfPN253UT4InNjikGnAKcfT1UrrK8NseZ2dqRyfbW8ru1xKnX5T6FiWA7U6yijapBr+nu1CTTrp1syGWEQXIBjxwGA9XSubmaZkzhbOPhIh1BSfXmvMio/bsJsuKY7c7VxfaoWO3J6A4i2y/03nES1KqsJUG1Fkrb9FJHxGvUyG2srZjnWbGsmI+Y4n19KbM875G+M4mIH5RgMvXj/OvLabTmFttsNu8RX5s8Mky5rLTq2AtS6je4tCS8tINCoAAq06ktuGhoEjml+C8MaX4cUuRQLlU4t1keuMRTd/s5mQChFRPjfFpIC0r/Mmp3evx9Dr6dNXElhNGYpxG9rv0uAK9i5U2I5oH67YuYVzbx9VY/G7Dj2P3Is4di8S395ZS87BQVyFhZWHCqUpKiipVWg9h69NRRbdYsItmRwh54AAkp7aXcTXd6P8Aq3ukT2D1CpOMMuqZrbq4rhSp1S9y0paKiVEUILiysilSdTXXpxt3AQgcqDkfypgh4xrtmYjIhQZpuUZu8xJLq1IhT20SwwFkbkFlanV1aBoFJAO0a9M+LbjUJi0scf1ZdmOHZSC+UkCLU1My3P3YpWCjwcZFtnxWcQsrccstKls/ZAKfR90wWkVUiqkofCVUT/y1OnTLZtrOqNjIdITUEahU4e+njHfYPdJIp+U6j6/dhWsjcr48VFKSSKkBR+SdvpvVQkfEaadcKfJpKcTXphsa41i48xS1VcUUhVKEkGhVp8tK7QNetNkXOkPZggxIOWXvp8n8O3DMlNzvvKt0jONxm1lm3OOJqlTcetA2r/nedINfp6dfPv8Ay+86ndvMFj9vtudqhtHa5gMVkemCD+lWjtWuBfdLdY77dYdmj0n6YiR/MOOQPIkcPXUV/mw5XbvebcQcTwZJflO3ld0nttLoURoLanypxI0IL7iRp6HTr6E/4UeTrnabXYdocD9TK4zPamKEBrV7Apx4ZY0ZbbO2b7bX24yuaDM0MHAoUcR1U+pM6VS1JZamPsONdxcfY38laDa2moFNSNw/rp19lYgI53iQKQQPZXlmSGR9uyVjtLXqfeaJ/wAasJs2dZ6ZuSiLDxzFIovM0OupaZmvsuJDUdbjlEBCSe4tOpKEGgPVZ+4XmqXYNh8OzDWbhduMTXDNjUV705ojW9SKd2XaWX1+yKdxfas78jTm4KjGdj3582hw41VvkRzinkLNL3c7jdBGxXGHpdoxmKElSX4rDxbdvC2R8ELuWwFJToluiRT068Z/cfaL7brq1fKw/VS2wJGWgH5WEnimLjxea9P+Rr21ltZbGMoyOZSOL5CO85AqgfKwcAOtCZyJGs12xZV6iXMtuBBfh7QO8lxSdyXEp03tuJGg+nXC91225uS/xGytlZwALk5KQvZhXUbO7jjlAYWeG8oqpwxGOVDnhfI1xsMyQq5h9K3gGUSwlaPgKpBNQCkUJ0r69U5LqH9u8jkik4a2OYvYoFFbpjJ264DqAP6SDh1SpuvIMbkLVK/ckOOOlbrzjij3HSpRBBKvYV/0/HpTXcAQfTGkgPAxBHqOXOoxec4tzBTDtz6n3X1obT26AHuqSndVJNNgPp66adJc8BwaveJRKfihL1eR3Rx9PhTVeHeOZ9i4bh3DA7zHt+aXOjgdfQt1J3FKy27sUlRDiFEEH0rX167n9urTbLBv1N3M6Ivcjng99oamkMT5VOJdnzrmvmW5vLu4MUEZeyMYN4OPFcuGCYLVxMsXm0JtrWSKH7q62lyYtB0CXkBzea7RuS6FJ3e6aU6+o32m8yT+YvKMN1cyeNNE4xa0QuDRgSOacczXzo+6/luHZPN93bWMJhtJGtlYwkFC5dQCcFUhvDKv6q6FqY4hKisJUSy4pVVUNC2TrTclJI166tG8YYqK5w2xD7YOIQkYj4+qrbw/MZX2qooLu9lJWXUuObkBKgUrU43QodQv/Ko2+oNemZ4hJ+5hmlULfthZDdsvYXaJNQLUwIcMi34hOVE1yj5ueQHPtvxTHecOW8n5IiYMw5ExK3ZHKgBMBtbTUZ2ctm3QoC7zd3IzKGnbhM+5nLbBC3iFK3UHyl9pvIPkS7vN08mbVbbfd3zgZ3xh5LsS4NGtzhFGHEuEUWiNcdGDUuf3I8+fc/7obdaWXnLdbm92myOpjS1jG+IWhviSmNjPGl0qGyzl8g1P0u771iePZZIYlwrpbJRi3K1S48+I62U91iTFdTIYcSCNi1B1ANDUH0p1a72xhuIH2100PglYWuHAtcEIPaDwrhL7O42q8juolEjHtc1yZOaQWn1EA+qthm1co2XmLxtxznSIbLOyGPEdxXJcbsyXF36yTYo7d1VLhtJCbdDTJ2yWAuqn4r42CqT18j/u75Nu/tx51u9m8Od1hqEkUjgrZIpFMbg79ZbjG/8Apc0rX1z+13m+z+5PkOz38ugj3RgMU0bHAlk0ekSM0r3WvwmjXON7eK0lHm3KbFw/a835ayHH05BGEl9ydYZSG5Pabkntjcy58ZASlPwSTTcfwr1zze7Z0nlV5a9zHFi4YYKpA7etdI8tzkb7G0sDgzBD7B04rX3h/kI1yvw9x9M434GgLsGWXSGzfrTPt7UNVqhBx5f3fZQ06y5EUW9+yoJPVJsLAR2EHizEhGkKQDxKkfBK6NcXQfdSCJjQ9smk4KmHA9PfScvILxezRzkjkXO4VpfxjjfHp1riSHpSlu2/vz21y5dwREQoBqEqQvsVKNjRAGg6EeYZXP3iTwGa2I0OLeDg3FRlj7KJ7VrFqTKSCXEtLsnAngRyx+FbM/8AFlwH4u2rhjG7uzOxC/5auH+5C6Iet5uEZySkOussJaUXm3GRVLiifkn8OuN7tvF/Huk8U5fBbaGt8Ny6RywyCnLnR23FrdRiECN8rJCQ4fN6cF9lKr8ueZ+POL/5Bb3YGIMViDfXrfHTdLb2hDTNcLbneQ+gBsIQhIQokUJqBXq7bA8S2kdwHl7UIaOYGaH2j3VHka+OQwytLTqz/pPBRmnUdtVDj3k/cE+Ys3jPJZ3+7MFu0OO/akOIbdTHYdnpUIMwhfbDYJ2oXopJHqOpl1bNupGmHSHloccEwJITDIr7aUxzvHMTjqGQU4DAKezP20cWbcFwY2cWTl7jPLH8Gv8AY36pbivuqjS2lKW+9AukRsp7zKxUaVKa1BOvUAyyWsmhrSSnFcCeR5dKZliZcgo5ASETmPh+IpjeUcJK8tOGrXlkW7rtvLGMR4pYmwZJS87JjIbVteUqi3WCk6t60B0/AnFvN25v0cjy21cccyWuA/Sc0PHmKk7VKywuxePYHuaHNIICPauBI4EcCKvbjbHL1ifE7GHZWyq53hNvmIlTZCXHZKf0iqT3AtKkuRgpFWFn5AfiOuj+Tr+Zt2yEve5oyPr49OXsNVT7h/T7lYvuIWhpOBBAXLBCMcsaCHgjy54alci8q8eZ0IsK4Wm4m321DyFJclOJQ4gobQpQ3uN7AR/kd1P6dI8yTwx/txOIkid31H9QHurjnlh8zXOEw/3mkNAxXQSCO3H0Sgx8hbDfr/fbj5C+Py3bdlfHr8hci2rSqKxf7RRZcZcRX5tupBO01IGoGlOqDM5qvhAWGRw0jl1HXpXRLRsrXRSNd+7FgT8G9RzNW/8Ax7XnljNczunKeY3iBd8a5ItibVe8bWxDS+bnBKm1InKjkU+3bJSkqG5RIJOvQ2WMNgLDgWFW4Yjqe2j0LZjO24a4GGRQ8cP9Keyqt82sPxLxbvdx5XwNxm0ZmzejcWrJDZhxxLiPS21/bSAVd8yO24S2pKdtfp08y+lZbSTPR0YaOCalwICZ4eyiNx5es/oBdEpeGZACe7moKZgjgR1GVUz5NX7i7yk4mw7llT0aNyHZojDEuGoNd9yT2SPuVFSf1Q6klCgoevvWnTkUkTWnu62jFqqEXlzTrVbglbDOI26Q4d1zc8uK9lU94SeFuWc1ZZkeUY1CtTUa2RpMtdzu8x6PFhptyUMyftmI7Tj811L6wgAUG6vrt6se07bA9h3G7eGQF+lrUJc45KEwAB+FM7zurYpWWW3xvlnRXFQA39SKSipiQhIBFFJztYMt4N4KzK9ZDe5eK3rELrNsVzRBmlCSzEZS/HkxJaO0qUzLD7amlJ+VHE+h3UCbqWR705hI8IDB2WIGSH1L21qzmM1gHxqJ9SFqAkKenr9QrXnzCVKseTWfky1PyH1z+zcpU1xxUl9bju12QHXlKUpZJO6hPy19eh07nQ3DbyPsPHA5+1asTGAxfTtDRGCS3AAA8PXVs81W+38ocf2nPLLGZXcI0ZkXINfm2pAQpPxB1Ske+pIHueizhFPEWLigLTih5j1j3imGmRiPQqMEA9p9XSvnw45RnW25TOP5NzMJIdFxsC3nF/8AbyWKK7DY3V2LUmhTprTTpVs9vhoCRMxQi4Fn8Mk5VDvreSQiQd6MgYckpt/HWD5fkd/a5NyO/wAq6263xdxs/wBwmQhyiyJDUgBruGLGT8hVW/Ue3WPg8KQsRBgW6UTH09tRYLsPOokOIJY4EEZcufb+NFz48RY685yzsOR4kaSptuOtcdtuBscUXkRxKcCu7pTQilCCDp1Mic6ILivZx6c6VIGuaTgO76gF93Kgj8pLbP4b5mg5vb7apcZdz+8eow29cLimTcG1S4xW8ADGaC+4khXoK1rp1Ninfa3cW4wjW7WC4BC88HNxyHoKghouLaWykcQwNIB/S0nLDn15YVKeReaMzYt2Ncj4La4tbxLejPpgQ9788TpEdh99xbaVNtNwu8qu4ihAoT1ft22eC9+m3FofIQFGkpg4jPmmOOYSqWL+4shPbOc1hcNLl/8ASOS4YcVptfjxyPnnHGJT86tkpCMgFrZkSIkxgyElJid2G44yhxCi01UoIUaD616oe/Pjfdst2tBt3KOmaKOKip2wCWFzrmJ2mcpjmgzTki0MeafyAX3yxlpwa53S2iRa5b8adbYTy+2mSw+W3wI7iEuMvFbdCColPp0F2tG3bo44xHpJDsVxHp7Kurr6/uYfDlcHRli5Io+GBqxsc8oOTPHO92O6cY3RNuuMVtmJMhXFgS7HfIiClx+z3iAlwJl2+SlJSFBYcYUStpSVCnU+/Mb2G3uGCSF/A4IeYOYIoHcXc+3zMu7N2i6bk7oD8pBwcDxB4ZEGrVz7+TXkflC7W79sxWHj0hkBE1tu5LujgkylIaRDgmOymRLjl4ANApDqlEAp3E1oe/xt2rbvqLBhdKDk7Enk1gaP4nlR6x3m73m+H1QZGzRjpKDPEkuRAOAPtorfGnlzNcwevFt5DgXG0Xe3uJKoE+3z7bLbjvpDsdxyHcmY8lDbjagUr2lKh6Gtegux3d9fWzn38JgumvTQQQdPA97H2UUmhiMh+mmEkZAQg4Lxyq0+SOQ1Y3ebFAZjzZKLm4hNWWipAG9PcC1A0oAfQ+3Vkgh8RryUVoXOo5tZQQS5unlVmx7mwplpxX3NHG0uJJoTtWkKAJ1oR1GINKbauOKhK7l3WEj5FL/oaUCQoD3BqPqa+9OtIeVbdbuCEkYenrNeJ2/xAVBLb6k+pP1FdPUGtPp9etZ1sWriVLvdXgfyGOAdrD2ulSojQ+xFAUjraFUwWt/Rr+rHsocpueZGjlMWVVolfsTpH/dbiWF7WyQsLCalQ9PUAH16kBG25co1h2VKZYF0y63CNDwCKmXrq7zlrMdspWwspCdDu3bh6KUoigBp/r1GJpQsF4kn1VXmYcr223Rd77GxJ1UkkjaEgkqKtTRQ9Pr029c204y2Yw6C4gn04VBLJzna1SmwlpSgshAUEqUklWhO2upA1Nfr014o1IfVSn2cI74eT7fXVzxs/M1KVsxSQtNUktLTX4/EUIG3VP8AfpzUTnUf6aIHjp7aCbkTjflnkbkyDcP26JIx61h8piyo9UyQ68h2O8EOVDakKSUqT6j16U6QkADgCoTM8CvSjW3fSWrHakGojHUOHPolFBGh523DiMN4LZCqPGbZr9g3T4NhCq1VUiiaVPSUiOCn2Up0sJcUlCFyoo9PyqF43gXJdgus+5NYxYEplJdQyj7NgAB13uUWahQKAB1g0E4jBKkTXkD4w1smIz4+ypJe8S5OyX9vU/ZbDFVB0BUy2oFtTqVlCEn8qklNa+/Wj4YKNGPZTDbuFgxkOfP4pR7+HHJqOKM5yd/k6B+12fJsbsdmt9+tkJUxm0ybHNnvlm8MQmnZyYU5q4bkvIStDTjdFJAWFCJuML7i1EVuFcH6iMlwIw7FKdppqG5tYb5t095LfDcw8ULnNcvNO7inT1e3yj5LtXKufsXHC4M6VZrVib+Ki7zLe5G/dXpNyfnyJcKNJbbmNwIySlLa3UoLilKUlO0AqesIn29kyCU94SOenLUGhO1G4+ocKHXs8dxuEl2xBG6OOMKcXBhkKkcATIjQeRPGlCK49y+w8vfeNjexImiQtKYm1RdbSEthFdE/CtRoPcknqSQ8kyN+Q1phsfpxA86nNUgrgFzBHFKOOK/lL8ZgfZlBog7SEhX5BSnttH+tOkFQelMH6U4kjH0WvqmWJW262zVTbraz3O3tVsIX21jdVSFlO0n1A63jxWkl1tkNNVF/Jnz/AJRcPDDLcDxzAXGbzerbGt8+53CXb12q0QIzrb8x62xY4XKn3CV2tjO/tNt7ty9xAHRfaJY4riSYqHvjc3E4DUELueAyHPpQTzHI+5sIbVrWCFk7HOIzRpUAYYElFK4BUBrVRwu8XiDk2EXW9QmDdDckxEPJZZVKDZaQoNtqSC5VIG07dSof3DsMkbL1pj70YKBc6HxF7sCRjnyxNNls2EyrtcZmYpSWnIdrjuFtwBLakuw9zyd+1KUkoTX4giugrTqwbgCLcAZHHmcPhTlyNMjiqvA9w44/zoWr7yVaMb4b5YNpuka2ZXezfIbKtpRclwrmD2oDG0nusiQdPiokHQ9GvKbZINpmnQJre7HiC1AnEocqAbhIt6yFuZDT0GKn1kV6OEcPyE+FD19vsGSq+3VQlPyWURYaHnlP7nVOOtnvKlFBopJSlR9+oO427oraA3ADbgwd5ETUT7V+PGju3XDZZnGIkwCcgLxA49lXH43WD7jFr/MybFGZuOyWo1gQ/NS1HD63auSC240kvOKFVAuaChp6HqrXEAcQ4kgv+Azo9NdGKQmNHMa3HkSeGOaDhQueT+MY7wzj12uNoyetgvEa73KJZg44hllEdpaIjZQ8QQ3HUoBG34/Tojb+IInFG/OADlgMcTxNCh4bXhgDyGx94k5OJTADmDgvWuj+K3zSexXDXrFZLZOz7OY1zmuohRo5mMIQ8te2PIfCTGjAtKAopW8+p+nTT9wfcNEmkuwILkwwJ4jBRy5UzLtJtpRC6RniNxDScQCFwbn7s1SpzzxlnOvlPzS9ivImM3jHoL90tbTFicU88GoQfaAZQHVNQ0stNA6IrX6Gg6iXMl1PGO7+xqHdJGkEZOJHE5pSY9ribE/U9HSZuQqn9IXH4UeHmhY+QE8X4JxBxXgMrKLsnGnIkVcduCI0J5u3pjNuTW5DzbitpI7fboCojUCvQ6NhljknQmR0gyKAAYk9aMzLG6K3aB4bYEITnhhywGHGlycdtcg8e5Tx9hfN+PybTKwm822+ohSmFpNIpZWtDDTv6YdBcPoTUdK2k6d2aJCrNQx6js5UG3uHXt0/gNLXlgCHkuacDgi0WPO2a4zzL5Z8Z5Pb7SxLsFmtcS1IY7RdVMlqdbU19vHCNpkRnwk90klKkn2qOpe/7e20njV2skF2A5uy6814Vnly/knjncW6I36GkHFdLTie1cRRKZf5HWLxIzDMs5za6i3G74dDh2XH59heuTEyVb5UiXCdgQYq4ribj+7uhQUtwMPNEoc01FakkbAXuKIWDAhRgeAHH8KtUTnkN0Fwdji1CcslPT+FLW/j7/k0sd9meRUfndNuRBbn3zLrLZJ8OOuTdJMqdNefLjNChhhK3C6hofoo3USdAOuYeeG30zIZbVrnyOkc06AQ5qopw/T0GdHtqtIXaiCxhEYcQ44ENCL29edeTw5xvinyRR5A+QeBoZfzm7MZJEOLRw0uFAt9iuvetyJaG0JbiNy46wEtp3EpJOgNOu6/a0Tbb5ekilXUGviLnfMSNLwueBXDHLPGqD5mL7m/Y+d2tCHho+VgITDicuPKoP41eYfPmB5ZkMbmzBI3H3CWJMXK0WtUaC8uIqS1e3UVjPSnFxm2YzUruFsAbBUDpnYdx22WXcdmvZWRyvYsIJx1iQkj/hc1SeqY0/ucE77e03BsaaWo8tHdTSgJ6qg5U6LjqZe3IeOZYq7NCyZAhqbGbDimmFxlkrYMdlO1bjKkKCgr8proOtx2Nux5DmtKYKmPbQx8jwjQ4hpHDLKiTyy5Y9MhoDUpCnkspU4FN70JUpArVakE0Pv/AF6kMja1hAAReVJ1KQ45hKVX5Ru45YWWbhZP2tnOZEvZBuaqOUhKUXA27GJSp0tLSQ1tWlSVGhqK9VfcbmWyu2eEUBVQflP9KjnyqyWtoy/tyJWfKRiMCAc07UHZjVGYNxbgnkHmXGTWVZrCvM+HdmHLhYjHbkNtIQ4FLZeUvahK1qKkuNNJJSQdyxTqLuhde7f9W5xdIxhxHPNE+Hqp2yjNncfTN/a1OOBzTmOa88qEb+TvCOJ8d8i7Jg3iO3cca5HtlmUu+23CZp/a7tcA2ApmfAbVIgzC4pJADrSiK+tdeqjHDcSW4jkCsfiAcwRmVOIHrFWGI2rpvEkA0tRT1OQA5541ffCv8kPDfif4xW7FOWsXuCuf48uUcow+BjsmC9MmL1F0ct5KkttLWlPcDY2rNVU16HX/AJd8eMPiLWNLExPXHV0HPjUN8BuJvDt1dda8QcFBOZdgiNRKIbx3uWdeQ/CmT8wW+5P4PLyu5SLlaWL+lyOiy2fcpxr7lxTKlqlPKJKWUj9NrbrWvV62OS4srKGOSR8krWIXZFwATLgDwAqt7jbappIzoDmuIHJvYeI68aHrI89ymFHmfuXL8G6ogSX4sh2P+4rQPtqtOOoCIO1aUrRt96epJ6tP9zvoh4jJJGYc1wqnNn26Wbw36TimIz4YVEMT8kcZhXZyHkeXTMnjutoYZjsRrqFMrQSklpyRFSyEmmqqV0oOnBvG4kI57nsPMp2UuVlhGwvbG4IDiGhPbmnLOixxexDl6VBtOASJ+PvTWkSJd5d76m20rI7akpZbaKnkpVoDQV/MD1KHmS6tWeNO57+AA7vqOJw51FtdsbuUgZatDQcSTw69Kp/yjx6H4ywrfIy3nO83O5XJfbZskWLLffCUqDi/0475WhLYO4qI2pJAp0PuvPlyDpTw3ZqpcexE/hRy08qN8Ux63yuIyDWgdpcVRPfQ/wCCeZfGuNtyXbpccnyVMloJEd+33FpxsqGzahTz6nNzql0AQADoOoY86XUjleXSN4cEPMKuPuqbJ5OneToGntLSMPZhxWmd8Z4RYuauHE8gzk3XjC2OB1+E88h2PKW0SVNJdbffbSoupSCSAAgnTXrHeaLtri9rS7UFIccR6xz6JUW28rxXMeoyOGkoNLQrk6HBBkvEFaDTkK44biyH3bJm2Y3x1MgtLdLKSkpYUoFbanLhsQ2kDQ0BJ/t1Ab5ukuTpc7Tx7pKjpiU9tEo/K7oYw4Nc4LjrQDqiBT7EqmbR5V2HBbnJZRaMlyByYyhJNxYYZjqpXeULFwW7T60IB9+mJvNF3AT4Yc+MgqHnP3kipH/xH6kB7iGFUGl34EZVcVv5RmZDgt+5pRhrsbH8BahzXo/2y0sXJy+XGFjyYwb79XGY7t2S6Tu3BTY9temf/kt06H6lzArRgNR4kAr+FYfLETbgbcyRQ4d52ChFICp8x+Fa6qYqjqoklYJApVNE+hJVrt3Cnrr69ECQSpzq6aiMKvXx38esu8g+QLbjOPW+Su1plM/vlxaZW4xGYU4EraCwntqdcFQPfrl33W+6G1fbPYJLuVzX76+M/TxDE6kwe4chmAUXDhVX83eZ7PyztpuLkuN1J3Y2NCuJOC4ZAc/ZW19idlw3xS4ZNnaciwI+N2gO3B/ehAelNMCrO9RSApAO5atQXCfYDrwZ9m/JW7fdz7jyeZN6L3WomM88hXSE7zmg5ANGfMnDEVwTy5td5vW8uubhZLiaRXHEqScGDiUVSuZ7K1PeQOT5vk75T5tyfNdW/j2OrmWjHHVnc2uHFeWt+Y36pCZT6fiR6hKSPXr9Dv8AiF5HF1uMvmeSLw7K3YBGCEQNGlicu6hPV3SrD9+d7j2LyxbeWLMgyuIDk6lEw4AqPUtRVh2OudNfccIckzFpaQAN61qcICQP6dexWaZLiR6950h+NcJljmbaxRMb3GRhTwAAzo6L0mLwlwDHhOFLGZcgrSD36MyYrElgqWXAr9RsxoTlR+X5OV64zEf/AJz59dI9y7Ft+S/K7S7IE4d94Un+loolbQyWG2OeWkXU2lzgCdQ1Dupx7jeGCPcaXJl1nkLcbkQFxpSVtqqh5QU2VEbd/opCtT6EU9+pf3G8j3W/XEV7YyxKBi12R7HYpw6CrD5R39m3skjuGPa8hARw9VYPALKq4X5US/NsS4cZNWoaarjIFKAoBISVJUNKUA6ifa37dWVtvjpN9iinexmDfmYT/USgV3Acs6I+d/MVz/aWy2Ej2SE4HJOgHAEZ86vGZguBy2iy9Y4/y1UvsoITU6g1R/rrUDru995D8nbjEYLzb7eSM8C0HPtFcktvNfmy1f4sN28dNRC++oe9wRgl1ISzbuylRIKmgkGlT6qBSafh1Srn7BfbTdHEf26INPENaD7kq0Qfd7zlto1OuXlw5k/ArUOvfjZisTdIhyXIjjKS4FFJU2lxB3JVWpJSk00HVF37/FT7cobizjMEoacQCQDzRcxVp2n79eapSI50kaXDkpHLL41fHDnNF2teNPYVa24r+SWqSpiOqY82wy6lo0ASp/4IDzKdwNfzAdednfbtljv0+1wylkATQ4lQS0I5hKYle9jwIFdYd5nLrSO7ma5ZGhztLdXrQeoHkQVwon5l9uGSLj3C6IZZmKgxm5LcZaS33EshZWghStvyV8v+HXuD7D20ln5KEMi6vGeuOGB04H1LXjb72XLLjzs90aEC3i4cwXY9ccK88pJS8wvekkooTqDRX+VKUqAdB13VjlCLXIYDqjc1Ci0RPAOcxrHcb5j6otrmuZM21GDs8pDsQNtutPtBKkLD8d9DwUUVbo4kGtKjqHuFtHfeGC9zfCJKN4nD1KOeOBIrkn3V8uT39lb7ux9xELMkpHk9SCCeLXAhA4L3ScKcFxnyR41YJ4Nc8ePGW+OFsy/mnkR25KxDln9nx6SWJM9mGrGsjuORzHm8txq68YS2Xn4TFsSuPPLyUOUC3z15+84+RfuTv/3o2LzzsnmF9n5L28R+PZ+JK0pG53jxshaDDO2+YWskdMQ6INJaqMFdR+1X+Sv2n8u/Zre/KnmjaHT+ebqOeOFwgikZKZmBtvLJPI4SQfRSa5GsYxwe5zflcXOCl5uH5BjTzlxiLU6zGVveaUD8m60UKjQkj/iNKdek2XEVw3w3hFy9OFcVtvMW0b3GLO4AbI8IDyPD09tE14t87z8FzP8AY0X6ZAxPOHYVvvkAvEwW5inEohXFyMsKbD8R5YSSB8mlKSdCOuRfePyBYecPKc0klvHJu1nG98L9KuAAJc0HkQFA/qAPOunfavzTuvkDzba6nuGxXU7IblinSWlwEcyZaonFS7+gvBqa+e/Fuf5G3bcAtkWHb7Zm0q3yJN8LcZNtbgh5T0qY866oJbYo2pACKFJ0UBTr5GeZdyjbAdrDz4ge5r25dQceYxw619YPLW1ymZ24ENAeBocSq495OrT7iDXz4pcmXqH/ALo8esGxaxyIfGthQleQMMNPRxdS6llpLUllxaHVublKJJ2qB9qdVKzt4biVkb9aRaVPAhcvZjV2uXSRyvc8sQOAwwUpiT6YVT+N+KfO/Jdyzaw8k8x2OfheSXu+vHFax91ujuyVJjsSZLJ7y4cRCSsIX8So69V/bN1h3LdbgSscYi9xDeJAcgBPUBE960RuLOaztWAPa4oChVAvAcePxWlackcfcq+B3LV7mYhnt9uGGTLo/JgNY7dJbSISt6WA2zGakfaxkuEjaKlKgdR7dL3faoLyGSWVjTaveoDgrmA4ALmnBD2il2klvFKxgDXT6UUAtUjE9paOPKsl45+OfNHnjzZOye3OSJ0lmTBkXKbeVPv9vbI/6JdQlDURDJSTsQKKJr7k9VWe923y+6L6oFtu46WhoXHmmaLREukunPjhLRI1uo6jwyAHNfdTDPI3wRt3jLzFxtnUq5RWp9+tYtNzRJCU7ZKVocSG99EKCHEqKBX8vUvaN0h3B6RZseO8c9IOCn8OFMkuajiACWnu5IUTjz4Y5VlZXPdsseX2Diq+uPszZ4eXbpcx3aw5FcSVIVGCCQUtIHyBUVhJ9BXWzzQW736nACQnHr160MtZpWMaxFamB5f6T7KNHCefeTcBXb7liJbmQLLKYeulqEttDF1gx2t6xFc2FALrSdAVe1FevUSXabdpJjCOJ4cOeeZrfjTyPGJanLD2+urgY/kyhZNyXbcURhzzMe525iM69LWlKHJkxlxTy1w9qJEddveTsLdSHPWgT10nybZbZb23hvdKbl8ncKBE4tPrGZw5Vz7zfLuZn1ReGLdjO+0nFT+pUx6AeukuclWO68Q+TEvlfJkD9uy3Kmb79qkUDSJlwKVFDeiFFhCQraPatK+9i8ztMYkuXLomLR/zJl7szVf8tyM1xQlC6Fz3FMyx3EcMFyzqzLx5Q5jjHMkW62+xwV8V5bGcbvqWU13ILgYClMq3NpU4ySQAQEmoNKnrnhv8GxSRnSOPEHrwq+SRRQn6lj1lKEs4EcwOY4VL+LfJS38RcirtvF1jmXa05RkESUi2w0qkQmHH5CVuOMKCu3DeShxfdSRoB+HUiSZsjACQgB1EjA/kOtErC/22C1e7w3vmXu9vDtx4JRK+fXE8rPsl455IukSXNjS7a227bkp+8jM/coRJYeMZhtxD7xH6YeVUIJFAASeoLJ9VuBGn7byD68V9VM7hczunBPd8SPDoRn0RD20G3M914avVqs1mtf7dg8/FoqGboyl+Oh0uJYDX27i4pQ1KfccIcWAXCj1JB0Ezbm6Q43DiVKgnh0oKbe5ErJGNAboxxCuOYcmaELWM8a/IbM+FHmoGD3m+twLtNnsvSsfVHpJRLLbctSEqaeUYrzTYDzPo6KaVqej9rustrbutmd6FVRAi54ceuFN3ezsu3ieRzmSLm0kHJAfzXhnRec18++KXJmKPYF5PXZGP2XLnFPXOdd/v3oS5s1Co7yLjMjocftsh3d3FLUjY2dKgCvSHPtb2Xx5Wxq0r+5ljmDzXjklatbJ1p+243D43J/tA6gRiCoK5HketB/lH8TuK5dxxLuXivzbZc1xlyO4/ZLJe7rFvcL7cpCobFtyGA8863RPwQl0qIHqB1Mvdu28DwpI5LMvbgcZYiehGICZISE60Wjl3LQZLeSG8hacsIpmNHA/pcRxLg3jS8uPeEfJHiLKb/wAR59w1nqoj6JHbuFpskzIMfKRXY81dYLT0VtNNf1O2dB1Gttk3hkZETPHhae4+MhzSDigxDg5cwRhSJN62vxvDnkdb3LsSyVpYQnHi0tIycDjyoLs/tV54i5LTIQJdvk267Ge02tlcSSGi8FvRnWXQhxugrQEa9Q5zNZ3hkkYWSLi1wT/iCH40QiS9tdDXhwOIc0rgqtNPk8PuZrdksCzsttquEK8Qy+tpDqFFl51AZmx3Cohvar1ofcjqW0CcOjBR7ArT/pOKHqDQaZYbhrpArZD3ssHjiO3iMENFQm2T8Ws/I9+t6nrY1Yltz4T7Drjs0w2kLdW08y924zrfZVrt1SoJ/wAT041zQ5rXIVOPSnZGOMMiEhwGHXtHL41T3L0GF5N+L8fIMXvRnXa1x5LrsiNWVPHZUpDsZBXukNM11JBKQFaUp0thaydwaqIo5pj6CoMJfobKRg5MDg0kDHDPMKhobvDbkWTj+NqwnNYC7wbBcWrbEjtt/dij9w7jDIGqty0JSVip20Pv10by7fSXO1m1keksIRpGRa4EjsI41SfM8ELLo3UQLY3uLiOK4Ar+FPx8crrj+SXqVY8saiQIuVW2RaYsCS4IwJW4+mAxGUsA94NJqEGtQFaEpoedeZ9Xis8NS5hOI9WPtox5Y7movw8QAIepy9mNLEtPhHJ4X87M2l4y26/jWYONXu3oKJCwia448l2KYqQoNyQnarftqtNFEBZI6i7aj5jctwEiFwzRw/hiTlVxjkZFE6BrgoDgAeXQ/EVl/KG73e08hWbB4MJ1V6aS79yw3He+6b7qClbjiFJbdWmQQAgpQN66I9T0/e957Q0EuJT25e2g88LJPnyYxTyTP3ZnkKtvh3jDmrxG5O4l5w5Z4xVLx4XqLcbVarncYUgyZAiuvqt13DIkDHshTAdVIi/cJUEPtAfmQQKzvk7bO38fU2TwnOa4Md3mOLS1FRA8YoQoUELUvb7eaaeNr4nRiUNfH4je5I1pDkIVdJwJBAdpIciU8DjvnXGPJrOHsrs+IT8bt+PWl+xsKv8AKt8jI7wt2QZjsi4qtdIiIURZKI7dVn8xJBNOq5ts7J7UOiEjWAkDWmrrkSg6LVq3KSQ3b5y1rH6G4Nx54koFdimSJV3zMbsL5bVIt0Z5bKtzZc+W0ge24k1HRJHEKMaG+NMcdR91fCrfCFKQ41Eim3adAk+lN1NBr0kgpiqVrxpv6iteNyJb01H2kddd1aIoaeoqup0P063pJC1hlmOJca8qmIVCPs4wJ9aNp/oKkgih60lI8R+Wop215VtRB/8Ay0auo0ZQqp9DU09yPQdK0EjDKtl8h/Uaj9wjxw6HUxoxeBNF9lkKGnpu2H0On4U62xpzIw61oOeeJ9pqH3JakIWSpsVrQ/AFAA1KRsB1P406dLGuCZUl7iApJTtoPPJXMv8AbWIyJsdxpK0k/IhKQhSgO3Q0qNxNQTpXqk+cvPPl3yJYi+8wyiK3JRT/AFHIHkvCj+w7Dum+yeHtzVeoVeXEjsoU+EOSJOUvthx7vLbeIISqoS4j5LboPka/m0/4+nQDyf8Acry557kL9hdrbGdLkKjV/TwxTHL10S3ry1umws0X6qQo7OY9eFMnxe6POsRf1HKhKNpNTQU0rXTWopTrpKCqeXF6F2JFXPapjygklRK/iDUn00oQTqdtNa16xErCrzjjUxjTnACSaJ3Jqo7q0Gik7QdB7g+lesrRaAUrJpuCakEkitNyjSg+oV9frTraceNK1d3T6Cu0zkEAhRCgCNFEAiv1HuT69apKCupUz0otQ9d34mnr66mnWVpBWGvt5/a7bJmqXRqOjepalEUKhtG78D79LawONacQ0FxyAoMWc5byPkVlxiUShEiTFJSTt7rWlVeoq2D/AHBr0+8aGlpTOtNc9zS4ZEKOo/KjEtsjbGaKilZDSSonU6CmhNAoEfh1FpfWsomcyBVQqQNRu1r6AhXpUelD69Z2VsYmgg/kHS7cfHDLGbe+hid9lILZVoncalugNK0WAadSbJRMT+lD8Kgbw3Tatav62k+2taHh3EMzyzPuLcWmOi4TrvmVnhyZLKCt1m1urKZ8htoAqQrt0SCkAjcTpTojtrGXO5wxt1CLUrujW4uPuT10Nup2WVi+Q6TOMuricB1Iz6pW1hzbwTjnFHCD18t0iDGfj2COm5MoeeWoNvR0xWne65VLjxUsVA0NaA1B6n3N2Zi+JrSGKdOHBcqkzwBlsJge+4DVipU8a1veduPseyLDWItofkxspMhFWIqgkqCZKpMdGpKWnHECiFGhKVdGNquJzZTWUZWHSCEzDlXunqmPCq1O+Nl3FcyJqBxJ5Jgo6dKbv4g8eN8r+PLGKTre02LPDbalJ+yciAvpbHfcmFxSvuZSVCm5BCSadSN7lMrYygA0AYhMR8evCiOxSRMjJLnYOcQmOBK8Rll8KplUPm3jzKbfx7hmLJyTGHLy8ub2VwGICTIUqKxb35DwcfadZNXHAhBNEf6wjYDxAJoyGtaoeDg3p+VSH7qyW38YPCucjmHBxAUahzC8Bj6qPFX8VWGeRXH93kcpQWsjRkDbFqmIjRXYNis9rQyhcq3Wd0Ptz5zsV7ep5wra77xoAE6dMDcrWxLbVzWva1xJ8Qd15OYDeAIwUmnRt898yS6a5zfEQAREgsa3IucoVwxKNGWWNRK18e+EvgdnVj4gwSy45FyG1YmzeJkJCbYLlb7dTsxpV1iW1tb8ORdO2pbDbwaK01UApIBOrue5vbJk0obBC5xEbQNLNLSh0tAGAOGpMURTU+3+mtrw2lulw+FrS92b9TwqOdiSUxRxVq4otCteufuO+afLfBImF2VDbSbg21MXLtrzKXVRNzgc+3Pb3o2ioVUpqBpXqC6aKO2kga4Pdo4A/imXA07JHJLLHM5hYzWGoSpKk8FPYasPyl8jrjxPzJYn8eh2u5O2aDb1vNSrcZcgMPO0lNhxlbXaaDZ0SASCBqfTrNs2v6jbdTsA8u93wrV3cSt3R7WAaWBuJ5hSR+VRfnqxuc1xcf5Lzuzt2S4y4aUW1i3rSmQVJ+bpcdQkqciPJUk7T8kH1pTqsm4NlcH6YtJaRwUdPXUye2+uHjTgsD2oEOJB9MKCuyJGJZSxklijTJ2RWO4sOWiKqK7KZU49IQw13k1S000ptSxRSk7taGuoi3O+31zMPELTIHcBz59D6qnWmx2MEREQeGkZrkg+I99WjztI4v5n5q4YwjlO9W2Ne8qgzI6bPCuIlRYrby2W4lJEva6qQ+tKh26fCtdKdCt2uvAgkmYGudGwlFwx4E9act4kDC/UBqBKjSceI6czS3/LX+MyVwB5M4U9i0trNIHKWTQhIx2It9BsdgnlzbHlGOUKcjR3kpUUmqVmm6vWvt9uNv5i3mK2kiIjY5gl1KjmkkHEerrz40je2SbXZPcHuMj9RYAFIUgkdg64J1o2f44uOcM8feRvIrEXs4sWOzs6Z2WXGZDsaPMS7KtP28x8JdeC++zNZCtqUGqNR1120t7ew3O5221a4xOd4gHIhpBAGelApPCqncym4jbeSuaHEhmGC8RnxPAcaD/zU4r5gs2E3nj5jlnGL/Zb3mD10j2xtiMZ0Z1+QHm2VJS4gITNZR+oVEVpoCeuAbjND/8AKbhjoHmdjiQRxx7oXpwXOuj7dEf7BHGZGiMtQ8QnHDMfhjWwH4tcLXlHBfF1z5FusSNJgYtblJVJldhpUVMZlxhbjbilPEraoACUpSEjrqsNyDA3QHBxY0lccUxX11QJ4HOkR5aMSFwAIBw0jkRkeVW9kuQcNxGZEB/MbAl7YqO6S6yRUGlEFLuigRr0uO5CEPd6qZ8ByhFDV7KRp58cU41yNkVgRYuR41qaedahoXCmpZUp99QQ32gteoWpYAKB8Va+vVa8w29rcBjpjpB4BwGXtqz7He3NsHtY0FP1Icuo/HjwonfFTxOHjCq22zMLhHvEzO7EuXi2TzVLdnRJkyPvdREfdAVvfKv1j67genvL0u3ysft0J1sj7wVSVXPHPEFEUJULfJ7ll1HeyK18zUGCAgDL/SEwPxq8PHPx54Zh8s51yzkXHy4WR4O65NueY5CltRlqjoU4X25Cz2H2QBUBI2oFK66dAt7hNvIA4u0ueTjzXhRjbbkTwhwaG6ACScQuWHQcFxpVvIlnw/z/APNPIZeN4haW8Vxm4N2iZeokRlP7m3b5NFb1hCatKcb3U+mh0NOoVm1pc5kh1AOU8lzIHDt4VJku5Y1c06XHAHiW/wBR59OlFL5rc1Yf4/cNM8JYHdIdnvqbUIMVEV5LK20obS24ohptay44okqoBtAp69Fxe28EhknCpw6nJegoTNYz7g10biW+I35hjpYDl2u4cs61753N2XsSXrJIuxQ2pKQtxszdrwWqpeBUPyvFRPseiUO6RyRhz42krzdw49nSgsmwW9rNm4lqZhpw5FB7aszCsAzLP5+Pw7LkK0TLrLZTHYa+8KlILo7hUBRaQkGiz6enW5dygCftqfYFXhxTjRMWsTWKGsCj+kdntrZNwuBjfijwEL5k05sXG32ZMiVMe2tSpEwshYbYQsqdKGl0CakqJ6E3N612qV+EbQnMehp2z2+G0HgQoXH5icFdnpHTpWu7zbyZknPuf3rMLy6sxnpDibbEdKiiDCQ4ew20gqKUl1J3uEGtT0ABfNJ45JXgvAL+Puyo7bxiCJf/AHHIT0wRB2UQvg94ivc3ciMZNkDRY45w+Qm4XCbIRSHPVHO90F1XwcjMbaA1+StR6dE4I9LfHd8y90czzJ5D31GvJ5Hsdbx6iAW6zyx+TtcMxwGNXf5/eabF4fm+PnCEgW3GsMidq63m2uNpbbEZKWjFSGloSp97bok0oRU09xu4XwiaYGf7jhj0B/McM6fstv8AFeHyd2MHIFOwYcOZ9VJ1sGeZZk82PAud4u7iJL7jRWW2wVqQoJ3LQhz/ACGtP79A7Sd0k7Y1Aaeyj0rWRt8UKXDmSfQUcXBPi9J5fzizWdp65yGmJUZ26yyyjY00FBSUbqqQFFIoR7DU9WiC38c6HOIjTHDPp20Bu9wLSY2hJHDPlzJPBKe7esd4pxi1Yd4sdm3Jm8lQrra/29stBxZx/HLnlJkPpHzKkvWJKgT70/DogWtAESDHBEGSfl+dB9UIHiO1KcQgxTjIR04DrSGnv4xOQ7VKQMpy62wraFpEpTQajHZ/8wh5xZQEpSCT6Gnp14a3L/OjZhbSO2raX/WIQ0ufqAdwVvTND2VzO/8AvPZxwO+jspTckEDW4Bo5FQDlmnHtpoPj5dODfGbGP9r4xItS7w20EXC+/dM9pt7aC52H1UdfkKCT8joK09euAbLB9xPv/wCbnXd14z4ZJMVwawLwGQQHEnIZLXOLIb95x3V+43muSRzkVe4xv9LAfjgaWP8AyCeUfJ3OUqXxNxDCuBsK3FMX/It32sYtuDY5FiO7tzjjiDRZFdiT61PX1K+1v272vyTtMHl3bWPlc4jxdDSfGeMgvCIHF3F1eh/Lu1bf5Y2t1zNJDHdacHk/IOgOOocOuNCzwr48XHDMTuT2U3eDb0PMFy4PxkrdU0l1NSFPLDbLCENCvyPp19avtR5qg8o+SW7fttlLLePYVccGueilNCk4n5eASvK33LdP5m8yx3HisFrG8J8zkaCgJUNA1ISFOPrqT4rc/H7je6Rby++7nV8ts8SmYKW1zozzzS96EjZSIDupTeVBKhQ6dadd/cDzRG6GNjbGymBBTuEg54lZCDxAAUZVKZb2NtHqnc572jAkIAgwRuDMMxqJx41BvIW45z5OTpVxQw5h8FuG1AszCXilUWGjVcqQ9RpKrjJBG9QAAoEjQa220+1d2/ynNsFjcvgvLlvfuG90gkIPDBUtDB8q5nF3KhFv9xNl2DeYru5jZcQxE/t/PqdxLsMV44IAABkpqKx8YnHMfi2jIcwhPLilJclOyEqdKQAlQVuVqpSvzf8ADo5tHlD/AOO7DHte9bk2V0SLLI4BxQJipGfHBOVD9188Det4k3HZ9tlYyRUYGkNHJOg4e+vWw9xxhTz1x/3QxNXs2qaaVvVvIO4AIClJFDUfXoXL5/8Atj5F8Tcr7ebQho0lrXhzl5ABTj66xu3+ffNzWWEO2ytU4EtKe0oPaa/jfNnFSllM2XJSkKA+KHyd3odNg1NOoNr/AJP/AGWmek+6eG3h3HketGhKlSfZr7nsatva97rp/OpnB5W4hnUYjX/7FRABU+S2tNQKg19vwFQer7tH3x+zm6dyy3yzDymD3Bh9hQ+mVVS/+2f3Q29Zbvb5JB0aSPTtyqSvotWRx1nHr/Buqi0rbHS42SoJBqQAdajroJu9u3u21bTcwXDCD8j2u4dCarMTr/ZZgN4tJbcB2LiDhVb2jjkxVS7pd7RIjdl1byZkVS0rShJ3qXubG4gUqPxPVKh8i7ZcMkm3i0a52okEZpzUY/jV4u/PEmqK22i6BlIADThjkg+FW7x/yDhmRfeWWwzy7Otm9qWiQtZkKdSonavuALKwlOgGgrTo55K8yeUN2M+y+WJYzLZPLJYm/NG8ZhwOK8VNUDzt5R83bU+Le9/ieILzvsendc04agciFwXpVjqfLrdVr+KHCPSldxJWlJHqEkUPtTroKoKooi0P7oxI/ktUxfcvuOMZpbLjbnlocivIUUoUpI2hQJBAPyFR6kdVPctyksd3jcCfDycByrpO1eXrPfPLU9neNBZI0hTjjTacI8hMLvOMWIOyZDF0ERsT1TAUoDoQAuql1SvcqtKe3R82Us0pmi0GJ3yhcefur5++aPtD5l23fLrQxj7HxD4YZmi4ZYhOtGpnfAmYYfxHx5zHkkewKwjluE05YVQ7j3p7Ee5QpU61Py2Sy0w63cIkN1aTHce7WyjmwkA0LYvuDsW/ebNx8nbeZ/7xtTiJdTEYSxzWyBpUlWOc0HU1upVZqC0/5i+0fm3yZ5R23zrdzwG2vXMc2JjnGaMPD3ReK1zA0a2xvKNc4tRHgEilhXuzTcfyO6xI6iBEe+5iBBUhTzLyiohpQoStBIKQNSQKddWErXxjUFaRj/H8a6LtW6QbptFvdPwe8aXH+lzcieXU8KO7yidzryc4m8Yp2LXb/ZkqFjlytua3WQ88hietCW4Dr4dPwMpd1t8hBa212ug16+K3+RPleLyX9x7zb2hz7N9xK5iBGtY93iRg8+45Bxwr6+/ZDzG7zL5Dtr2V7TObeLURi55Y0xSlOH7jVXIigGwTn5rwMv8AyDxtmbLz0vN7f37Zme5avvJH2jzbELsttFz7hTi97a91FEjUEdc32i+29tq5zg5znKQE/WGo1p4opz5V0W7triW7Aa4BulpBIXDVi4f6kw9lYXwds2fck8hZzy/lnKV6g4S0zKjyId8uEuBb0x0OF5xmPFc7fdU0yqoUVAqURqeq/tbbi2vDGYv/AGxiBgXE4gcxxJ5UVuGxyxeLE5GseQSuKJxJyKEUVfLth8VLFHx+Be13bJk3Ke/PiBo3C6wJzstL8hLHeYRIIecU4lQC9EbdQB1N3iKaTb/p3hjI5ZgCOJLceahOBqNY+CLpsrHOe6FjnNQqBqwKjjQy+O/nbnv8f/Jtxh3XiV2bgma3p9+xZE6yiLITAhLQEtSm0htK3lRloAPpVNeqF5h8otvfDmD3x3AGAOIKYBCuBPvopb3UpcsWhzA5VHXMYYn8K6f5QPPqJ5iXvjSDgFsvdmk2xwS3TGP6yX5jSKx5AiKdVIe3ehSNqG9Sa6CF5f23ctnY5s72mSSTDSiBpHH+NF7t1g9glIQtary44E8A0dMjxNDXyZxVzlJvnj9yXf7fco+JoejtKuSYT0Vaw9EDCXluVUuRRRKVE0NDWmnVpPhtkdASPFjJUKpC8vw6UK1Auikaf2n8eB4U3/F7lCg4wLM/cWYUua1HEeO+G2XjWKlCW2SVblbqq3HQKOtadWGTANJ/pHwqFG5XuIQ944VHZ/F2TpzPHeQLPGgTEoTFS+6uiH0ltlbW94poiqxT5eun4dG9l3W3sHATkgtfqGCj+fSgG+bXdbkHC2aC1zNJxAOfXh8KhHkzx9nnJ99xi2Xq2lpDsCE1b5DBS9UFSR3QUgUS0ulCSTTq37pvO3b1Yshjf32yglAnBAi819VU2z2Tc9puw6eNHvicBioRVGXJFPuozuUPHaBxX4u4C3mHFlzTJZabt7eV22A1PtlrmSDuaj3ScihjTrms1YU7+m4uqQsrojoHFaxyF4YQ6BqqMyPx9aJRZ1yrIGyxaJ5PleQmsgYjMgqMWtzTLI0H/DXiryflF6dy6xx28XhWxbE+3/chpp0qC1oCHmtpStL7BqpJPuD69NRbNPOHAt/ZOBBXI8O1PZWXO6Wdm4RucGvzCYpp5Y86bpaeFs/5l4hjcZXvJEWjIofctq7+1CjwFphNkGIbawoqafjISohe7VXoekO2i0sr1rJWudavahDShJyJBKpwqXb7s6+sHC1kZ48bl1ORzW9owx6LhxpbXkd/6d6VmjUjLrd5NZjKvq2Vl2HJVb2bWXXaOKLMeK4lDDAIA2ncdNT0dG3eWr5wZML6F4CAseNOHHSlMncb6z/fkks3xDErGNXqdqJQ9Kobx14Qj+KXK+I8dcn3c5DBtMxKJkh/sPkNN747chxTaatx3iaiuu78Oo9zZwRSGO2PcTDUgx5nLh0opabg6e2EoxxGIHD+kDHKnn5v4Cfxy8n4XcM6zuzWLJ77ksBDaJM+4zrg62640FJbt1ngr+3YUFAJCg3X0qel291PBI2E21ubduBc5geXDmS5VXlQm/k2xHzz3cxnc/8A22SOY0O/4Wog540tjhrwOwfxe5YumbcT5BlmK4ohD1w/ZrUzd1wZLJdLjcOZbJshdtMftpKtpQohNR7DoszcdvhtjbW7PDa7AsAGgDmAq9gABFVma7bcXAnT/qG/r1ODyBwxPy9KZJwp56cP5HybG4xbsmNT7m867BlTFtNWaQl5na24DEc3xZQWCSdqkV101p1CuNqbNE+SCV5lYzUjVOAzTiUovab3dRljXQxutnu0qfjxHrKVmvKb+Mbwz8wb+9ccgxWzWTOZ8Mm13+0NiFMcLre2VGRDZLcSa843Qp3JKyoVSKg1bg3W4jtWxbhEy6ga/EuAMgacEEhBIHQrU36e0+tElnK+2nc0gBpIiJP6iwEAkZhD6s6QRhn8X/lX4Q82ycUt9xsnJnEFxvcyTiuRBqRa7w1Ye+6tdtvttWt5tNzt0Up3LZX23VoBoCdvUqz2mCRjrjbbgPtgTpZINMjGuxDXEEteWlQHBFHAFaZv988DTbbtAWXKNJkiOpj3DAvChrmh2BLTq0lUJCU43mDxcyrLvGx224xDhz8hvNrbU6yy3KiyXJTza0RHW30hDimw0rYpPoUkg16HTWn/AFEkQe3xGjDgAe386ks3Vstu18bX6JXaSc8DgSgx4YJSVfHODnfjpnua+Omecd5lFt8uPJkwZ8O13G6Q3WZ6V/dtRJjEdSElL61hSNyVgBP93LO2nhc2WaN7oTpIezvNGPtzz5Z0u9lsmSG0ZI0SfNpedJ+VFxq8OGPDHkWJyZKzvFMOvUjEGbiqXLcct86NaorEpRe3BMtll2Tc2/kVFCKitPp10D6bbrMeMHxQzSMPcDsDxVoXA8z6q59Pd3l7CYoGPnhjcSHBpLgMu85AEwwRedGplczDcLDOT8hXY4/LtExMS0xUVYjvOje9CLgqVhwEfpugfFzUkGo6555jLopmCFNBaVPLnR3y0GSMk8Y4h7S3qeX8PXTSPFmHiPKv7JyJEssi4z3rdBWlclpZnrYDCip2c8+AF7tFdwE1SuorXQPHdOgtzGHBkZGJyQ51bXQiS5E0YLnDEADPt6Cla/yf8fOWTyOxPkHC7K8X0Wly2ZDAbcebWk9/7yHdW322y43IhOs6VSU1PtQHp+4uBHawFR4quxXMAgg9v8Kgt793cNQ6XMy5E5joEqnrx5acv+R1utuMcoXbH02PCi1eXzjti/a7jk17jMG3x7rkbjkl5Ei4RYrqkhtlLLS3nVvKQVr0q3miYssWtYxjWyvV6D5nDEErkikoMCcelFdhluri+Y27mfKyBiRqGjSD3SpaBrJADdTsQ3BONXh4w8tXTDcpjybIt79hu0hyHPEnQx34jyEpSihUgJfZXqFGu8eutOh/lfRM10Lx3Hak6OH4Oo5vpdFA27hKI4BwPFpz9bc+ynVN3YzY7EqOqqJLDT6UH8yUuoS4UKA1BqqtD7dHNAAQ8qDv1MyOHuQ+mVf37mR9T/8ACDpp/c6H/wAR0nQ0Z5UnW7Ja4H1gncmoprT1BOnpr6nrSY4Glsc6upx71NABrT2p6D+w0r+NekaBTalV415nJASAaigpt0qR+IA/N8usDQq07qRqnOo/Oc3VJVUnbuNNK7SK7ifyn39ulrWxI01CboCdx09DooaAflACj7JH/wCbrVNEl2J50s3zsym2WPChFlOpbceqgBXxUor/AClIoK10/oPp14x/zGH1Hlm2tG4yOlYg5nUvuSu5/Z0eHcyvOQaT6gcf5UCvhffCvJJ7S5XeaU/RsdwLCO5VVW6pKgsDTTT+/XLf8V7g2Pm2ezerWyRNQcFRCQOBIGdWr7nw/UbOybNzHEL0OKdi073FJKVMx0dwJSUoVXVPxruTXdVSVnr6IsUgc680vGl2OAq8rU4TtAIV6q1P5gANCAampFDTpbs6SKmceQAmpoCQQqlSaU+Ka19f/b1rSa3Xsb2OE1VWtdK/lJoDQCgBPv1vFKyvUI409dfWhqSmmvp+UU6zUayvlbBH+dPTSpooA6gGtAQfT36xVwrKxl6t8e4W2Zb5av0ZTRQ6mtDs0Kae2hT69ba5CCOFJc0OYWHIhKXnEt8HG+Zk2K3OrcYLrjvxqE1fcO5TqVknu6ipGh06lOaXsMjkQlT20lrww+E3EDu0fVsCRHbBUVK2hKxU+wGh9hr/APcOobsDTi1kSgrUlLYLjrjiGmm0iu5xRCUISDQ1KiNesbmgrR91Uj/IDxCiL4j5rf5tyeiy2bSh/cp1Lcdx2QtCPsWGinuF5KVEpWCSFJqQB0Q20h94YgMA0lc+HKoG+MfDtrZzjqkaE5Kcx1CVre+DEVNo8keMI0a4/u0idOlQWVSnFOBHfaG55935bQEjRQFUmvt0X2YF24KW6VheOXD+FV3epUs2EY6biM48iU91Pw84MpuON4ZbseySdd5ltvq4zUdiNIdMOGgbWJDjMcf9WR2XCUrUSECu2h16xsf1NwxsA4OJ4ZUQ8TwLN4uMT4jeqA5Dp6Ghn43z3xj4pZEzL8JevPbt0dtV0NnauH2rUUF0TJglkKcS8ggFSCVH30FOi4imjja2ye2J2ngO8e13GmLOG3jke+8idMDkFGHYOzOuuZ5hWnH4d0f8d7NCg2e8rUXUORHoCYYludxK+38u66Fmo+O0+5oerJtttBuDf/ukPGdGnTFOI4UD3Iy2tw4WC20b1CZ4clyoVonkZyrjOSXa+OyYL10vEpbwlLa7KGp7qT3JMdpCHG0uN1ASCDUemvoSvbS3fGGaAG58cUyHqoVDA9sawzSawCDkuJXP302zEP5fLlhfjjaeNIPDD6uUomMuWOLmU3ILe5gSZKt4RkUmxIYOTSblsdLio3cQ2t8auhJPVOd5Nhut6G5XMy2IdqMQBDif6dS6Qzqip7QetvOm4Wmxf2S1gjF4mkXJIOC4u8NATInN2lcelJ3w3CsYmch8k8uZFkFyyblXkGQu7ZFebr+giRI7BbYaQwFrYixorCQ1GZBolIpXqT5mhaXMncTqTSEwaAMGtAGTQMvaca15VnfbGS3hwaVc4kq9xcVc4uwUk58a9vhvYU3XzGhOuBLzdotd0uRUQtKmSgKQkrG9YLZP1JqdeqJcd2N7jlp/Gugwk+JBGQhc8p6gSvqqXc8Z7x3kXP8AldslXa2PzTkMKw9kOrU5HcLrTKFLSKNgNuOVNNE/mPuerZYtt4driie8avDU8D3sf5VSdwurx1/PPCHeF4pA4qiAe3iKMfnDBrzh+KYxapN5Zktftu1jYtK0RVMoQHWi5sR3e8hQG5IA9tOucXWhziY1H7mfMcKv0Gtvhtl7yMBQeyg7ssfNxinIbWNYzFvDEZu4Snb85I+zkW2UmG2+qHEjkn93k29hhLgFUpaSr3NB0KD3skIaAmpVVM+HX0FFYi0xkO+XFUGQ4Y8FpLnlJxB5SYnlGBeUU+RdMhkxL5DkWm87XHoFoiMrZmpKxGG2M3EQmiFpAClfmBBPTEkkV4+Szc9rnhiPbhkcwnvCY0xBM2NrS8AguKKpHZ1B6p7avDgTnjnrO/M3h3kfP71JyXF89tsfGoynFm8Jx7tSo8xEiMtmkJMmWltYc+NUJ0rTq4+TvLDNhuoJY2u/t8sT3tfqVXZt1H2gNzSgfmHcYb2CVuVwXCNwAIwHLmhRTkatzzfwbjHi/wAqcj5fs1tvozHFLPIuza9jse1Tw80tlS1vKIjB6G2/uSANytR6jqT5h3q42DzRDubG63AOBYvzNcC1D0GonrTGxbdb7rt81qqStc3S48CBqy4qiE/pOVDLwjgF8585Et3JeXOXFvEclvDN8md+TMW1AlREmIw4+S87FiIcjJKzRNE/StOqw+4sb+9kuLwlgl7wCAYj5QvLiQKsc8c1pYRstmJhpUFUGbs8ych21sNYZb75m8CwQ5d5m3Dj21sR7ba2X7ktiCtqMBHC3XQtkyQ2hCQkqCqjqexjXgHWTHngc+A9VAoITK7U9oA5lMPXwTCrtv8AxLxZa4kFidYLc6LoVtQJBhPqZnSWEEutQpTjKWpklGpPbUqmv0NCUUMDsS0hvv7afcAoGB548vT1UOfFHj9xZkfPcpMyyxJVtx3/AO1YiFVdaakpV3FqUxI3fbn407e2tRUHqneYS1jXNaAhIGWY/BeNF7OKPW17QQ52JClAmRTI9KonyVyryc5V8ysIsXHWBXi38RcUBcpd2fZDUS5pjNq7jMXZVdC0CQADVQTXqu7Re/2298QPAYUJKLpAyAz+YnHJMqfvIPr4CrXFyo0cDzIPBPeVqhfLDy7zG545yPgPFVtyBN1vvbxW+PRocwCLdZCG4TjbshCEsxXFn/qBPuKnTq5bu2TcrNk8Y77kIaMSnbwBzKcKEbWIoXmOf/bGBKpqTkOQyU5k1aPj7hGN+BniTdOTM0LTeaXi1vXSW/IX/wBw5c5qFOJG5YLm8lY2gVrp9OhVjZGMeEwklxU8lP4Jzp7c7qEOkudTVQNb25NaBWttyvn2Y80cg3/kTJrxIU7eLk9NiQVSHVswrehwmHHolIAUWzVzbQFR6MOs43D9sgNA4hfRagW13cxRllwCZnYngh5DH9OQPHGo8iM7cp7PddbdnPuMsR2GW3nXHz8O22hKGvzLSn09/bpuG0ZGPDZgxTUe8uZ5CXuKyIBlmnHDDpWx/wDx++NDGL4tF5c5CitwltQhJtjMlICI0VJ7ocIdASVUGv4kVGnUKVg8VwIKsQY5cynaqVPtXa4myuJCtw5Z5uHPD1UF/wDIV5O3LmPMP9h4hNcaw/GpTjUpMd1Qany46zv2Fo0dYaH19VafXoHcTPle5ijQCAExCce0/DKi9pECBMmBCBcyVxd0XLmaFzgLinMOb8+suAYvCkqYkyWBfLi20tSYkFSwHKvbTseeANDpQA16dtoS9yLpaBj2dOvKnbmbwmaY08Zw7oPxPQU2zzN5nx/wv4Ltnj9xH9s3ml8tyYV3mxk951h91gCQ68tpSXG22U60UdVGnStxvRbwI1dZwA/P4mo9vaumuRDHg0kueTy4oOZww5VroQLddPu5kuRcZciVepL0q6S+0t+RLkSVFx5x5a3CSpavTcTtToOqhI90ji8qpq1NDIm91A0DDhhV+cG8R5PyVmtrx7D7ZIkTEPpMl96OENQ23SEd9fz3HTUE6HpW3Wks16xwB0NOJ/Cot9cxxwODSHSEYAH39lbFkAcc+DvCcm/XxcZOTO28rUVqSuZMnKZonYD+q4XXdEpFDX8B10ElkUekJqA7F5ns6c6p6CR5acXuOHHUiYDpz9hpFcnyT5Lnc+W7yBmvSZN2sl3fkWa1qcc7dusstqRAlxWjuI+8k2uY6FK/5lBPUAzvLw88B6Giwsg2IwjT4hGOaAqqdnuXpVTcs8p+YTtpfyLPZb+MW51JdEWfcnUPJaVuIK2GitKAB7qNaaV68t7D/i19u9laHT67h7fmcGtAJxQhzlJ44oPVVH277eeUbR4Y8+PK7ANBX8x2k0u/IvIPMjJDjuU3KY42sKMaKVNR3DurtcWFdxaCP7mvXobyf5W8t+XLIwbHb+FCcC9O+5OWQA6hFro1hs1ntcfhWkUUbTwABPZ0qYWjyxvKoLMa4XBdoSgFtDNngrXJCVVCnHp76HHEuLJrRNKV9evWv2v8y/aLy3Ysu/NBkl3kn/b8ORzYhxCtCO1ZkFfZhXOfOPlvzXutxJFtEcRsz+pzmq5MkBKhOGRFEPg3nniOH8c5Zx/Nx13JHMvVD7t8vT8qRItgjSkSzIixVNKTImvpb7I3qDSGlK+JVSnrHav8pPs1tNnbWVm18McGo6WQEB2ppbiNHXUeZAry/wCZ/wDGfz95j8zM8yzX08XhMcwQMkDYnlxYVf3/ANOnuoFU5gCh/neQ+H2xanMYxN119RWpsuspbbDizUrq7Q7ArWg6ru8f5d+R7Au/+M7Vc3Vwci8aG9oLkKerCr9ZfYjzZftDd/3COOHBUcXOQcEauJHWq+vPN/J2UlSTcP2OEmrYjxCStQI3bQqiR8kj6UHXDfNX+Un3T8w6otslh2qyKgNhaHyIeb3BFTiGmuk+Xvsf5E2Ya54HXdznqedIXsCn31HS/Onth+bcZsx5ZBWp+Qsp10KQioTT2+lOuFblv/mDepDLvF/e3L3Z+JM8jsQEBOiV0qz2baNtAZYWlvCW5aWNX2kE++vbGhpNKp0SPkakhIBJG2ugP9egLmBj9YAXhx9DU8lwUHFpr6TEZceAKUpoogfGiqgVUokgpoQaj/Tp8HiKxoQDiK886BGQobW2VJI0q2ilSfkBtCTQk1+uvWnMY75gD2ilh7woUjsqNSMlvOESGbtYJSo8lqh2pW4GlJGvybC6JSk/lNK+/Vs8o+e/MnkDcm7p5duHskAQxuc8xOHItDkCcCMutBd78s7L5otHWO7wsfG7HUGtDx/zIpXitEHgnmHdbcmFFy9hLrL5SlZdSZMZ1sHUrUmikAj13a069r/b3/Ma3nEdl58iMDydPiNxjxwDi8BW9jgnM15s84f4z2VwX3Plp6PQloB0yA9BkTy0mmDcA3DxL5Ov1+yXLblHwK6Jx2S/amrVO+yfyG8uBbMSLAmsxJDTzsN99Mlxl1LfdZbLaVVVUepNm3jynuEjd+8kw2Z3e8e1skzAxSzMueWuAeXfICp0kqcBXmjzftf3k8pWkW03Ifuuw2zzrimJaWMJAXvKWAYuVmolw+XFa67jarza0LSY7lwYoCiZFaUobaEpW602V9hakgVAJSPSp9euvOZIBkoThjVRtL7bL16teIpF+VxT1AlNQ5cegyoX8pmOSchb77UiOe4ko77Tje8BYH6W8J3pBFNKj2HXNt2f4m7o9QjgMfVXcditmwbOfCcx40ldJBTDimXrolcbc2W6ElLlDsSBqKV20os+yvYe1Oug2+EDR+kCuK70zVeSuI4n0FW1b+Uc6at1rsD2YZLMx2wGULDYLhkF1m2SxImOd2WixWeZLft1pRJe+TiY7TYcUflU9ZBZWNvdS3tvBAy+mTxZWxsEkmkI3xHhoc/SMBrJThVf3yyO92MNjuTnzWsAPhscSWsLvmLRk0uzJGJRStSFzNZ96XCmyXguXFAaLh0LiUGidwIqFCuv9Op6gtRAlUdnlm02xsltA1LeTFORNMr4Qi5Jyn4Oc8W7BCZHLfDuQJy3BraAhf7pb7jJtFzudvPfqhKHFfcOJVptofqevmn/AJu7P4PmO03BsasvLKPvDA+JBI6NF6scF7Byr31/ildiPy4+1JVltLKxDwbI1rgSAVIa4OKZKTzoPcd8bJXIUuTyB5EvsXi6QYzsiFAWtpxu2BtBaW1Mqd6C2oUShNNv1168NsZPZJpajFTSSpceZTlyr1gZo3SDvB8h5fK0DHsPPktVvyVzbhlwtdi8dcFtoxdq+5Gi2LvcRiRDMxLZajKgLfUUoeS42oqCq1WagdTPBuJ5BG06XOcG4KuJAOXADgMadmmhYwMAacS7Ed3DHszor+V/IXC/HbJOIOBcf4ujZ7dXrdGC7l9tEfdSiUzEbfukp10KU1NSKhKDUjWh635isAy8tmSSPGpxIAwAAOlT1JBQ8qa2y7AgcyNjXkZkYqSpz5cwtdnkpxnm/kTjTFtuWE2DGsfMCKuLP3BqYxCbcLqiGyyFNLKBV0tEqUUgVPUhzYWtcZHF0YaS7jlkKcY+YswjaDhpQBoXmvThQWeJXHXAvjn5a4/YOfMtsr9sgQRJBuUlJsk5yWlKoj8WSv8AUU6hCwO2ulFjXTTrnm+w7vPtZ+kjDnEqXMKkY4IDih4+yiklzFDdMcXFjWFUcAcSMRhy4YdtOU/ll8geCrV4s4zdOH7li12cduVpl2uFa3IRCoxKGqtlkqDMloo1boFqJPpQ9AvK1zrvpW3PigRxHVqJBXDu446ie2np4nSlktvpMbnE54LzTNEwwyrXs5d8g8izG3cMZXZIFws93/c7bBujkdp9uFJbU6A4iY9UokKOyiKAenqeukzXHjRo1QCg6oRl1PWoLIWRuBaDmewEZoeVON43vUiRi1pQm4S5/wB5GYfkI3OEsLdjIKHVtuhBaDSqpKQSCddemmanYNJ0gD3VJk0tBciFOA50a2MYvEyuXZLZd1t26MkthufKSgusK7bSH3o7iyhLTSmVqVtJpRJpr0ctSGvbqwBIXhx60PuG64HlFcGOI4nBpy7eVbJti4Ztdm4Wj4XeWI/K2GXPG/26a3fmINzRdbNOiNLMOc2Alq4wVpoWHU/qtFKFBQUlCw9Jf+LufiRf9NfRuRFIDk9yniMnULisRFtDYbkfWbTM3USg1RkoQGohAaflI7zCMDSTfI7i/kbxbtsnJrDCaufFr9x+0hRpjPYyLFoctVbeia/JSY17t0Un7cyElMhKShTiVVKx1XYrmy3Vhga4tuWjvf0k8dJ4DpXEt+2DcttnFw9zTaSv7hU6+geCinqM+KLQ78U893O+ZtBs8uI3BZnxX22iqRHbQZIG8dtDSw5vWDSmv4+3UfzPsfgbebuN6uY8KmadDUryyJTuYtZT+zK1zSACi544IVqCcp+QfImH5pd8db3sw4b/AOk5JmJaaLD5Kkjata0qqD8fZVP7dSNssLe42+O5kc4uc3HHjl6LQq/2uSHcZomPeCx5RqKgVQgHAil8X++XHKOYhdbsWVS31pWNAttad6VAJ2EJXuT/AJ6io9dOgN9EGXj42p4bcAOldb2RP7NE4KpCnhj8Vo4rlyJMxti0Whidb4QEVtRSJjLamTsRRsVSFLbUfU0Op+vRXbtttbiEySkhDkvvqn7/AOJ9WdIOIUYYmq7v3NFzExyKvK4IZkBba46LwpxJbWAlSFJVRPbTUhX9fw6IjZ9qDMS3V1OOHH0wqteBfGTAShuYCehShruXCvDtzyCLm1sy2RZs1MxEyOux3NTU9qWtzuuPNSGnNqhQUNUlJBoQa9SrW0tIZGm3eWvxRD7e1cVXCij7i7bbeDJCTEoJVRiOvD1JRsp5f5OZw9rH3sjl3QsMMpZukmKlqev7dCQwp1bCwA62ECq0bDr0SisYGTiVBr5pmvTKgr7+eSJ1u4/tnmpPTE4+vlX3xdzbzJkuVuWDJ8on3e3NVMU3Jbs2WkqRtV9vKlqdeaARoUhQJFCa+vTl7Z2kEWuGNrHHNAnuGFLtXyzv0vfI4AZEqOiLitGnB5IyzB4LV4n5C69YbcQ89Hmv91qOyhsuBkOJ0YUwBuACSN3rUHqm37GSscWNHiIcUxP86OWU00EzTqP07XKhJQfy6UvPln+WRGNciri2XhuyZgEIDRvRuC7UhmO2khtxtowpD9XVa1UQAa0FNOg8FtAYgybxwcFDXoMenMcavks95LG6RotyFzewkn/hK5dtZnjH+XvkfMr1IwSBw1Y7YZzQchSmbjcri4hWxSn1tsmNHS6plpO4pXpoPbpu5hsYkfGx5c0/qd7MUzrdm+/kb4RfG1jlA0swXjxKDrXs5XjN51x9cuQcgxqRerxjwuNxctSY4khwzWlKt7r7SRtYdDpV8RQ1KaajqZc2j9ygGJEmgphxPTp/Oq7atjsb1zntDo2yhxXpmeWPuyo7P4uecbgxOWvkmPDxjE3GG4SbKgOSV25mJDAFwcZiBb37Y1ONX1JQpTaFk6p0FPnhH0j7VveuGhFOQcOfw7Uq4QXDm3Ed29RbPJKDPQVUDmRgcMSKlfnqI3JOcX6+cEYjM5EstssMKJmd3scZwWBnIFiQtLWKyZ32rtydTbFtmSGUlH3NQmvp1Jt9uvLmG3ZcFouAqAkBzscAhOfL1UJurm3jvLq52xk0tp3dWlri1pQ63Ki6f1AcMUwpIeEWS02293F5ppx5U9D3eiOtuMqC+6pTkWQh1KFsutrBSUgApUKEinQjzZGTtiIWuY9CuY4HDmKf8pSCbcS1VaWEg8DxHq5VcNryGdYF2dVitCH02a8QMikWKEpI/cokO6MOXWJIcUlaiZMNtaUEapcIJ0B6A+W3GGdjQpYHgnriFJ6AVcN5Dn2b2hA5CAo4pgPWlbjUngvj7MeGrLe7N2rdeFYvAu9mvLSWxLjmRAZntRJqGldmREW0oIdTQj1UkinRI3c1tuj7NwLrYPIHtIDgeuaZJSJLC0vdpj3C3HhXZjDjyyUtc32hcwfZS9ZL32qy04tJ26DaEn5gkFQOhKaj4+5BHRQDUOq1X9PeQnCukTk1JCiAT+bQ10rWnoNOkOAHbS2lmRT0+FeZ2WkpABApomulQoaGldf6+3Saw6dWCHD31jXpG8aKUKihqQB8fWgBJr7dZWiCnT3egrBTZCE1JIUugJCidoSBtoQnQmp/t1lNEE5Z1EbjNSELTqqlQE7gTu2n4p9qiutdB1lOsYQ4LlQpcxcWYpywy3HydkONxVp+OyqiE+iBUiitP6HX69eDP87339n5Ett126R0b2ShUywcMScwld1+zE8ZvpoJGqrSmOXP20Ll34Ww3iK+2yfirS4yZCohdW22lpCAVbVk0I+YpX6enXkf/Dzzfuc/3Hk2/cJzIHMa5pcceeA5rxXEFENdL+41pFJ5eMkbEQ8+tGbhtxacZipDgAomv/MaUp6mqVH1rrr19nIzgEyryVctARvEVdgyy1WCIZtymMx4zCN7z617W0e5cWon1AFTTp/F2AGPp76Ya0uOloxrFwfIriiShXayFLykKKFqabLiQpJq5QpHySPb+vTghkX5cKU9vhECQoT21lP/AMofjKO2HBdlupK6NllsroqmgNN25S6a/TrYt5iUa0mmi5or5a8muOZEkQIk596UpI/S7ZSsKOqArcKhCz9aU62LV5KOGPKnACW+IMWc68M3yTxKI+wiYmVCRKc7ba5AQhKlJB/UQa0Uin01Pp0r6RwOknFKZc8jvAEx5E8vZwqaXzP7SjG13oSkqiLaQ426lVEK7qCtuqqhJSf6+mnTTGfuaDmqVp72lpxOjmPw7aA3Ecki5RzUu6MK7sZYPbcodoLR2uBCkkq9QRSvT0rzoRcdXurZiIcHkaVQ+730xeBcGxHbAGpSKgfIAUBJAqKin16YMZJwypzScuNZBm/GC+zNaQFrhOokpQ4NHA0d2w00qR+U/j1vw0OFY9WguHDGvF5z8i4tm3iTlcVgpfnP2ptlqK0UvTEPq2plJcapRpLQrVR9QBStepu32cltc+IR+2h9pFD97v4LzbNDf95pBI5AZn8krVd4MU5xnzZgt6tcOQt22T3X1pWCXSlR7bhordsBFQkEgE+lB6mNtc5l+0vxBa4H1iq1uRDrXFA0OYQvFCE/lTyuZXs28h8540w/FmoEyRPYDsz754KYs8aMy2qWqW1to2pLO4ilVFwUpQdTbG2tGzyySuIjjicQU4npxXJB7amOluZII2xtD7iSVNIOKAYDkOeNDR5tzY/BWEOcPXXHIL93yEMmJeo1tYkIbtRR23lSZzlHQpbiFp2a6p9hTpRmiDmXjC4xlQBwCYHD+dFbeCYsdYloZM1yuJI1Y5IRmvDJONCb4acG5xzllMfjzCMttlofl29+6S71eELlxrXaojgY2xLfFUhcp9G5KUNII9PkejO37jFaWkl7Pq0NYp04uIBQAcFPXAUH3exuLm/jsLRrHXEr0brOlgwUucc0HIYk4Cs3zlw3nXA/MknibPb5Av0iE1Cu8W+QGvskSoNxKvtlvw1LW5DddAJUgmoGo6mt3Rt9bx3cGr6d4Jbr+YIUKgdfVQS6s32E8lhc6frIiA4MJLcQuBOPtxqmLFylOvXKmUYI7bCqHjVqkTO42ApEgRkJJLQBKnAUCtfb016RHuSgtAOppTp0TrQ6Tb9JwIyBBBxxOKjIDlzq4eCeQ8B5SXlabVKaTfrIXYkuKHyA79uiocktghTbselArSuo0PQPebtk8bdJ7qr605/hR7Yrd0Vw8NCnAOPEBeXphV/eElrRB5T5yzZ4lTeNYZJaQ6uiVMrdS+/QEKJQkhBNTUBPpTql3YWPQPmc4BK6NauDLhrnjBkTn88FT21rnYZcszy7y3vOdPXO4P229cwXkoYfkumO7HXcVRY7Zb7gZCAoBOhoAddOhV3LcPv3lzneGCG54I0BuVLsbe2FnFLHGwPLi8niS8krywXOtl7yiz+38EcZWXK89vglxpNojtQmly35aG0xY7O9lhUpbzpjtrWEhSQElXpqAA0I3yq1oxacV/DnT05MUmp+TjwxOfGlDcwedua2fhm/DjJM+yxc4S9AccbZRtdZcb7Dzjc5yOVsJmRl9qQpkoU42KVBFeox2+5fKCHBrMdQRXdEPA0wdytWR+Gxri8lASUbgcdQGYGP8jUctH8o6rZ4ZM8LZriKsmyCTKas069ltCfs7e/KajPL27VvR40RpyqlIB0Gij7A7ry1IN2j3UvItWOYUHzEgj3cyeFb+odJaOhhLDKScCCAG8UPPi0CrtumMZRw3wRw9yrwDbcbmoxQt3eUnInHY7DpgXJa5ohuJqWz2ZYoVghQFCNeu+b67+0bFbucAsTSNKddf6ehwqg7e243LeZRG5S+RQXFBiExByVAtWZ5OeTOZ5Rh2O36RiGA39GXWx+FfUNyIUmTGkTbe0qOlO1Dq0urmuUJ3aaDrmf3D2ix3K8tL+CaQNDAe6QUOkORRmVUdoSr15SkurOGWF7WOJOIyIRxBzxAoa+J/GHk7FrHjd+smUXezN5NkFrkN4U+H22JEWW6HZcCMtKkp+0opSQFaGgroT1WH67SdrXwl0Qc0lcyVUj2YnlU2S5jmic1krmy95AArO1c88qe6/bmbTiOL25TdwtqYMa0CSwUpDrywpCXpLkWNVtSwAopZbBWulBUno4JhO9xaf21Jwy7PVUOFhijAdjgnrTHHitGd5G21EHiHhuyWq7OIuli/b1sQJcEviXao0edF33dxKFM2+CzCkpWhTJakuvqHdAUk9FoI9ZcW6SgRdWOagaeXNcRgmFZO8sEDNbu7qKeGA0Aj+r9Z4DgpK4gUkfyS52zDgC15pnuHFByWchq3xXo7lGEpoPtmWwlSy+2p5QSlNN6h66V6re+MZ4R1AFXhFxA6px6UQty7w9TSjm8eSnOjJ8XeQeS+PPFy6eSvk7kUN65TMclXG3WtNvjW9LEd+MXENrUlSlvFZUB6gj+/VEuCQ4ljWgqcEwOHEUVgMkayyF5hHdaDnzXsPLpQSeHXJmTc5TM9eh8a2hq35pmE7ILHf58RLiGYSJa2V9svhLRXIQAtv5VToa69X/ylduv7Mtc3SAe6V+ZMD2DkOFU7dbaSGcIAXSlThgDngfjVXfyqwfJCVj1lhM8c3S/cTW9Edm5TcdYkPyGVNKQ0lxUZkVEVPbo9sBUg+mleitxtt7FE82TSjirse8R+pOOfDllTGuEzRuv2/sNI0uTuh+Q1nh0dzPCtfWRMD17CISawS4hl1lbkptSD3KLjrS4sONKbB2lJANfUDoIyedgLHKq49vUfh7aucW2W8lv4jgNSKEQ4duZB5r2JTffCbxetXLWV2K8zMZjLsmPKhzJEtxctbLj7CgrYFF3XtgH3PTTLu6cpcVamBw9ETHtoRexMa3RCxiBzfUFy6uKYJ66N/z+8rbdxXisPhrj6Y3Hu10i/t8uRDSlsQISAltzaUUQQoEpG31Op6H3Uj3d1pKElepyz6VltH47i5i4nvHgGoun/iOWGQXGkq4xbl5DdoVmtjarpkl7mpjQ2QFLccffUKuuqO4BCCoqUo+vr69RreAlwjjHe/DiewcaKSSNhj1HCJv8gPbTu7dIwH+OHxnuWb3sxZPLGU2tbsVgpQq5Nyp7RDSm2ye4HFOLSEJ9kenUueaCyhc9xRoxx4n448BxyqFBruHDxTrneU7oQYKgU8BmSeHWtezkblbKeapN3y7MJpm5Pe7g9JZTJpIFqiOk7YjYWTVW7VSvY1HVFvb2S6HfwKlMsAcfWTVmtLRtqNLM0xPM/lyqxeCcYlXq6ptKIDFynSVsx4Mb7VtZLrqUn4hQUA2Fg7lEGg9Ontlf4z3s0q8ZL6YU1uEoiALVDtJwXE0/Xhrj7CvFDjGdyTmqLVAv0mCqQ+pLLMdagU7kt1KQ6I7QGlCCtQ+vV5YyKIqwEFrccBn0TP8AKqo6V8riZXd5U4/LwHUninwpOvkH5F3fyJzh+/XOTJRidtedRYra64pLbjKFKCZshpR2jT8nrQfjTqPNOZTge5hhRG1tHQgSvB8UhAOLQeGGCnj7KjVnwG8Xnj/LeThCdYwzD2LZukdkhM5663q22JLnp8o7AuW4H3CSv0TXrYg/aL3FCmA4nmU5ClGc/UCBgXFHE5ApgBzdz6YUoLm/yn5c54u8iZm2SyDDefU61YLYDAtMZJUohCWGdqnVpBpucrp7dR4tsjLg+8eZCERgVsYTLu8SOZOPKrBb21vYxFlhE2KM5n5nnqXHH2JQ8AylEmLQrBSFd2poTX5E6kk19dei5VMErEAwr1sqvClI3NtbSdSa+hOtPQEkD36210wOFYWxgY5Vm/tHHH20oSC6RQJUBtB9tyvUfI+3TveMg/qFMtaXRua3FSU9PTCszb7fIcdrJbKO2QAlQ0VWtUaVI/DqawyEq5FqO9rGgBuSY+2pe1C3FsqSUg0GmmooToBTcAP/AL/SnnnnTT3aAoGNZxplntAF5AIWSnVIIIp7E12+3poa9Y4q1Wnu0ySuRrjcdsFRF1bQkE1aK95NdakKIBAPofoKdIcAcQcadDdf6fjXYPt0Kqq4NPpHzCUkqVur6anaaj6UHWmuDShcCE9PQUkMeXaWgn1Gvp52O4jdUKCSoAnQ6eh96kK9el+Mw5FeytmN4OIONV3lTCXGHdgKfjUhIKwo/m3GpJFaaf06ZnkVqDDH105Fq1d7EIRVYtuvBnatrvtIJUolNaBft+AAHS4nOHdKEJ8ad0hxUZVKsQkzkXVlNkuL9uWVhSkMLUGfjp+ognakkn2p1Y9g8y795buBJ5fvbm0cHA6Y3nQe1h7vsAWhe8bTYbhCY9zt45maSO8MU6EY0eXDnmBmHDV6htZPFYzrG2Foalw3yj7z7YEIWiOuRuHdZTXbu+JIp6E9euft7/mD5o2Rg2zz5ANw2tA0TxDTPGOZaqP5HSVOaLXlL7o/4r+VPuDaufsc0u17k4qHMRFzJGQPUFFyVaZRavNnws5nze25DyFxxbbNaGmLPEk2WLEhvTlswmocW5qSiQ9FhIuV9ixlpdW322mXHitA0r16u8r/AHZ+3HmbZfC2XfbU7zL4hZ9WQxzXP1FrXYaw2MkZgkgITXkbf/sF/kB5Ikjh2O4fHtodGJTAHaXsjCOkY0ucA5xV+gu0uJ0EhuNSiUvxcytuIjj+8NY203MvDrMWTckSlMWybN7lmtK5Lqgu4P2SIQyZKglTwANPU9dv2WaK5t26rq2uT4TBqje0Bzw1HvDVKBzsQ3FMq5pus33d2reL653Db5pNslmWFharo2BfmcAMXhC4ZBwJwVKMbxd8BsN5xcz6/XjOWk4lh2LrmMm35BCtE+TkU1Dr1vSouNTXnIEO2Q5UkkNpaddYQytxO/qmfcjz1L5MjsLewt5ZL+9uNK+G6RrIWoHuUFrdRe5jAFJDXF4adNEvJvmHePNDbwXIstvuLRgRt08N8Z7lRjWoX4NbI57gMCGtBBeKiHEfgplPINymWt7LbdYozLr7kG7zaBLluSHXIslccLrImTY7YAZSqgcUE1Hr0b8xedNv8tWQupopppnJ3GBSHFAQpya0nFx4cDVM2n7hs85by6x8swxuhhaTO6V2gNRe6xoBe4lwIaGgni4gY0d/gljt38Xr5zfF5JVbVYt9vZ2H7hM3txbtb3l3OzS3YjDrYWVNrcYpWoSrQ6evjX/L11p5n8vbTuu2kuexkygfp/23gOIVCRqA6ole2/8AFjfJm3N9a3kD7eVtyxj43AkqWuBc04amqWkOHBVAQisl5leO2Vz2LBy1wXJfkYvMWJGSY8wyjtXK2Sdq5BDe0luZHaFQRQEaeh6+e8EstzG63eD9Vj0LgPg5cOte15bdttpntyBACpzOf4Z40r/yGxrhG78TviQzYrPlFukMT7K1CUG7s/f2HUrCJykf95HeZfRvRXbsX/bodZT3tpfB5UsxUkYerkeuYNFJYo7i2LZj+3pw7eAHOoz4+Yc3ar7B8guYLw/PuGP40lOP2y5IdlLkx7aoqY3IkAB26vdz4q/ySN1D0avLlm5SMfKj3NQBxzTh7PfTNnBLDI4hRqGLcABhn0PU9lX/AGvknF+YcGynkHlzkm58c4lIvE+Pj4t8sWsttNS0xm5aCshbLURJoB7r/EdavG3UVj49lEHNc0hznYBFRV/qJyHKtQmGWd0V1KFJBDQo6p2BMTx40M3PHA3jNmXF0mZi16uubZTcUofsuSL+4uV5WiI+p2J2ZgQplqY9IASvdSrft01b20s9oszEYgxbg4lcE/l21uW6htLoBjh82TsQAneJ5dMaA3BuB+Rcs5KwrhfNy/Atrl9gAJmpkxW433iUOsyXm1qC5Klx17e6gUBBBI6q+5i2sJJpboEujeA4huLjm1OeePDOi7J3ugbJAFDx3cQEUoSvAHqMq2FPKLxG8e/Gjw3jy7mu3Tr5ZW4k9qar9V96UpSV1baSpTqG0r/IE1Ka1PQTa90ut03cBg0gtT3cssBTJYY4QTijtSqVHBFVDQ8cJ8uYFnWBW+9WO6Q7a3DhiO8l19CqKbYQ2slwDcqMNpJCtRWterq1joHeFNmB7fy7KXJcMli1gtAJ4kLhx7KYFxrepWRz4Ccbl2/IQqI44S88lcVcZEdDb4UpKFFVSaN7RUJ/vWf4LbiIh2MaY+n4GmmTBrmmIguXBPz4US2FfyI8oeKkX/aOaSjJ45iXhMJq03KGzeV4qw5tdRFtNxUpFwRYn2nd4CVOBoq+ISBtCbuFzmDFplY0AF2acAXDHoCVI7KhOL7d75IC4GV6mMEadXEgEICUUogceCmm63LM+J/MPx7uthnQolws+a427HZQh7vMsrnxCqHOgTGiXULjrXvbKSFBQoaGvSdn3iXab9l3EUkYe9G7IjJw6gjI1G3Kztt/211rdNWOTFr25tcMQRyIIxHqrRM8qON/LzwG8jbM3kki/Xbie35hEk4PnSopehz7G7MSldnvcllWyHd4rJ2JWsBMhuiwd24dXa93S8upksZxNsU+GIHiR6hix4/0H5XojgnFarNvZWkVt4N1H4O9x4ghQyQtKh8ZTiPmYqtK5hKYp5q2S9Zxx3xdybgLjipV6h25m4Ot7SgsymWpEdTtAQ6ncojWtPb16O+WLuX6Sez1ASscCOOGTkHahob5ito33cdzCAkjQBimSEHqQFBoVMHZktZ5jzFxqZTUOGzIDoUQuSFAP9w70qaQf8ikgU0+vQ+7EjZHCX/eGa86slo9joG+F/tYZUO3nJf+RYnJcCDjVyuUKGzFdoxHdS0mMQ2kUgLQCqTFI9VL1Bpqa16rl1eXkaCB7msJPoKIfQ2k0pMjGueAAvHn3uXq91Kf5XuvkE0/GasV8yWTLcUggJfWSoqJoDtCArcTToJPuG6h6NlccUA/lU2La9qIPiwo3NW8BmVK0x7wQ4U5NjQDynzNlt7LUVIWIUuU8ELUkFxq3xkuUS464qnr6EV9uut+U9tuoLL6u+fqlcoP8OgyJ51zPzNe2c030u3N7gcgxXI5/n0wpkdo5Zj5VZ7pNjlyDaLbPTEkPBTiUttla2g0paQpSAVJBdWKqQip9x1Y7e7Er0hIcBhhz5D86qUlgIAsoOpOOfaatPEfvbqh93BprDl9mwG1NKjSFS4seQWXypmJIVRyQtSUJ3FIKA4aA06kXchdbgy4NHpjT+3xsjuCTjz/ADThWW8frf5AT7PybaOd4lbKiFOmWF1TT6G3Wk90RWpYcUrV0NA6aLBr+HVMlfc+DquC36gOd8v9PBevCrCwW0spjjDvA0tUu4u4oeIXLjQf2TiH94yHJ75PhJctzbj0m0F9xp6Rc2VL+2mQ0NoG2MiE5VaASdDpXqpXj5XK1hc0quBz41c7ARO0uuEMSIRwVcz+dUZhzWVce8+xrbJYjsNNXBCorinHCqfAlL+AWY4UpBSyS2VJAHx9KdO20r5Ua8AwnPt/h76nC1ELS4Ei4CnAgjp6cKdVdMihYFc8SsFuucS6t8nx4qH3Zq1uQGDKQ2kMi3NK3KdgLVVW/Z+T82tOrbtD2GR5fhJG8FmOLsOHLDlhVZ3G2EbYvC73jtcHKAjTmnu41S2ETRwBzrco2SXq5Xm5Xf72VbrWyhQgNCSW0ttIisqKIhXGUkbQraTU1p1X97sjBuJkiAFtL38OAJy7VVadspW/TuZMS64jQActPEdMacRhXmdxhw3xHfrXl1r7uUznpr9us7VvTLl3mbcUK/aRDcC+0w7HBAcLqtqEo7hOlOh52qbc7yF7HaY4wATwwKnHr7aPbd5httk2maF8bn3bnFzU4k4BTw08elJWvT7uX5XesutEBtuQ89IuU6I29HUX5ElxyRKWpLYShK1LUtQQBt9+pnmPaW38P05crSAC4ZkcCF4j2kVW9ivH2t6+7bGBIq6UwBOYw4EqelZBq5PRf9o5zbkqVBtl2iNXiOsNVkwVymW5EN1AAWQ6tYSU0+dSDp8ug2z+TZ4HuVwc35VGSnAFOR451Ytz8zNe1j2NIcHByEZBuPYo4EJTy8c5aznDGcVt8DMMqn8bX22RG3cPiXdhcaxPPtJejx46pSFvmI426GVs95Aa7aaJIqCx9Mx8TmSACdjkDkxQE4A5oKR9Q9l3FcxBbaVquYCQ3U7EOLclxxROaGo1yXnxtMdV2YgyO7PnrX9rHb3ojFZKtm4qAHxqNxp8gdOktILgDklLlglYDI5ELshWSsV7bm2qDPcElsymUOltxKEqQpQ1TXdpQ/606YeRqNYLWRvEEHH217JF7jNggpfVQVPoDsqPiQPSpHoCdOkLSxaSEKCMKwkjIoyUkbHvYE7h+UnSoA3V/wBKjrReBwrf0sjs3BajF0yRpEaUplqQtxtpxaBWm5aUqISDT8yvYdaD14YU42xkDlcQlUhiWcXa9vXhFyt8qO1FNI7zqiFUC1EsqBTtCkn1NfXrbnaCMiDTotSV72IKZV2y7yw5IU0ll1BI+KlKJIKlEk7Ake4qB6deSP8AMrYzvP2du3N0iSIk+pFKH1V077VvNn5hax2Iew5VQvOrwbssWaApRjt0Xt+IJQ7uG6gBJVurUfQ9fLH/ABa3P+3fdu1c/HxYkTJU/JcePKvQHm+2+o8uzsyIrv43zVqbGiLEVX5WgFF2qStYFaEkBSFn0B9Br198LObxrWOcDB7AfaMa8fXVkInuY52oajwr184ws/zCzosGJQEduc1HSXEuOj5NvpMlpwoUNu9g1FDVR09upWoFh4OwSssreCKUSykoFzy6VOeK+LbPjGDKx+44M49dZJfddlvNLeejuSE6pVIcSoK+fuDQJ06dJJxY4hoTCiNx9BKW4MKNQkhSeq/DpVgYng8W0syWpOAxng7IbcYQY6VFntpNFJWVH5uJOvuaDQDrUri4rqKJzqMlo3BrWZ8vzr0HjkoykZLAw2G0HFBzauGl1RSEkJYUhLiFhFR71rX69aDwG6dRWsMlqWIQ0ORMsv4mq85n4bzPk20CHbbNbbRIjd5bEhMdxtReUpKmEJ2OlIFUkEn69KDgAmo5JjTZNqQQ9zWjh/HpUqwvE8xs3HruKZohD7sSMy2y99oXQhxhjtqKNoIcb9h709ulFykOauoIv51AuIrV4KFvewUH8OdDPxNHvkPlq7wo8NwRoSn221mIA2U7iodoEKVtPuTrU06yQPIUA6VCU7IyzMYdqHigIcenKmJ2yRf+y2pUVwkIGpZ21poNoUkBP/s60S4HBaiOFuMne+pZYUPyb5a2b+2+1YXZbaLqtpCkExO25otaR3WmFvBCXVJ+QbrTrQc/UCSaSRaHBzu7xx4VSXkRHsOR3eTx1x5JjFh2wIkXp6I4tdltNwemL7KY6SO5NUuIKuJbqhC6amhPVx2mznvLXxpiA5SB1HPoeS4mqvevgjvXW9opiRpxyB4hp5fDnS/8I8dMZsUDKc4v1ygzbzaZ053tNLWFhqOtRSgtqJ7PaWCSkfE/XXqcy0hgka1oJfID3j04DkvMcKh3bC+2e5xCxnAJn7cx151NOPcquKM6f5CsE25Wm62ZMBUVTyHGoKJEaOWpKm267XUvRFgAE0KPXTo5tu2M8KZ8w1wSANQ5d1Sewn8qCN3I6o/AVsjCSDiCriMfVw6Ghe8+LzlObwrflWUz/wB3vU1gPIllpxpCIKlr+0bZDJDDKEhVEig/0HVVuTG5hbCAI2yEADIdPz51f7TU12qQkvLWlxOJJ51UvAOY5lxxi9syy1fumKy7U1uh5JZ5bUV6OEhQV9u4yEvOImV+aXQpC9d1aDohtM0TWFkuk593pxKcu2q35kt5J52aCQ8uUFSEJwGIOHqrCT+XVcz5ZcL3Ovc28X83MG7ZBc5S593nPpojuSpTiyp5lKBtQlNEIGiQB0Qk3CC4YBAAGMIATBByFAJNpudrJkuCusE5lxK/qJOJJ61FeNccH/5SeVJ7qQJeOPoKQrXYuHook1Ss1FSPb316FQTLdStIwGPr5VKAHhsnKo5gw7P5VR/i9hd8xLzBy+FBmSImOZJdYjFwW1X7ZK5EgNOy5LalEMxUNqJ3D/M1PQq+aVLQcNbT2Y/lR/ZyI3GVyanxuKcyAqe3FMuFbhUThXx54m40j2exxYMdzkK3i33y8tUedkyZsRfemXSQhbq1sqUspQakJqPbqC5s97d+BoaLeLIAYkZquZJzJ5ZVYo221tbCQve6eZqOeTkoywwaBwAHbWr7zV4vYVwl5Aix4dcUrxQZFFyGK+tSXkRZN3kOqk21t3VexSypwBR+KfqKdC97t2RSm4jbo8QatPAOUqMccUVOHZWbfO+SM2jnl3gODAebAhBw5Ki9KrT+RTkWTlKsQwi3vyLzaosCG2JUh5T5SyyUIaZSVFSe13wTQf1/HqsCV/jBwdwo64sLyzDSMSev4jrQ+57hF8yTx6x202uG2tyzhUtSGWwooDICg2ogBROwEq9Bpp1Zy50NmJgCQiYZ41SoNMu5oXae+Tj8Oyqc8X+J/wDzatfK7k+2tv2Ow2nc+hTLZkodhvPxprLbm0LSpRAVsBAOn16uPk7bot0228u7mIPtwEYuatJ1jmFULSfMN8+wuIre3eA8g6imGKFv4400q0Z54q8geJsSwZBlt7tMDj4z2sg/bpkmAtqQ0yw5KadSvX4BiikLFFK9dOnvMc1/uvla5m2cCV0Li0IBgjQNJByLUQ8T1oftP0NtvMAvRJGoa44FCTxXkeHDhSqONM64Te56yZrG7tnGXcVwUNO21bEyTMjQH0r7vbQiioiXkrQnalVKg/h1xKyl3c2Ub78tZfqqD5RyQHAKErp11/b3eKLcE2vhIqEOOrh2LyrZd8LMZuPkW3inJLEiPA45xWSxbrTEmQSmUt3uhlUuSf8Aol9pCaKSk/E/TozLHePgZczOYBKoaBic0c4/Cq7A6F0/hxAmOJyOJywCIBxAOZ6UVflFa1Y1kK4EaU3PbVDTIZLXbSuFI7imW0K+zT8XmwErSpOoH49PWdqLaDSOJNSJXh05gUAAjEdRl21Y+SZ7/vzhyxZZb3rjPk40lqLMVkKm7eppUV9Maa2XIq+zcLk7JJUUKoZLatwoFV6OwHX8vykHBMVAHzOzRMvZSbo+NEJHA6x3SXPGP/C3gvE8c+C0umDxxhfMnLFjtmcRUvY+/cUXmTGeSlht2Rbkh0GSxTsoYKVEpTpRAGtegO8tIic5rdTwidvOp1qh0wldBIUZ5Y1Q/m9zP/8AlMc0WHwi4fcLOEYulhnMXrYqkVuLFU00mA4po9sFbY2a+tT1RorI3TXa3Eaz7siSeXAe6pF1fsbKEHcYpBPF2QQLw4e+jlwfErJwjZMF44wYRGJmOMw13LsttqCdqEh5i4NtpWpMN5P6agPmk0IpTq77JGyxiLo0AHqX0GA/Og90ZJXtZqLsV9ZzOGAJozeQOUMVa4x7Vsww5Xf57Sot2sVwZLsWR9yHIr1JLwVHS+6xRUbYUukgldNa2y3mNwpB0tAy/jTE3h20StYTKTjj3SOzjwrWC8mfEQ5jzTZGsCw4YxEy27uTbzCFtTDcgOF1ve482oobjgqVqUdwKA3V6FbgGRzO+oaSUOXFqYL288Vonabi5lsGxEO0tTPHWTknH8ONMxyK+4H4N+P7dtjKjIv8i1pZishQ78uW5HDf6Yr3Frcd1B9TWvp1U5XhnfTHgOfEdiCsA8aQhSQcAgzeePIAVr7Zndr3ybkF1zPJnnJU+5ynHWypXcWEKcJYiMNknapncEooBU9D2RkhSScfj6ZUWja2BgYDimPXn6kppHhj4+Yjwbh1z8mubmkRmYsUybBDnloBLSBvZQUrV8F/He6oA0Ap9OprWNt4vEdif1cx/pHohqGZnXZ0gDQMWg5oP1HkT+kcutLc8w/IdXkZyWcrmTnpWJR33WcXg/cNJjqS27sEhppTaiQlJogkAAeh6p273Uly8MVYwScMBhgPZ8aL7baGCMyyNSV2S5hvXq7M1S+KYInIEqet7yGQtYjNoKmu4464ujSGwI5X3Fg0oNeolvYC4YJFKHDhUu4vfpwhAwHI09Dwx8W8a4cwtzmLlEsN3MRg/HD5CkR2gkqaZStYQEurGh2iv1PVtsNtZYR91dR+bqmXDBFxHGq7NdSXkgMjWqCUTlmVXh0w60Evl35H3XyAy1/HLJIMfA7LIXGUhlfbaubrDpCWkpJFYrRHr6KPUl5LnEasExA4dO3mnZTlmAXeK4Yfp6nHvpy4N5gLVXcBeOF75zzGHj1jt70iyw323LtLZTSOpsOJC0vyaBmLBaUP1FqISabQSdOmZ5rCwgN9uLxHZMBJJXFB8rRmT0FSQLm4mFpaBbkopyDQShLnHAFPWlbNVv8A48sbjeNd+xaS9bGV3CwRBbrT+kfvGmJcGRJuX2+i0oZjMKUFbVL7YVoAadeYLn7s/d/dPPdv5osdju7T7H7bM6O5Hgl15fCWN9tHKhH7cEE0sc4YB3mRuJ4VfmeW/LUGzv2szRv3qdocHr3WOa4PQcVOnSXFTiCMq/NIYQfuGgpJJBruKlH8xAFTX1I+v9OvVLCSUKqtB3klhTNKl7UVCFqOw+1QQd1TpWh/xI6lkJUJsjXD/VXqDatKVKfRWpporSg9Kdb0u4Z+mdLHfGGVZm2x+3IS+TqgEjdU1A0O4GmtfQHqTE3SdR48+FR3yOPcGXx/Ks7MvkaI2tLgSVuL3BKE/IqFKj6gj39ulyXMbAhxdypEdu+YgtwaONYRd0vdyQtMFotJUFAq1NfcOUBFFgeh96dDpr1CQ46egxNEI7KIDEaiPZ7K81ttN9kSC1KekFSiSakooaVAVUaV+vv1CkvmY4uqXHagHuNa3qlZiXhF1acQW1Pn7hIIV3Ffmp9KgN19/anTIv2tCFrk7ae+mkGSV77Rhl4W+hpbb7igvX5rAIJ099x/oOnDeMTBpNYLd/EgVelg40ddLYeQsx3khTqlBZ2EkJqpJFUhB9emBuOl+lxTsHupb9vYfmxd1y91dGZcLTIrTkyIS5DUFKoAVbFgGtQk7whZT+IHT7tya0YkEc+K9Rx7RTf9ri+Yghw4Zj06UM8/HJePyni60pUd5zY4Vp+ICia1WRSo/wBB0RtLsOP+vIj8R0obcW3gtQfKSoIxx5Gv7aMeek3FMuCHGA2VHejftAp8igJFF1Bqei0YZ4mpcqgyPe6IFwLiqZZ+upzKxCZKQlTri11T/wBQpUFJJAB36fU6kdTQRmCDUFJFRrXBOmB/L86i8nCZaRvCQugOzaQFAUNakaoUoj19COkGOMnU9rdWS8fbnUjxbkBAmk54p7jnWLTDy20kLg3G7wSggN/bSnwhBSNCBuUkpT/bo7tPmDfdoeDtW4XlsR/9OZ4y6KR7qGXtjtd8wsvrW3kaf6o2n3gA49tWTiPkF5AccOPnF+TMutH3TH2k9iJdJ0ZidDStDn2k5mO803MiFaQrtOJWiorTrruxfff7s7UYwzdDdxRuDmtuY2yhrhk4EgFpTBRjVB3z7UfbffoJIL/a7fRK0tfoboVpzBUFV4hR8KMzhP8AlY8i+JMyxTKb/b7XyJb8bv1rvL+P3p11qHfGbZKakqtsx9gIkxGZiEUUtsFSSQoJNKddotP8p/NG6bZPs/mva4Jba5hfH49qdE0Yc3TraHYEhVAJxyrgt5/hf9ohu8G97Cx9luNtOyVifKrXBwVF1YgYEIRgcKbvjP8AONY/JXNpi+UeD4cE3249xnHbD93KtrER1tEX9skSpSUTp57LaSZCvmtxAVtFadXryh/+i3zh5VHlmObcYHGHQ51xEHB7lUOAbgzvfoBQNyOFUTzv5D+7X2883u88bHe2M+1626oD+3M+MN0ljpWhweXFHBWBwdkUwpn/ABx/JTjmNXq0YxlHHihw9dmBbZd4tDsufdMODhQy2/ecbkJVcDbI7fxcVHL5ZpUbhVI5F54/xK3i1s3bt5Dv47+RoLvp5AI3uTFIpPlcf6dQavykg41bvIv+Vmy396Np847dNtjg/SJS/XGQTpLtSAYOzYpcvyqqVB/I/wAI+F0xLl5S8bOHk7EL4lOQfZ2K4NXOyykJq4pMdMda9sxk17rZ2qqACK+nk+eyurPcJds363ntt1hcQ+GVpjeHcAWkDA4ocjwJr1HFdWdxasvtoliuNtcNTZGO1BDioKn1j9NLRyjiLkfyQx65T7JlMfHbCmG+iy2eM8q3SkGKtRaQ3CUUtsBoI7ais0qDXoJNO21lIc3PiMMOPrFFoHuuIF1EKVIAVeSn8+2hQxy1ZZyzZsR8ZLtaWJEXEcmaYvl0bbcbbnRWZxcefXX9JcmQ+gApB2LOo0NOrNdXcNzszduaEarDqGJcikAjgcTqOK1ChtHx3YnlBcQ7vLkAcP4Dr0pwNlvFhwq6WTgninFcYlXGy2eJNn3C5twxDiy2lJakpfWAT229pLmldxrqeh9hBHBah88j9LXIgxJHPtJwAHCpFw577zw4WM1EE97gOHqHHrlS6/ITgDnzK/8AdvMUvkez2C/8fzJ68UYxGc5OeS6VqfjtKmBaVrgjaAU/IMp0qAOpFptlpujJTE06j4hIcF1aRxXJByx7Kh3s09mGC6LT3W/IdKKcepJ55Usjmbye8geQbPZsE5LzO8zW4LQSpmTIcLUgU2OOtpKtpcVtKQpXt6AdJs9vsrF4dFC2OQtGOa/w9DWXhdMzVG97mNKpl6j2cavrwpsVwynF80iQpFybjfbSG2ft3lsxytNaOBABbV8tCE0Bpr0dZoLA8AHUFyHYpquXjzE/Q7BCiKg+OKcqKrx48pM38eOVYWLXy9yWreZchuDcnpAc7feIYVb3+8DH+2ebJokpofSooOmtwtGRReJGgkOYA+Ycx1FE9pvO8IHn9hUDlTS4hATxI4JTYcgcY5rx67LuUwXJ+6wVy4dyYS0KPlG6OypC1dtBSFbfzVI9Ceq1uRkij0sPfP4cPX7qs6M1ASqQDnxHUVAP44/5CLv4v8u3Lxw5skuQsLuV7lt4ddZzqhBt63H1KVFjzHiGkR3HQSlutN1Qn36CaBeRiSEnxDwOZIHy9oyTI9tJbHLalz3HuEqeWOTk65E+s1snZ6zwH5bcf3PEclYx/L7Pd7cpre4mJIcbL7R7CyFJUpDgXQpWNdPXpFpd3FjP40BR4RRkOwj4g05O2C+h8GdHK1Qehy0nh2jjQy8YeF/GbFuj8G5XNl3nFrQw9IsP3sxQU1BbKi00qQnaQ5BCtrNTUJGlQOugbZvktuTudoxuoj5SFHX1dKq8uyQ3YZt11I9GEkPbgQeBw4hfXxFJS5z4rtHC3mDk/H9gvj97sdvNtlQZMh0PyI7csq2wpi0OglLShRC/Up1PpXqwbhN9Q76rToM0Ifp/pJGIHFMFAOQwrW3R+Ax1tq1eDK5mtANWlCuGC4oUwWhn8kbIxO5CjvuRtWYygC5ucUkbvn9qpJPdiKpU6aEJ1PVWnaX6TwAos0pI/Uc0qs8R4GuOR5var/JYiN2eC2h5wS26Mx2kLQ48+dTX9PUClT6a16sPl7y6by6ZPctP07QqlUJOXrqub9v30du63tnpdEInEhazvPvLDFimsYfjDzbEKI06irHb7aKIKFTnW2xRLzh+KQQSDoDSvRvzP5g+k/8AuZY91oahI4D+NBPLmzPuCb69Ic0ntUnFOiYV4cFlSW+Asnkp3RQ9JaMRQUFPFS3+49Jkr03recqVJHoDQdOeX59e3NfkQSnPtJ5k0xvTQzc3NCakP8h0H8aJngW+y8VwtGXMKVIu9viL7QT3FKr2lracb2j5K1ABH5Oj89wTZKcWgF3UoMqEQxa9wQFHORqrkqY0TXF3OvJHOfFuYwpdlVBvEaLMfhKUkpclCKHAP1AApTjqUfFNTQ/h1Tm37buPxDG6MYgjP2dedWK4sJLaQW7T4jihaeP5UCts5AvmMG+43ebPcYd7t9zVdrexLZmwVSoTwImsrjPtokuw3QFbdoKVEaHToBcNcx7g5RxH+pvMVZ7SSGUM8PEFQ7HJ3UcMeHrFV/bWJN45Xx26zw7HciFJtXdWsMvWye4HWHUKSjuVa27QVAE+np0uxbpGkZA0WldpjAClxwxz9DRp+UWG5NFwrB+SMdclW97HLhapMi6RlOpEVhtxDry+yyrvL7zKCCU0ABJSR0Rhe5kw0rqBDiRwQj3dlB5nOA0d3wnK3FCSU93HHsqwmuSeO8rw7E+WbDDbv98tsaCzeHnGlIYeuRkNJUmS8e4+tRSnfXUJANFa06ue57dNu20MuYwNbgHMJCHST3gRngVSqxaXVvY7kY5HEMarXHMqndOaFRxquecMttOTX/Eb5FvH2rcotz4sIp3IcdhKCp0RqqkKAagqKwNdu30Pp1SGeLbs8Jx0vZJimKpgVo7F4czxkWFhRcM8QlUVcuRl8Y5rMudhVFu+PXJtlphpTXbDrUtapKXmGUgirT6lNqXokn29upYnknh0OLdAeuIx9P41KjgayXWj9elM1GH41fuJZLHu0sWZiM4x+9LF1gF1lLDEXvtOLcjrBqh5aVKISQrbp7e1q8tvbNLLbEd4d4H1IR28RVf32MxRRTKExaeOOa9ORFNO4ahX63Wax2fKXaN2wwxBjql9+UpDySEvyFkKWhIQjYjVRQmiKmgPVC3WKJl/ceAEiLyQmA6kDkT7TwolZTSusoHTE+M0cUwH6fWnuSivkWq2yW9j9valNHUB1RW2r33GpKaV9PxHQEgHA5UZNxOMz7hXx9lEbRsRCZS2gUSkKcKUDQ0oFU/of9OmtLdSVo3ExGeNeR2DHJqYjOgBCaKFDT2O4CiU1prr1sRgjrWjcS/1GvA9AhUJ+zYKakiqNa0CqGigAB66+nS3QscPlGumDdzagj3aF9tYyTb4gST9nGIIUoDtbiogUp66EVJ9R1FMYXJDUgXEqfO41g3LbA7K+zAhBSiSoJYCQSRuWV0pXQ/jU9b8MKFxFYZ5j8z3e2q0vcGI2VFEaOggq2uIZSkoqCEjd6JIp/frkf3t2ePeftvudk9gefAc4KFQhpxq5eR7uW28xwSh7gC5CFOS0N/KMdEnHyHEhQQ8pG1QKlDdWgVvqCNPevr9OvhV9qnnZ/urt4cdLo7p0ef+rL3c+Feut4SbZZiOMa+6srxU3bhbLcWo8ZDobbS4eywSkgFsgAJKVD469foH8tytm2i1lBUGFvHiiV4t3YStvJmqfnOR+FFBJkPW7GLpKtrba5US3PPxkhhvcqQlNW6AJOhV/bTqwOITpQqManhriQCaHHjW78s5em9S75fZllai3IJjtJkMMtrYWK1aCiFKUn30/t0+98TSA1gLUz/OiM0DWRgxSlSUPH8MKk8QcgSsldtT2TS24QceBcRdGkuhpIUUSirf+RSRX6ndQDTrReANWgJ+FKdGzwQdZDkAUDFeOH4VkMit+bwBbzbssmPpWFrkPG7KqpaHQhLKykqH5dQRqT0tsy4NjYKYigiaplke48F/hVe8iX3k/Fr3jAx26vzIzz6Rcm/3B9yilbP0tqt9V6nTUf0r0hj3lxGlpCeytuit3tOqR4ehRMF7R6LVg8wc3vYhY7UZC1qnTIDYU3qD33GEhZUnUqBKiNNSf9enWhjcTgPeezsoVIrPka0uXDs5np+OFUz44zJ17y+9X6WlSTJUHUfPuaOmqd25VEKFfT3r0pr9bEGVbmOkq4ISfjTE4khDTQC1q0SU1qKJ096n8m7rDiEpHGu03OOTSu8lJSE76qIKPQEa/wCvr0gMIK8qSHsJ0qFJoEr9Oulv5Rya5lC2oKEOsRbgh0hcZEWGpxbTlDtdStblEkAlCTTrrflSzjk2VshGLj7UPH1VQtwupI97ka35UAXIjDD2+6gywvNpzDWW29yRKlO3a5XCfIjzJL7qnjPkq7Zk9xSSUUAKU0/sBToM2Rk06PcVYXJ7eFWW9aY7dAMHID8SDRDZVlMfHeMYS2okVqXe57SgUL7dZDaSwDHAAeLIYIBTRRp7+nVuggbDtyrhoJ7Tz7ao7rl7rkhwUOkCdEIqgvLXHmpuJY6w22oBFniJUFpk91Ik/Iq3JUpLda6lQOz+leubwCSdrk/+qT+VdTeBC4O4aWj2fzqubdEsFx4pt+KLuCHIhYSJ0hkMoW2lodpKu+kJW4G9wAJ+VPanTm0wvfuDhICIsWjr+VV7e3uBaYf9wEE8Uwqlsc4IxvjpUi92G6PSosuY46QpSFIjqdO5baiF7nA8fw+PpTo3LY2ts3RECHErn7aBz3l5eI24I8NvDShwyX8xWJw5xyB5SJC1L7MqxqbCNxKVFcY0NTt3pB9z9fr0HajLmXkv5UsuS2jaPmLF9WNSfhm3Q3Of8iiSVMRETHFbHVBKnwpT5QG6qWEuM7tdTof9ehV64o5MUJo1twbqjc5AEIX1YU2fPL7fsH8ebk9fsklyLZai49DnyltIfhsIIMYNy3F911CP8AqtBodNessJ3OnAcT4bGknoAOfKiN21bZ0EZahdkRx9OFK5z/IrbypjtoaxK4JueU5Jc7dFbnSHWt7b8x1ERuZKkLUEtxYzBK3CNW0IOn1GeYZ4ZoWwwlZ9QXouS/nS9it7i3mfPL3rct7pH6kz9Zq8fOPwx4b4h4awu9Q5z9zzlVpQuVP7L6C63EtyV91Elct9E+K5NKih0BJIBpUKCRXLuGG3kYWoVeG4jEhMSo4dtEpzO4teCS8sLiAe61UwTHFPdQX8EMwsl4uC7ktLMOUDbZ0l9Zolt7fGUoK0ShwpOik+x6vezthfYBs6EHNckB9BVE3mWWC+a6HBwVE7MqlXiVgWMYHmPOHG9nlxpDN9s1zurCl7AhxT7aXEtt9xZqULSToSSderz5WZHbuuLWMARudqAGCBwR3aevShm83ElyI5pSXPa3TicUAw7Rn2UnTMORJvD1w5jwJNmbulqzO/XOO+hxpLi2HVqkQ1pWHKAJWh4fIevXOWb9JsVxuW0tYX201ySMsCiYrzCZVfrWxduNnaXBeFjha0quIBVQOfQ0ybwA4HwHjfhl2c7YGZubZ/IAtscxkS1pVNo2qQ20FLSGIjCqAkVJH16pl3PZStZbIs/HDMrnhgAB7+tGpnXUMzphqET2tLcSVbwC8SvAcK2yfBDx4tliwu1QIwt9rseOPsXG/2Ud9lcuTNjGahRjNLDUKGSFbnlCjjlUjUHqFbN/dc5hIijcgaMSSePZ6CpkMEkwVwGo955VFPIJxrw+clh46evlmm4kkRLhNUi2XV9tTiorMZJBQ+818G0LZVVPxqVJ1PpXqxW73OiDJS0uacx1OIPotQ7zwY7lz4Gu0ub3lP6hhhyqjLkm14XwvMxC1XHH8iXNnqui5klTEmYh6S4xICk26C87DkTO2gtsSlK7rDQoRVA6KxNEbsAUC4qEx7M6gSSuDEWPFwORLuxTl6ssRS5+W1Xqw45ntzxd2VBvf7BJbsrkV1UhxTzyCCht5HyWt8KSEkUFdD0O3BrDBI52en09dELQo9rlxBUcMeGHJeFUN4F8KzPFziHkjyj50fE/kLJXbtfFyrgouOIfc7qmGkFQLgbixwBQVBXr1Wra3eGeEwfvPKkdqBoPQfjUq9uIyqkBrWquYXHMcCSSUFBZ4w+ZfK+b+ad5nS5j8zE+VJ0u3We0upefXAaS5T72I24O2Pumk9xwfmSBX0J6Nw24b+2pIAx5Lz7OCUIhknjOtwDRImoH9K5J15+ytrDjHkKx4Ph07Hb/jicwzCZC+xsVtt6Q+665KbdXEi3FtRDIirSra86CkhkaHcaF+C9jc9kcLiwLnyC5p8KnmPwoXGdglehAHU5fxyqj+asBwHDuOoHOWU8s2U8p251k27iWxtWeRAjQ3XwhizM2yJ3sijPxrchUh5+WptiOlBSnfXWXff9W6UQseYGtQSKgw5tI/UVRDhnlUJsAgbC6a4Z9a52l0OnvhpHzah/SEVQhVAVrV78webMs545VmSHlSItkx54R7dbHQttCgr5mSWlbQS5/j6USfXqh3PiOm08Bn7asNpAyNZCcSSGhcgPxPuFXN4I+M165gy1GcZkVQuNsQWuep2QntQ5zkUkrlLW4AhTDRQUtCp3K6k2zHMj8d6qCNI4k8z0FNXU7XvMDCdLR3iOf8ASDx/1dcKxH8jvki9ytfkcJ8eyl2vjnFEojSRCIjszg0AFRELbWnuB9SCXD7jToPul3M5/htcdKY8FXM+vLsyohtNuxz/AKmVqRsJDRzPA+r3nspdNtxyQ1HiIcbeeaYSEMIaYQpCEppRoEugINKaaCnQB9lLK50uJB5D8VolJcQMdpc4B3Facl4HeJ0y6sMcj8gxRasWtal3CJGmpSEKS1RQlOkFaVrWCNo1Kf79WLZ7KWCBwuG4rh0AxX0wIoFeXQuHhsXyteQeOo5InADicxWD88fKp7Nrg5w5xfLXCx2zVh3WbBWlsBLZDZZbcbokSn0ppX0QnX6dFZJn6dJQSKvPDnyHFOlRoYGXGLysIOPBSOH/AAjjzqqvB/wA5g8x8kUiyvyMK4Ux6ShGdcozmFGHsaO5+w4i29tTfL64gK3uAliMDVSiqg65d57+5Oy+RYfp5SJ9+kH7duDiF+V0pCloP6W/M7oMasUG3mdgkuFbbkKAPmcmWkfpaf6iET5Qa2qfFnG/Brx9vNt4/exm4s8bYKkJyTKJ1muVxtGZ5WyBGguZFdmmO5kC4Mwb1xx/2iXCnalQSQekeRvt35g3jy1D5885XtkPNVwBJaWD7iEOjhHe8X6Yn9s6fka5XYK7EioLd0ZBu300kaWLRmhLGPOTjgS8oCFIKHFMAaYPFvnjoxyfc+UVWW3jDJrURxuwOhl539uYgJQ5PiY+uQREjOS0plLhoA3NtkFGuzqg7r/kJuu4edNr8lWk80XlywM0U9x9O8Ce4ljljY3CPU5kbnsiErgqq8d1uqikdpaNnfuZce8hVHZDMpyXoMOHCvx4XrP2pzKUIX8CEK3JpvPsEgJ9N39uug287XIvzEhKIzN0BzelSNUPUA7tD8h6eg0SKVOijT616KLghxBoO3ueyv4lhtACaVJIAJIVU6aGmlB6fh69Lbg4YZj0NZreG6V7teW5XFcNsMt0L66lIT6jT2Nfeg/8ekyTaCjUNPQQeIdb/kHvNdNqtEm5Nb3kKW/XcSoV0VXbQo126f1PQO5vI43hoIPWjUds6QKMBww9MOtXdh9mbYZ+3mNpbWodxKlJCqggBQp9NB6+nQh0zXuLhj3uNEGRFjdDkWrbteAT7vKZNqs82YKJCnWGFrQk+oCFpTRwE+tK+leo0t4yEa3ED05VPt9vuLkDwmOc3nUhvWB3CI0gTIjlveaAqiQnZ8wabFEjYsV1AGoPr0mK7Y4amODhTk23zW/+43SMM+fJaydgw8uOMSu4z3RQ0UUE6JG2qQqhXuBqPcdPeM7EioXhhpxzFX3Ex6PCitOvsoUw+G0OUU2S1urvI1oUrOpIrrp03rJxJxp6INcUdl6YVkbzjKGYi7a6e7DdYU8wpVKoKk9wgLJqFJSdK/mJ6Q2UynX+qnwxpaQM86FnkLEbO3id9W9GQXEtvGO7RJAqg1BJI+e4AV6I2Bd9S1HOHHP09dDZo2Phc0jAjhxqNeIsKwZLcX7Fe4Lcx1BShipO5xINCVbdN51oNKUPRrcpJGxkxuIzOHsX8KR5dihlk0TDUARn6caZe7wng8WAUy7MwpC1pDK0koqFDfXcaq3JB1rpQfj1UnXtyqh7tXafwq/jbtv+QxtrCXPx948mttdq2IQnaHFdtI+tSmpSKpNKDU7a69Os3O9YVEj/AGn8ahz7TtsgTQxRybVZXzxlw1aj9qlbSCQVUQEKaCjVKiV0AKEmtPc9EId33EYiVzieeINDpvLO2SfLG0HnkarG/wDibbHoS3oE9t1VFKLTwKEkk1JKhWnpT1AHRO18xbnC8nN4yIwIoJceVLQjS3Ak8zl2UJGU8Jy7PcJsKIUOTYLZkPW9RKnFRyRRbShtKtD/AKf066d5f82vlLPrmaWYFRmMcnDiD0rn+87FPZOd9O/iiOPPJD+Bpu3ht4NocteO5fJubMV+4tIlOuqjpVHiITQrNVo3qKK0ChqlWtRTr6D7DYWm0bTBcW8YDJbZjkRCjgow4E+2vDvnXzW+93i5tbpxNxZ3To2o5W62JqcScximGHFeFHBy9jLWLxLZDiwm7h+1UZfv0JfcdqQUhbrjAbUplYIKleytSNT1dNl3G4MzpJHvDHNwbkF6KcD+GFci3barG6hYC2PxnOLkcASQ5SQcEKn+rIgEYlamXjfzBmPj+7LuWPpi5hxvkrim814xvL62ItyY+QeuVtQ4v7GDe2mlHtvttpLooHKj5AF9xPI3lj7nWgs98jEW9QsPgXbWq5q5MkRHSRLm0nunFhBwp/yP5180/bi9dc7U90+xSP0zWhcdJAzdCXK1sjRgODwjXYIl3+Q3j9I5OxLH+ZfErIv2LjbKjI/3faKKi3CwzWQpN7tNxjtguxrpCfV8k6BxFFAFJB6+dfnHyff+VPMMvlvd42M3CF2CHuPYQrJGOPzBwxByORQg1708qeZrHzJsUW+bLK51hM1HYd5rsnsLSVaQcHNOLUwwINL/AMqwJvA8Ipw25Jy/kYyWnLremd61qktPbER2uwVPsPw3KqKnKV99eqvN/wBJjO86D0w9QFWqCbxmlsTQoQZ4ntK+yl8w+Z8349d54vPJ1znY7yFJs78S1Lqpt8x2ojyg5HdSU/rvSCA4KGnrrXq5eWpttt7K4ub7QQGlzMiqMIGHB2ogpmtA93ZdyXHhwl2stAwzUlMhmAM6+/CeTluf8KzXMmyC93qZc71eZrrtxucp5aI/caSppDZdQQwpTlFACh9Doerl5ItfqfKDjMAZZQdRwB7zjxHQAFM6rnmOSO03pzYV8Nj2tCkkI1gK4qqlT0XCvrlHx6Ry/wAjZAI624MXGTboEtTZaaBTGjpW4o02bW0qWQoDUdVrdtqN7vN0LfuxROa1EAaNIVAOXZU203IW9hG+Uq54c4KCcyiLRm8a49jfDnFEljGIjLcuPCYeekAloO/IB1DaNFpC6mv+ta9ShZRx2jVKhASeC8hyHxqvzPlmkUOVwa5AclzTmnvWhcGBf+e+aXKUt0Rf26NMnOrZKfi4wsOs7dQ4pxG2nrU+3Vbv7l73NcEHdROzjVo261a79mQowAOXkTkPbTBPDnlW6sQ7nit0WH49sfctqH5BQtxIQkNsPrD20ISlQ0SD7nqqTufOv+j341axGWaG/pPd7OI9lWPyj45YpzFjGa5MntsZJirS5ltCUgPOKZackIeikhJKi8nUivrWop0CfK+2uGNPyPJz4Jy5fnRFpf4TiMXtGGPu6ii2/hr5as11l5FhWV36ZGyexMqYZtN1kqdEhhhSmy9CW4d6ghafklVfWooD0u4cZIQ8YlqrhinPmnU1EZEyO7YSE1N9ROadDnhTFOXOYsmxflOLY7TMiRf3VDyYrrzZfKqA9p5kIUg7UrGoFRXWgFerZ5fa+TbzICCxrsOePCgO7SPhvGhp0vcEReXL1Z0tJrh25ZNzrlmR3q6XOfPentzbjeH0qdQ+p4Ekl2qWxFjlG1tCSEoTVP8AW4XcrzaiUgFzgAq44dOgpnb2sewQhyEKSAMFJxK8/jVRcm4Qxf8Al1FvguJnRIrSkklaO6XkKG4AlW1EQJG75eh9a+vTm17W69LXSjTCCV7Bl6jl1ND923Nlm6RrHAlAOYVMsP1fAVVvLvLuIccw5WGWqSy7e5LQjhuncS+tIKZG5be5TIaP5SAKj0oadWrdN6t9jtBC4gSPCMb0HNMR68+FVSw2m73ufxgP2wpcQU08kXAn3Cl6WLGHs2yCTMlvSH3333XZLqiqoDildthSxuqhoGgFTT31J65MZZLp7pZFLnkk+38K6b4UVsxsMaNa1oyyOGJ9Z9tGmuxxsd4OutvFClUmOHFEJCVOIPooU1JOtOuibC0m0azmpT07K59vLAdycQSSgx51e3jgq12vHESry23LtTUF1LzDqkoar2aubak7FBJ+NdCerBMdNq1vFT7qr4cDuBBxYGhfWKPTx+5F4vv0qDLwuLFRCx68RnrshMdX2xUy+lYjy0sAr+1cLJS6oAgJ9Oq5dywy2zntKgqFREKeiUfiiuIbkNOpunSewEr7wMahf8neDt2vLOM+fMUjWuHjcaLIauEZq5NXCTdpN1fjOy0M7o6G4tqiNxgA1rvkuKUQCadVS0eDaC2JPiwEquKscUz5g+2rhK55vDfDT9PO1oCf/UapUBFxGHH1UET0ZGbZxi8mxW5orgtxXkOxm1tFVvlNoePe7SFIQIrgO0UAHqOiVowMaYyVKqOVSNZe3XiT7fb+dNBvOK23PeALniUloOzGbTKac2IS5JadioKx29CHto1IpSmoqOtskMW4Bx+R3oPfQ26DjZOI+Zh1J2FT7qVf4E37FOO+UOUOJs7ciN4quY2m1MzH0Ji9zeVuuPqe3ltZoNxQKEEkelBe4NxuWWJtmavqA4Oac0CYtIPA5jhnVZntbee5+oeR9IYyHDFSdWBBHIesVTX8h19tGA8uYBIx+aqPjs26whBYiLCkGpUtSWk6IUh6EVbj6E6VNeqLey+FOR8rfEJwGeOPqzwq07Sxsw1OVwLAAcyORPLtq8W7HjV84wVIbmMPFcBDbNxkQEbv2S6pTIhOxX0q2t/aStFKqVGtDQgdOsDvFRUb+Yz/ABqUD+6GMBIfx44URjPFF0//ACfsB5YxyDFkXjHLtbfuoUhxbT0lEeSiHIW6ptsJDPYBWtRBSU6GlD1bdg8Fu5tY9yFzMOpH48qrHmOWf+3OfCFcx4XDFPyVFXgpFMpiwRIsOL3uDdUXCRItMBZbhoQsTXg00pTfeJ3upjIWSkqVoU6fTqubuyLx5ZGgKHkepcKVZGUwsY7ItBz6emNXPjeRvtWFEq6NvNxG5zlvj3N6M81bnnVjeIyZy0pjqkBQUmm8EkUArp1U54kcSAdGZThR6KQaQ1x72Q6npzPTOpD+9wnD8XUJOm2pFP7aiqR7n16hHPHCnGua7Iiuh+7wVAAvI3ep3KTStQK6GmgFK+vTrX8K3oLuBrxvXWGEUD7VF1IC3Up3V90VNV+tDXTpwOHHGmJGacU9X5VgH7vF0CpTICqVClJSNo/KdylAbqenTcgJxApxjgWpxAqJ3rLoFtZ3OPMFKg58u4j8rdSUVSTVw+/uehW4XwsWB5BIK+6iNnbC6eWtzA9OlUNe+VrO+6WEPRkF1VSVSGyRQUCVICtwcqfQ6016oO+7ozfdju7AMLWSwPC8VLTw7etWfbrR233sN00hzmOCj11EsxbTOxaa82sKP/WFKLR8k7fif8SEkV9qdfBi9s37P9y33CFscG6e4vz9vHpXrpkwuNv8AIQ+FPdVL4HyfYLFawy/Ojh6FIktuNqfQHG6L0oCa7qK9D769fdbylvbIvJ9ncBXHwAcjkQCEPEY55V5P3fbJX7vI0YN1HHDAqV9dEVh3PdguKgwJcQISltte5xLjTqFK2KOqiCdamnRbafM9xud261MaMCcDip586g3e1RW0OskmRM0/KrehZpxqKbnLQgKKlrCJIAUup3KKCumlTXq+Bi5IlVx8srTmQKziMw40QFOMvWBC6iiu80Xzs0pVTnxqNP69KDCTzpoyFcX4eqvPK5HwJpHxesKlJH6SVONrICQappvISoV9T/Xp9kZbz9lIMzjxX10D3kR5aY9gN1tEeK1YXHHip/tgIXLDTO0PTAkbj9vGSQXF/kSCKkV6eghLnODWSOfya0uQcyACQF40i4uPDhbK98McZOlXvawLmgLiAXJwzoTeYOdLfmyIN4VcUOR32WXYy2lb2C26EOlTe00PdbOih8dprXpiR7NI0jKpsMEglcJgkgwxHrxXjV2eMfN9gszK3L9PYhNuU+y3pShSmhQgqWKqVvPpu0Pt6dZEAWAtVVpmcJKRIcsinu7aMS6eVfHENpSI92jT3qAlqO8gKJIPxWtSviR6k09Onww5lA2oqKFAJXgMF9vKuzjzyWxXOsstuOQoqmHJCzveW58AGzUDaAN3cJBHTjIhIoa4EgVHf4cQBcxwDiiqEHsqK+QM8WG/KZiSGG1z4d1dSSBRwSGu2pt1NUhumm1WgIOvp113yYn9hcSPk1D2NJVe3MVz/fpTHvoYz9bme8j8KWo3e42H50G5hUgzEQVIYcBcZoE7XXJGxCaguGo+O32B6pADheNjbxPqx9n5V0C8Yya3e4FdLsOZTl2caJrNW2cxvvHlohvuxQxJhzZB7ZdjIlMlhYbSlFR2nEK1NTs9NBr1dXylm3TPOIEae45VzS3R19HE4o4zr1z5GmB2bga1crWmZNvkcpjW5Iaj7lBbQENCe4dwUUHeAdtanaanU9US3a+CLXGc2lceXSukTTNmk8M5Lhnzx/JaBLlvg/HsPsN8tOO7Evz2JrUZ1CkrejIVPUoPh2imW1KTUIQPkfw6T5XuJZ7z95xRpPw4+nKo3mS2ZGNFuBr7pVVwBRF7BhxNAti2CcpYcq427LJSZlikT1LgPkfJtoODsMKXVXdWy2frX+vVvuraF48aIrLxK8OHd5541XLmWUNDJwdK906fcHDMdD6qyjGKvt+R2LSI7b7kWVZu24+GzsCnELqku6JbWFaAUqAK16qxBMz5Bxb7xgfhTbXqGMeUIBaPWcAtWLwZwzLzfyqYjDb+2Y9d2bxdGwtaDJitvkuRApJDmx1AIWqp0Pp0ltu0vdJOUiAU9eQ9ZqY26DYGRx/7jpAATwTj1RMqcZ5jcS43zHgL2GY4qJaoiLeuHcmgn7NlTSAgGKo12tsNx9yUuAE1I21B6g2rWRQXAuMnMccM8Th6qITbjqu4RahQ4aXdDkXJ2e2lbcFeOnFdp5cXit5yZqw41ilg7tqmJu6LRCm5Mp0sxoCb2WnzEdtcEOPpABMo1G4hBQqizySzTSGFmojgCvZjV2sWxMhZHM7RbhpxAy9q+2h484Oace/aofFmFRrzeojdxlW97MpUCbFRNskcrjx2zLkK+1klDx3IUwlCFD5gDdtCLjNr3NUhOwHIqeIB4jjnWomt/2dTWoFU4ErkgHEjnVVwMMvUrxyuVmwNbn7mQiSS0QHApt5KQlIFVpOhGmpOternaxzC2b9OpDCpQKmGacUJxFc8unsn3FzZQ1uokBTguOHTJaE29ZRl/C3MuA3y6N3OzRG7JNg5S+ht1xmU0/GT23ytw/JwPChd/xr/XqxWu8/2vcobouS17zZQRwLeIzCHHspT9vhuj4RAL2taWJyBIIamBzqsLFhmO+SXkFejDeUjFJry5smWsIUlEpbbaVpaeQQFuNrSVqp8dfr1Sd2MG47pdTWxHhkamnPEYL1q02uvbbKNkoIYhCKhI4A8qeh/Hb4qsWHky7Zs7k0m/4bjjX2Fohy09uAw7CSoOSmVFa23ErX7UFCNa9VSdxsyWuR73hNSIRj+VEYrgX7mHS4MjzC4LwH5mn9eOeNX7lxzMuRscucP/Y1vkScWg/t05Lch6XZ1Fu5EoYdSqR2HylRQr4t6aVPRKwbFFAJZEa+VyDAqdOa8unE9lPMhuJ5XyMxt4ghx4kL24ZnpQq+TeP5JjN0+yuX7nKtbjjjzFwmhxcZbu8r7aZXdUUuBAKhQJI/pp0Sf4QR0JaVGIHDtHOo7I3sf4Uynk4jPmG9le/hrC7flXGF9v8ADt5W7a/uEvPFX27z8iMyZjjkB5zZDYUiE8lSlO0BAI1PUmCQANYqEuT1n07OdbNq58Uj9LiGA4ggAe3OgmzqPGN+fhuqZbhC4NmSaBpgMJcCnCQoBJRU7jt0J9B7dM3ihA70/CtxN1t7uYaOudJZ/k1837xkF/h8FcUutJxOyw2GMheZ3JbDgSUdgdigDzxBKhWoSNTrTodFazRxeM0nxHKiZjmU6/p9oqMZP3yO6WRuTmHORccUw48sqXZw7yreONuTsLz21tRkO2efGamuvNSEoiRZqmI0iWwpK/0VxWxuFNCAdxp1Jjifo7xOI4YH28DSpLlzy3wwFY7HAkevp2VtSYBzI/BgxswsN0ZuEHNrSw9LymS4lt2BcnkAoFmWtpaEqS4gAKpQeqfl0PLBDMQVamQ4pzJou5ZG6o3N0OxXMHsyxonubU3x/wAfcCvrtm49xi1XV2PHyXPL+t+bld2lSm/2uGxZLi3BC0zLq+580TnJElLikJZQN4PR2Lw5GgSOkLtGDQukJm4nmV9dRR4rY42hkbYxJpMhIMjiVQIRknUoaRdyv4fZ3ffImy4Ymw3mxw8icYnzV3iA3BlyMdW8Gm5DSGXFoLbriFIUoKC20fnSlRp0BvrWL6jU0j6cYkjjzb2rglSXSShwUETOTMFunDPHPDI5HnhUv85/JK0+PHGls8YuB5TES/GM3HyC7WxKaJKUhiU8pbdEhEY1DaDUuHX8eg97P4TAGpiDhy/gPjUvbLP6p+jURDHi7Jc1RcldjljmaSK8i4Xh+OuZIcW8ApyXKfLJfmySVKdekOOfJTzilE6aD06p13M5HPOJ/GrYxjYwjAg+FNd8J/G2fzPOtMu4wEpxW0PNSLjMlQWkszktCqaPqbCTHYS38iSdx6PbVC64t2vcCI3AZjA+3OqnulwwzPiClPmQoQuSH3pnRO+dXl3Z+M7JF8f+G5DCbimMYVwnwQ0lEJltBadedDW0FCakIT6qP9+jFxIyNulCVGGOHJD07OyoNtC5z/p2N0gDvHkOAHNzs3E48TQEcCeM+Uck4tM5jzGSvHOEbPdUpveUXB3s3TOJDTijcbbjqn6LkmY6Cz3k6E7tladHPI3lO78++Yv/AIxt0/hX7mklwbrLCBmmQIUHHBuC8KmXl0LARwwsa+7eFZHwDf638mngM3dmNbrPCUfjp3h/iSTxNx5eeHuOzxpZbe9xVfY0Fty239psJk3KPKgSpInMXqOEyXHHA24txzVCdUj5qf5Y7r5L8m+bn+VPJFw288w2NzKy9v2Pe+Nz2kBWl5JfMXh+r9LNKtwIAvm2wyTrc3RxeGlMe73QDHyOk8W4YpwJpV/8o/m7jfHGMSvHPjebAh5nkFvQ5kc+2x4n/wCrFhe3IKGTsJZvFxUClmg3NIq6KGh69g/9tT/Gq/8AuHu3/wDMF9zH3c/l2ymLLCKeR6Xc7fme4Eq6GLBW4Ne7ukItVTzduXhtFpYMZrJJUcP9XauS0hbHY3IOZ4JyByLbsozBjEOHYVjOQ3w5ZkIE25ZdkFnxO2482/8AuAC1IXfkynTUhLjTXuadfZXzN5z+3Xlbzr5b8g7haba7zT5nuboWsQtrdWx2VldXk1w4aMGpb+ExcCXuP6apluzdnWs9140zYGtaxNR7xc9h09gQOJ5gDImkO3rHZEMplriuNtKUFJWUlQr6JJ9CqtKg+56+Wm32U7Q7xWkJjiMUrqN5cRg6muBBKcDUTcbTuIqVBZUfQGo90USNEkClfbosYgEwoQHFSR6c6xzoKElZbG1JIKE0r6a0NKED6fXpMh0tXjT7GxvcShQAYL715VKcWwBV4mxLhIc3MSlgFKx6IUmiVGooklQCSPpr1Wb+/Yxz4I/mGBPXp2Ues7dQ17zgcQKue54rZMMYEyVIjtJWhCtiKbqmpSKV/wAk+h0H16AxB9xIGR6nPJwCURJEWJ0gJV2eL3EczyN5Eh2S2xftcft7yFT5gGwudspW/VRADjDLfyIFCf8AXpO6v/tUBfP86dqLl6/ThVi8ubSd4uNaONm0oTwJ5dlP3sPF3E3GLUDGLFaoc2XHjobnTH4rTig6pIovuUo0VLH5aapHt1y/cNwuHyOOpOJTn1PHs4cq7DbWtvaRCKJrQ0ceJqoOacQ4P5Bpx7L+yt2XXiI+3AMBltD0dwVKnT2wkAgmgFKKUB0zYbzf20ofrL4GuAcO3gCmY5Go1/aWl9GbaYBXAjIYde3rSQuRPGDyF4+yi8WyyS50212+S8/b1FK1FUVCyUtLKapUrbQ1ppXrru27vs81swTN/dyJQheqc+BrjG77HfWV26KF2qMFQUOXKqMvOWc24oPtL59/EbSKEyGnQ2PlSiVap2kp9zoR1ZrePaZ3BkZbrOCZeqq3O/crU/vNTr+deZ7yF5C7CGpa0vpabDSNy1d0t120OoBRpSlfbp87RaOKhrVqL/e5wUcwIOtRG/8AOV6udsetVwibTJbKVuoIVu0JSB6bQPQgf06SLCC3lD4wNQ7aUdxdKxAAAR2pXZwFyC1x5mTV8kH/ALR1P6rZBUhK0ud1srA1Sdyjr6006fngNxA6MAuzwGfp/OlbZessbtr5CkZx6KDhh8KZLA8q8avZZQ7dWm0K9EKdQQhpJoHADUHZqaChI06rb9llAQAh3YuPUjKr/FvdnI4aJWOd24+w0SOGZPbsliNO2y4olpNHVJZc3hKSqoDo9UhR9jWmg6DSWN7bkulY4MVF4LRCK6t5maY3MMiqihU/nUnyuSwxB3ABh0p2kaCidu5O9RqQTStdaDrdsplAXu8uNL4HsqoEXY28fcyn0rhOr2aqTRJP+SNT+b3pQ01HVugt4yjmjvjjQmQucc8TWcw7gaLnebsZ4iUy5avsEW+UnuAtLaKm17N5+J3JR7/lqevQP2c+2N9543Nl3BoG02p/dcTiqqGge9fVXnv71/cDbfI23GS+DzczECJo4uQ8MDiRzCZ0wscn43iX7FhKprFgYiRWIcZltCW0OJSohpxbn5f1iCCj/l9T19FovL8phD7duqNjQ1o5BoAQDnhh1r5nz+Y4ZruW6vXJdzvdJIdJI77iVVEaOGKYCrERbY16X93bQw5McjkCM6vfbp/eR8FtbiUKqKEKpTXoWWGA/vA6Vx5hDxFLurt0zSwEEIoTrjwzHEe2qJvVv/2/KRDyK3us20OSFOIgEofjrILocTUDe0a6rAG0ChHRoWxmidNZObrwRcuw0JbvbrO6itp2kF7iFCFcFCKEJwxo9PAqVl+MW/JbxeG3TwtyE2uG+LopmJDfvdsecYiXiP8AeLbbTMkQF9pSm69xKE7iadeOP8n37TdbpYWUb2jzPaNKoVPgvGrQ5P6XYhcQpACV65+wAv2bXcX4b/8AcO6drGBALwdOtP0qhxGBA7Kw/kt42XjhSLkPM3B0Q5PbcgkO3CXZIDbTgL5SXgtlMUkhS1GigD8+vLmmO6iLZ3EXDQUx4jL18CPxr0C1jrd7nAN+mcQSVy4EnoiIc6Rd5BcGXLmi3XzkflVDOK3ZMFbtvtrCOzOnrbaVuAhCm1cVWpDnyJ9emWQy2cPhuB8AuJQ5k5L0A4LRAOje90gd39IbggCDLniea9tUt4K228Y7l2UWe53BELGrNb3GYsaY2qOZbr7ve7rCFkCqm2wpVBodPTrqXkK7njElrLK36NuktGCkYuOXBcuq1S/NUHiGKWJrsdRcEwLkADj1Aw64VMo+e3KMzy3fGJBjxhKuUxEpQSo0T3+2QhVC6CgCoJ9v6dFtnggljvb2canvc54XLEEjD2UEvdcbY4hkyMAdMQvpzq5PF+VknMPEdzE1p9xb0UtRnnW1q3lJ/wCrRVSEOJOlTQH8eh0Z+piGkdwsHvrUrgyYkkF4X2Yjh7/XUQ4tmvcYcz2GxyQ3JgXK/uWm9d0fNuFJeLTgcUpQSjtAmpJ0/Hqn7xavtopopf8AdZC4g8uIPsqwbZcvuWMmhALnOYwt594Ap+BojeUeSuMcO5G5Cw3DWxBuMPH4t2iS4QadTKlKcceBDqilkNhKaLKfknT0OnVM2qXxIA+dzTcOCkDDA5VfLm2lY8xBWtDiAvAAZ9R1qReOXKXIeVYLMv62vvGFrmxXpQCnUPttrcZfSlsqQ0gbQdu4KBAr0iaD6hyuGotOfp761pLI2EEqW4nnzWowq9S+Kc8t/JuMXZWPXBye4iUWiYvZWFpqqWtO0bZDIIHqCfb1pEif4TiTkOfLkelSHw+O1M9RB9fMHnTVbDxlzPz/AG/FOZLtkM/HrLDhrumPzZ8SREYvSCylboZeASVMK2GoGobO4BWnXY/KG1RRWRErGtZMh0nFxXLDgDwKY4GuR+Zd1fJdaYXeL4QcNWWnHg7JxB+YDqDTScIzrh3O8NiW7FLbDt+SWyObXkLcmOIEuFLjRe3cmROUFM3xhcpG9DiCU+h0KikO3W1T28pbPpfBqOnTig4DmCOKrT2175A+3H02uK40AP1DBxHIlVBzwRMkpFXlXk9u4B5ByBDchsSMjLzxcSS+DvBDUdChVaG3dx+Q0J0pQEiyC6sNm2sXMyrpRnFXD5QeKD450Jjgud2vzCAvfLimAQ558efHlSoDnWBX7ki/P5WhyXe56lfZIKHlRWYy0pLLEV0EqZLLgr8vm4fw065Pu24MvZnyykanSdU6AfgtdQ22y+jgZbQN0xhvDIniT1PGmKeO+GYxLxl+5qtwXIckSyXikFLdUnsueu5BKE0UNaGn06sWy7dBLZiWUEvU1V91u54bl7GHAkA+oZVm+UrQiThNytlnjuLWZDa1bQNo1+O4DVG4D8wqT/bq5bdatiOmMEMAwqqXV0rtTyr+XHCrQ8a8VZvlqfxe9suRIsqB9u64U7Syp1sBQUaFYonQq1PUjcGObatORDz7DQiNy3xcwnENyzCZdKNfjDg7jvxp4/yvIcYlyL29PceuE/atUh6OVL3na2Sf+3aVoEep9fp1SLrxHO+nb3YwVQ8SBzq2207ifEkV73ZnAIn4jjRNcF4JE/kN4rufFl2RMxq3CHdbsi4PQ4M9DbNumJhxplvL4Ze+4iy3QEtPKR20hJP5+q/c3jNqZ9fKC6JQ1zB+rUSEXlgvbVpsIH7u8bbAGtlcHGN7l7hYh1AYEkKhAzBzrxcHeHNh8esj5H4rz65Q7xmWFXZ2LbshZjKjOXnHLnCZnY7cIa3gsNJXEkIDjSiVNOpWhVRQm1MEF/tcF3t4ebKbvIU1NIKFriM9KEA5HA0AZf3u2X9xabl4bNwicYyAToIABBYTmHKChxCpwqD3+/cf4HkuS4hElGZfJX/2kqEyHkLkCWDFmdlkjYhhHbJJqAP8fp1FuLK5DRclpFmxwbq65hepozHeWFxEYA8G9kjLtOJCZH1c6UHY+NMN538lAzBu8jFrtal3BN23JZXIkuQn3GmojEVkhEhbyGtxNK/KgSNerN9YxjfERzpIYyDzKnBDxb25VSo2zxBsEZY1ksmCqgIzVMVKIAM+NQT+UHxdmXlvHZttzi3xJuEPWZ+AlDCXnZPbbUtMac0h9CY76u0okJ0IIprUdU+/DLlzW99pVQgGeaO6HmKvWxsljhc4eG7AhwJICD+k/wBXQ1VvB2WX5/AbXh92jXJTIa/bGnozSgxcbdLdKXUHuFKSIjxUlK6hJCfw6lRxvkQ4qoCcx0+Bpx8sEb/EJYSO8TjgeKj3+um7YZyTD404wPFGZxpMO05A04zapKo5dhud5japH3CEBcOUtJKwaAEaGo16sG2wTG4ZKTpkjcBzGfwqsbjfWz2Oj+Zr2k4enCrz4rxE4rg9vv5y16+WBubHjCGy4Q5Ds76UOONWvtkpWUB4rdICtyUn0I6leYdF3M6BkYbMG5p8x4En3ChW2l1sxs5k1Rn3DiAPjT/PFrknxyyfhN/FsxuvHLSsXgmy5XacnuNjNqdtzQMiLdVC4uCNIRNjLC1rSVKbfSoEpX1xzeId5jvGTWGvFB3Mw4YaSP6cAe9gVxVK6ZYXexOsX2m8FphY3UC8EBwPe1NIx1tJ0q3vKAmdauvlNy1kGPeRHLNj8bJkm98GxMkP+xJrk2W9HjMuxmnLnb7NIkn7uTj9uuZcRCW4Vq7NE1UEg9H5y1pYxzWGbwmeIiJ4id8BMM807oKphQSwZLJE6SRzzEZniLWO+Yl/b1YLqTmhIRQtUK7y35EPFKy+6ioBIDzhqFUISQKpUPdIH9+oB1KgY0miHhxjBznVhbnyt5F9sLM+QNqiCU99fxV8SEBIok+9fXTTpwSzNHdY1OytG3tVVz3e2oy/yR5Bvafu0gqISkJC5Ck1UPUkigqRQilT/XpP1VzkA0eqlMt7I4k4V537x5C3JkuuXl0IUTuDokhskVSTQ01FNKAenTMsksn+61pH/DUqKKAFYy8dhIqo73bucmlSrw5ekqRDeZkyVNtPB0IS8mpJCiKK10FCU/h0HvYQbWVojbocxzSGtAPeBH40StQ1r2d4lrXA4uJyK8cTTRONLvJvnD2+a6Vy2oC0PdxSlK+4aYBNQSNKVP4+nXwB+7kUmw/cHcLKYJIy51NXAprKDtA9Ma9g7ABdbda3DMWOjUn1Y/hShb5gHJM/OMoctl9mQoaro6uMltLoP6iysD83b2gf11NOvsV9hp37n9sNpkOOm1aO9jxKAKuA4cK86+com2u/3RUaTKThVxYzwxzI7GbLGT3Jtv8AM0EM9pJUUDeUj/4SfX69d1trV8bcNIPQIe3JapFzLG4anBzh1P8AGpwzwfzIdijlt1UPlQq3I3UT8wKLNCa6/h1MEUwC6jUJbRzU0gGvA9xNyOJbUSTnlyafWdWu+AtaQdpKQXCoJAAOnp79aZ4oODitadDCi6WonSp0eCORRH7knMrsUKGilSkpQDtptQUkp+fp6+umnUhr51+Z3tqMGW691rF4YEL7K2Tv4YsF8ecC8ec0Yz5fHcvnG5Z1lznIN8z39hXk9ywaStCcKgx51/1ewuLjTaWuzFP2iZKXy8nvKWpQrdbzeYZoxZSTshRf23OBL1xJLSpdlpXIInGndu2/yxem5/vcNnNMHAJO1jmCLQEDBKC0Au1+ImJcuvDQmvD5w8DYRN8oubpvAcCJbuF8k5FuNywaDYGFMY3FZkw7cMhXi8RpDceBjcnLRPehtNJQw204OykM7ADu4OdM+OSXC7MEfir+qYMAe7iC44ayPmfqdmSaHeXfEs7F9s/U+zbdTm2xJ02rpXOt2HV3hoYUYHKWxeG0/LVA3HxmylbEaLHui4zbDbSVGNLeb3k/JIIp6/U1/oKdDNEgxy9ONGXTa8w1R1rmOcPz+N8liXXILgZ9sJaUUS1GQw6CVJW6Vup7ZcBGgPr/AE6xoLSSTnlTLtJc1xPyu+POjHwfKcKteS2u528W9gsvJdXIjpjl7Yfk6lrtpSPm2Kgk6+x06nW0oZKCOVD9whLrYlpHzDAdtM6ye38fZdxi/kcWwtXNXbfekS2mg5JuzUdhSER4852gi/aqVqDuoEqJBJHV6226vNuLYnyGOBwJ08MccRzcP41TtxsLe+Y+6hj13IIGoKo0/ANpRCrHxy55G4XNz1+M3hDNESlSyTaIt1dSowf3lplVZUSEsU7R3krKFFJFR1Hsru2nvg5pDpjr0DA98juqMlHsBp6e7uIv2nYW6x+I7iWjNDwBOLkxIwo3+YM5wtq52S2cfYNPfx+XYWWouYR7H+32qB/3jTD8hplbaH0syt9W1pCUqINRSnS5ZLtsei5e7xmghzeHr6j41ptnD9UJ7aMeA7vByY+1cA7h0qf8Z5XybLwfMpWLwlXHHId0m2eZfWGJDlot8uJEQHC5OC0tvyoyFAutpKihdEr2k06LNZbMsA6UMbcaDpBwXDNMzjUMGeS6cAXutw7vEfp6LgmGOPbQB8zZnIs09jFW5U65XueRdkF9S1pnOALcEp1CUpMKMHz+k0KJJ9j69VfY5ZBcvlYFOIyzJ6cetWK8jhiYyE/NpB7AOvOqtxrk2df8HuNszi0PQ71FfH277rRbWUML+MhLYCiofI1r+Yfj1YWsu5pDNg1jfmBUKOg4j4Gg17cw+B9OGrI5ytIKgEc6v/E52KyrRbsh+1jffQWEMiephTb9CiiaJAA7iz6H006gfTubIWOGOo/n8Krs8jg/U0jSOPI9tQ3i3iHyixHla7+QDmKTrPw9d4ik26+zN0aTJiqkKbdnLtqtkpuBuUaLcSAtI3DT1iWqy34s5ngF+GhRqTPLnx59KL3NpdO2b66KGX6YYiYN7qqirxC4Ll1q3+XWeZrji95vX7/MtdqnMOoYUh59tx9ooKm+w2kFSg6lfr6enQvzjJZ7dbi1gdpuJO7mpOC4/iOorPKO33U1629uGrEzFTxOXd5YZHLOhn4gvlr4bUnkzMJE27x4kJ9M2CmUzFuUqU4ppxLEZc0PNCUGmA2d6QO2tRSa6Kou06bQOlKlzmFvIglEI7ET110+7/faI8Gsa8EqpBCZHimK9qVmU+VHjv5h8Dcl2+Hi9sxTLsZuE6LBtskQBdVIt08zY7LSGI7ZQ8/Te8sABaioJ0NAxdXMrtwhkjD/AAidBJKhqnEEdeB51EfE42cgDWNkYVCYEkLgD04jiEoavFy7SL7Z8litKUy1bZkyMhKxsBR3zsCKkb0p20T9KgU66v5UexglafmBwrmfmAq9pGZA/Fa+PJ/HMczGE9EYVFmXKLbXGrglpKFy2UORgHErVt2qIKa7R6n16Lb3BbXFu4ua0vLUB4g/x41A2m5uba5aSXeGmHIIVQdOY9dKywfj/kSyZ5YcKw0tmHlF5YgPvxhtkwokhwB98FlKXWW1tKo4pOoKtPSvXF7qVsV0IJu6QQDpVE9Xotdm28x3W3G4GlziEAcMnHofjyraOvV8w3xF8ZbHi0J0ryvJ4UGx2mEy6v764368oSw20C4e+WvuV1Uo6pSNx6ctbJm63wgadMfFV+UfiUNDpJHWlqS4DWVxH9R+KZCr18XsGzvwl8R7qIPKtzm5Pyjktw5FyKxW+cX7E1eMgcUp5MWHME2YwmHGQmM6urP3CkAqSaJpaL2OCQ+BA1YYGu7yaVJOXYMhxQU1BFc2cLpJJNMs0gLmh2ohoGBd1OaZVirhzldea27fbM7uTqLTbJTZuMiPbURHlJ7ejrzyWy5JQhZAKkp+CCVUJHVfjY6OTW5FOHPCiDpTNp1Oe7RiFAGeBROlSXGcpsdlxLNMXsUt5m2XN1hcVMuc8lqayiGtpLSotGxcbYVFamnl7VBZI1TToxbKCo/l7aj3DowHMzUjM+5OnM0LvKF1tV9sGUSWkphPWuwTW46RIEh2YDF3FXzYbdWlDySltKRuSqpqB1l2zuF7uWVO2khBbpQKEUdtag2V5C5I5EzgzbeVLTkE8OOyEOKdWQ8U7nD3N61JQPU6fTofbzukf4ZaQABjSLoNtmam6XK44Dhj050Y3jJ44L50zLH7XDhuO2/7qPIvYQxIU19spQ2RyoudsKeB1B9APoetm7kbI6MAnSinBPX6LWmtjEY0hNXIpwxPYMjWwpfm+NsKasXA+IKtU/McftkWSzY5LzRjxUtMoKS+hKkuLU0kHaEmm4anQdD5AZCZ3u7q4kZ9iVJhlDnNgZg/SoaeA59lWbfYFgu1y4nVf722AubARdcjmXIWnHsHuNkUq82q7WlDu+0W65zLvDZipkvIDSFLQp10BIBJ7XeMMv08xDIXYEqRw4n3dFWm7i2HiMmwMgKKQoaCgJA6Z9TU/wDLhqfN40svNHGVnuuQ3dVmFltWb2iFDtSbxAuhluNPQoUFa48u3XW+Nulh+O2hTq6qCUo2AyLm2IhMQAjmI1BmZ7dXHBM8TnT0lzHdTMumPfLbl/h+LjpdpUDSzgPmywzzVa00c4uPIsjkrLpPIsCZHyh26yXLgzcmgmSlorUthstvhC2VoQr0AGvXPt01idzXLqCezgnpnVy2+JsVoGsCDM9Scyev4UZ3jb40yOc8jskGJCfVCblMPXeciHGLKWUrQpMJKvd52upGtNT0m0sYbhmqZoIBwwGPpnQ/cb2aB4hjBIcoUFEwzxplvmN5U4L4V8RxuIOKBb153coabVttziEutPlrY6pTyNUsRzUuKI+VAB0faxjIiuDBgPXy/GgTI5rqURtxOZ/0ty1E8+A4uOAoDfAbwf5B83uWrHdc8uci2ca3aZdL5yPm785DE2UxaAh5/GbX3fkzJvDznYbAO9tslVKa9UTz8/zjYeVpt08qwB+7yyiGOR4BjhUd6Utx1Fjf9tqI55C4A0atJNstLkWsjg+dkYe2JHEvUoC85ISpdjkEywrZGk+EeRcqZ/xy5dHsbwLxe4ZmQBgvCtqHelZUbCEoi3vKXmizEQmRMZQ4GkJWVNo1NVKrxLcP82fJP+Nn2r3L7deSrPcN0++W52z47vc5e5FZOmH7jInFXySMaSXPGkGVyqjQl8sPIVxuE390vrphe/vIGKXHq7BoaMg1o4DgKZW7bQW1QWpy4ETsfaR22lbUR2lIKEhpNEhKgPSnp7dfHC/84blum4vvL6Qa5ZNbi4kglxXM448+NdAh8qWkMTWB73MAGGGI4r28aXNmn8V/ijnOTX/K8steT3/KsluDtyvN6m5FdFy5ctzQbSJAQ2yw0AhtCRtSkade4fJX/c5/yo8h7JY+R/KNxtNr5Z22BsMEDbKNAxo4lFc93zPeSriSTTdz5D8r3ZM11asdKeOp4+BQJ0FW/Z/40+Hrb4zZbw5asOuTPCeQ3C3Lya4hclEiXdYeS2nIoK1XYrEl+c3fLbFWVBRCShKTT06nz/5O/wCV3mTzxB/mFcgSbx5dY6GK4MQbaRNuInbe6JkJI8RpZdujdoBDHSAuINDneVfKsczdp8NggkH+zrKOAUqvzDvDUuZLa/Pksl7x7LbM3IlONuxHmkD9NCFKSSmgAT8QNqfr19aAYZmK4ksPtx51w8xywyODRkeqJ2GqlvmEvrlyJFmYedi7iW00KyRu0KEgApqBSlOossZZjECWgeupYcgRRqJwFVs5DcXLMEgtONLrIS4aFpQI3hXsoJA09K6dArqfw9RzLR/KilrG4tDjxNWx/va22uyohWlpJnpa7feCdobNAFqUomrZUpOv09uq9Btc08mudWxZnmSaLyXsUY/aCuGAquvt8iy577dbr05XcqU7lllkL0onU0CB7nopPNabZDq04kFAE1OQcynrOVRIo576XSMiceQ/lWxl/GvxbCwHjKVeewv9xlxnFGS4hsbUGrhJIFUh1QoDpWmvXHfNO6yXl+XagYSWgNBwCZjHEkYY+yvRfkna4rPaQGgqRie3imVXLdMgZbTk09ZWqSZMtLR2krSpCyKmhKiUk6Ej0/DqtyN1yEHiaMTFHknhVDcW8eBnle0Z7kEkSn5bhWxGkOFS9ynTt7CHlFaEKrofenpXpq7nRjYI8AHglKExK1515oaLTku0W2dJTdU7UE1RJSEkqWpKaFRClABKgBUnTTXTqZt9xK0GBxJYuHSh92wPf4p+agx5y43xLKsNnSVW63peYaW6F9hCXFGhbXsCEfqrSoFQrUVr79W3ab64jnERcSw8+FVrddvglh8RACFJwz6nqKSXlXHUVF3lxYCP02lL+RGjZKjQqCqD5D8PTroVju7o4gJAS4FMTmK5tdbPbvkVvdKfGh7zDEZtokILzfcaCjVY+SajT+qfjqAOi8e4QXRDSdM+OB4jmOdDX2M1uzgWjjzWobZ5Ko1w+3Ujc08ogJ9Na6qPuD79T7ZxbKnAioMzRo1YqKm/2yXHmWmtie9IaG9SdqUlakIOiaHakakfXXoie6OoqASHEcsKcd4x4LcrNY/urfOjSXZsZlBbWpW9juKQE0S5uH6iEbkn06RukbDZNgKkuI/PP3VZvLlwxk7pySEJB9qBBR63ewITj0X99sTM0usltS2BuI3EAGgFFqWPVWgB/DqrvhETQZGt1DBU41eW3BMh8MkKVQ0NPJPCVvvVgVMt9wkWBDu1CG1rcDKT8iAlQKfz09dVf2HT23x297c/TFzmyIqg4ADNaF7ldTQxeIQHNVORxySvb48WLkbjly92TInFyrM43HlWqW6RsfQoEkNLUe0sACqFDUAag9e+f8V/Lu8bNc7la3iP2yWFkjJAuJJQAjn07TXhf/LHzDtO4eWNvngef7g29EYY4cAHFwXs49lX9mcHi7KxDkZNk8Gz3CCpH2zomsKkFQ+IQWGitbj280QkHcfSmo69hwvvLRWNj1xquJROqrh1WvCoDryRwsjIZtOlwaNWppxQqCCVwCY1ZmNcgY9Y7fbbNZmr9epFtaaZU/Otk62JQlQ+Dr5mx2ChlSR+agSEeh06rO7z2rBLe300EUGJJ1s0jtcSg9ZxNWTbNm3Z5is/ppWu7rAC1xemQVgCk9iJlwomZ3jHzLzjgMfMsauHH95egkvw8Ut99blPloFK22LxNhpcR2nj8HUDeoJJ9K9eefMn+RflLylPNt2zMmvrwAI5qCEuPNyko3MJiT2V37y5/j9uO/Miv9yfDDEFaQ7vSMX9TQgaC4YEYoCQuNWny1epub+L954OzF7G+LeTLDYlw7Nj2NvJSyi6R2kqZZiiWwkuR3ikKbkIFR/UdeJN73K/8x71Lv0kj5fqHlxeVOhTkpUlMlONeutp2q22mwZt7GtiayNrRpQNdpyRoAAHBBw7KoT+PXk7yh48taOJvI/ELvfcTlOORLJlFxDkh523IcKGFzl9tSXHe1RSHgfn/wAOo0VpJLF33RC6BzB+fiCf9Xoa3PcNiBaWvMLhiE+XgnIt5r2V1ed3i5erCu5cx40wrKcDfaVcJthZW46pLi0BR7baEAtqQ0kBaDtSoDUe/U9ZL6LS8j6lgPd/qHNP6hyyIpm3iFs8mIf9K5CEK6eg/wBJz5rSDcjyydml8j3nFLJKxCxwU9m5vxGlxo6m2iWlodKqOdxxIIoKmtfanQ7br25il0273sYX4kFOic+ajrRW7ggfHrkRx05EetfbUq4+EHLcvRiURKJuNTm0G6vo37CrZsfUEFO1aSj4mp/N107adwuHy/RRYQuOJIxVAPYmFUe/to2Q/UOarwuAOBCqPfx9VMWjTrRw5x44rFLaxBt9vdjRXWUJqpbChRQdWgAghGppVIr1ZZIYYGoxvdBw+PD3VWC+WWUnBryAE5enOhds2HjkWbmGYsvLjKt0GbeWpbbmxaZAWsqdBVWqmkD0/poa06pXmAtkfqaBqkjQjhh+dWfZIXW7TG44RyAgjmcRRw/xy/x1Y3z9bM+5w5KzJi5rcF1trFqcmshcNiG2BES+0qqWYjlSvcPVSia1BHXA968wf2fcpLOJiuQK7Lhg1vDSiLxVa6XaW77yBspe5ueGa9ST+GAyql8k5DwrjG3cu4Dx1JYQ9ieWSYDsAAH9VmrT6iFKKWElQB36g61B6uNlN4lsyTBXsBKcCRTDnBzdDFEgPEYZ4p05VZlm4+sHLfDkO8X2Cti73G2ltyalJXJkOLaPakqXXYHGdVJKUkkgfXpNzYC4gL2uLHooI/HmK3FcPt5wqOYCFGQ6py7a2p/Cy9cP+YHgba+J3bnAxvkXjvE7dg2Zx7C5Hj5DiuSY9EMfHs1t0VZS47bb3GbQ/vSC06VutEpVoLfa7xe2t/D5itu/aTaWytGTJA0NfGf6VA1RnItIIVDVQk2e03HaZfLV25sW42znyQPKLJGXOdHKB+od4xytGIc1TmKXzbPHyy8U4Rm8q9coLtGe41e50NUaHc48aCsNOOFh6HbZH/dSGrk2O4PzklRSTUV66ebuV9yyG3ge6wkjLzI4fKSMuQTjzzrl4tYzZST3F2yLconhnhNOJQoo4kHmmVI78u8ByjmXKLTfLVdXJEuC0kTHdylrAXuaXubJWhhakiiR7k0016r13sl5vcmq3I1sORyx4gflVk2ndrfbIQZyEcEBdxTNTz+NBbe/FLOf3dF3st3ionJYabS2rsJdQ40B2gQpYFHK/wCoOtadQbjyFfNK62ueowwxPL05VYIPOtswaQ39tM8VHXHMc+NGJ418S+WBtz+JWe0XjJXi+tL7Vmhfcpi90q/6j7SSlCgFUO9SQQa+nVn2/Zr6zslvGaGMw1OcGj1Karm4b3ZXNw2OJyvdiGtaXPJ6BoJTtorZGEcgcbn9h5Nxy94/fJKWnWo1/hmKXfidvbTuWmQlBqPgo0Pv69G9rhOkvLmuaTgQ4OHYo41Wr+QGcsAc2QD5XNc1wXIoUKVaPA7M2/XLIWLaw2zKQy6Iq93w3tE+pSEhClbvodpBGnr1rfHhsTAclP8ACk7YpuXIMdIokcUkSeFcWyHJOVn5FwsCXpUpyFMIkuBKvmlKkIW4Fx07fT0pSnv1zvc4p5LciFRKOKqSOIHb1q42jmPuwHN7paBgnA51DPGnzD5PxPmO28mYJZrdhvDsiFdbazNusRbllv8A+63RDSzJiNvR5MF8lKUsOIWgpWlIJ2qHVShfDJBJtd1pdLpChcjqUJyTnVsd9RBcRX9t3WteUICkDSQVXMHiOgK4U4W75dZZn77yNkQblXPJ1KkKnMvMSPulNxENpYhDfsjW9lKAGkg79gSTVVa2zag7RHtsDtMUeIGYA4kkZnOgG4NYDJudyzxJ5DiUCknDAZDBMuApcgufGty5gm3i/mJZr3PtNwYt7ch5txT0aM6ZHajbivduGtPUgkilOie4Gd1s62iOpusOI92qoG0xmOeOWUAEMLQepxDQMz7KVJyFj+FX/wAo5lkx/InsVvU+8C6x7nAV9q6UPsqdaVFVHdYdQ66ppQQQupV7k0HTDSyVoDHku8MuQcUzA9OFEIYZNRjuGaWmTSFHDMKDxPA++qw8lODY10z2LDu/ImRXFlmIxdCtN0nR/vHnCUOR7m0w6hMh4U3blEkk1oD09b2H1UbX6zGp+U5qCnvqNuM4sbgwBpcGhcDpAUchx58/XWSi3ux41Y7XaLfbmI0a1bHU3B5xSFoUpSUhttOpLSnRu0J3rVoOrPa7XDG1rYu60FRxcSvPipyoFcbnOS7WS5W48GgJx5JxNWjlHL97z+xRV3yHbBa7al1pRAktNyJ9vi9lttTS0l2K4lCB8hRQVT/E9NXTY9ue6JoQkqQQdSnEdi1vbIpL8iYvD+DERA3IlQe8QaaPxHfuJ5HjRBRj0ktzZtjQ4zGkGR9xEuURZXfm3Zyvg21IJcKNugS4AmvTcBnvN4a2R7HWxaNIGGCIMM1HHqpondWUFrtTpPDcLwOIceCrz6+mNAJyTzffuOnbxi8S2Wl+IylM6zMMsuLbtcC5JDqnpC3ELTKmyn1EhBJCfX8OqV5rjbte8yxEBweGvCLg1wwBwRVBwH51bvLGrcdvjLnODGK12Sktz08UQjE18cNc527JLRJ/dYaG5SPuewhyOhxwOHf21tjtV3KpU66HqvNnMrdRbgOyjr7GGJzg15GOROKdKsLGuSbaJkw3WNubSaNt9hJUVFWoH6YUABr6CoNenvEa5ww4cfwqO+0h0o15Xr6Z1m7zyxjMZon9oW4kJKgBDIoU7gQdjZHx/r+PTrn6m90nCm2QRMcHPcDy7tVs9zhjccOvIsgCQoAqUztAO4DaAlFPUV3a6a+/UczAkZpT5ZDzCc0qK5Pz5FnY7OTarW83ISy4hpYa2N7aElzdtooqrpr0zLcENLWLq9MqXBa2zpWklxC0JfH/ADFk9xut2tF87rkaQ86lKEmpCXTTYa6EpGgJrQ9Co7mSZ/huGnH3UWktrWP9wcOWPZTTuHi1IwHstII78Z0lBUN2rX5lCpCdPf0J6+Jn+W+xPtPu3dTORJC44DPEHNB6+PWvUXkC6ZN5bt2j9ISgp5UcnQL5OYgIcbWqS3Ic2PIQh5NVIAI3haT3BSqQQfQ9fRX/ABY3AXn2qsiSoYCxMkRD+Pqrjf3FhjZv8niBA4A/h+FWXiHJ90t9mt8VyKt51lpKXVKlAKUrQJ9VkkEilNASfp16fjmczE4muaTNtzgGeupnK5juzDClft6SlKTv/VQPglFSEFJIBA9SdDTp03buXvqKIrf+kp2/w40BuacpZbJ5Ngy4Ugtx0yWyWO8Fd1BWEkOFJ7dEj1p+alehxvJzKGtQMVE4nrRowWhjD3tGoNHD3UaLWe5bfcdhRGUMpeQG3E7nUbVJKVbkrSlPxWDQ+/49FY3lwCChb/pWSuVoDeYX3VN4Oc5JDs8SLJt9vmqhNhSFzEtyEIeIostBxpZbUKgVGo6keIWBOBqJKbMO+RpC4Ej41F73yRkt3AXJhRtzCdrakO1KEpJrt/T2qCNPXWpPrTqNJK56HAJT7HRNODcDnjhVI5DzHkUd9cd+YiIpJSKJkmh2UAJ/QrtA9+mH6sw4jCn/AB7UBPCaPaaHDlLlvIr5BXbXLiHitTiFJU66ptatlErohCTp9QQPbqNKXujIVTU60ntGy6mxN1jI4n2A4VneHro+mCw7JuKTMCUstiqlujuPIaV2kqSVFQKq0r6DQ9SNvY5zmtJ7xcB76Y3m7Z9I56HSATw4A++tuTxt8f8AIM+8doLcxw2O33i0JXEShvaktPMFDstjuEvtJlqJOutK+1OugeaNytbG8NtGA6UNDSnA4Vz3y7Y3V/tZeFZGS4r/AFY+1CcPfWvd5+cJ3PhqDkdlnXB2+WZV7ultZdkwUwnA4wx9yhyCpCiqSzGbUNzm4qI1JToOq3Z2sMDi+NziA7Jw/q7wQ8Rn2GokrbhlwIp2sV7XHulflKEEHLt413eO/NWS5PxpbsKnR4jlrt9otESZd/up8i8z4inVIYjoWvuupUGRRKkKKzptSOjU8/1IL3g+NpAzz9XZRy1hcy0YwEeGWOICAJp4Ekog54daaxP/AJGeEsZ8e7Z4z8W8e3GJmr1onYstciytWLCMOYkvqNxyCS8+Rdr1eZhWtzcGdZKg466aU6gbnHNBuh3KZ7zIxg0MQgDuoNS5AZgNUnpjUXbbmK72Ru02ELGQSyuMk2Bce+rwxoxc9xGnU4hrQueApRV3y7LZnKt3t1yx1E22qYj2+Be+4mXNlb0tqiSZKkBS0NpSlKGk+1BX1635bYX38ZBcTiD1UceWVO71K7RIJGtZGSEK4kN4Cp/mcJaLUkzMfkQiGaSH3oS0tyW9o3qRKSgKeoQagElJPseulyFsED5JnLGi80AzCZ+yqfJK2XS2MN1g4+v4UWvh/aeP7xd8c/dY0KVAhT47kyK7IDrYKwpDbzzjiSgGOrTadADrqa9Um6vCRNLC/gS0jhyIpVraRuvYfqmHwTINQPLivrzWmzeU18t914yiYPj7kGBbLmqJCmqQ2lLqoLS2lJjNOooEtuBIFR7fXrnlnuMlnuYvCS6diuC80616J3OxtLnypLaI0McGtAGQbgchwThS3/LjKsbgYZi+BWztoK2FGSIzgQVBhhCy244lKVAqKaChASD6V6qkl3c7nem6mdrlUuKnFSUwHAJ7aqht47eCOC3YGxNHDD+afwpe2V8qeMnGK+NMcyq9MXebnN8i2eYy9KiSWmHLu0mPcXJEFILtrMEkNguU0GhI1B4BogOhw8bQvrTJPRagvkfG4Esc5ZEKA4N/qxwI4cz6qE3zM8UuKfHvm2w53wDk5vi+VYsOTfMYsdxbkwGEMRf1pHZjFf6bbavmqgNSdSOq75a3S73Vs7fAIZbuajwCjiSVYSf1DNODetPbjbW9k5sckoImY4oT8qnBOhzB4ZVZnj7ZYMeFKXDhuNPy3QtaWkpAdclbShFNtSkOitfUenXXdrndDICAjSxfb+Ncq3oNGsKC4PAw5AZ1HOdfGbmrim85VzsIbbuE3W2yXJFqfRMnBhBYSVh1DIUqH9yugacCFJB1rqOrBcW75opJg8a89GaYY+s9Kj2bhNKy2mjIyRyop6c+o41QvjRfsNteYW3k7I5RtMmO524toksN7A4kn7hLBkKQ64pDgoTQCnpr1RbnYXXIdPEC6ckJkABx6qnDnlVws9zjsv8App3tbE1UxxcXe7p2UTfJYXz/AOQuE5jlefs2fC+PrRNvVktYm22MxOuwCI0d2K3Kd7IegR1qcq6DSvx11EbbAyxkdoXWWnM4cvd0qRcXrZ9Ik0iMEfMCiDP1uPuopfEl+/ZNxDyfkNyy255V91md5RGmKmO3hEO2RZrjEGDHUttDTUhCEA7G0hCUnQe/R+4Ida6g7UzQ5MVGGf8AGnLOYzNc1zS2Vr+8UxOr5fUmA6UVHjbx5bs0v+ZN5FcJzEO1WxLrX35TEXJddZJV9pHLQS/Cin/rGoO1QI96VK3Iew5YEInWjfhkO/UqcelQ5WOyY7WT/sy4z8O3zrg3EL7q3+0wlwqaYKnlKcKnNm9JGiG6Jr69GoUwaeaUPejxgMUX0NTDL8a44ncX49Zsci7cxmsmVkt/UhFUNqhyHpchau6t91DynRHSmgbQEaCop0+4GQObImkjhgV7fhTkYaGxCNRKDiVwTgEy/JK1DuSOOYV08ks0wPGnUz5ruSBhKozbBccdee2OLKQuiUorX3pSuvQQ3kcMoiaGl+ATivAn8elSH7exwe5z3aQ5xXPHiBT6cItXH/8AHn4vz+RMheYGVTLPIlQ0SVAyjOcZWkzBvAccPyo2BpXSmnSHkXExDXNAXDgMFVw/DjUcNjha58bHuOAA4noFyXDUcq18uIPKbkC++WLHkLmMm9O2jIcjj2RyzMKdMlWOzJuy3NojHcQ5924h1wD8yCR6Dobul9BbywxsKhe8BiUOCnqqYZphRvb7J0cE11OrnoFPQYFjP9AHBUc7HjW5zbOGcZzjE7Pl+f3tu1YNPs8KSMXQBHiuJksIcKbhvKVKbDxH56JqSKHpl8j7Z5axTKOKKnpzrToYpXONw5LYDAKntrq508ssO8XMWw29ZoxIunEWNIKrLGtcVD9vtqQDHVJaQgONuPRmnSpttOpSVpa2kisizuJrlZL2QjScV5emVZK5jHtjiH7ZGCZYkYAcCcq1d85zJrz+8r8pyfjeyqt1hv1zhRYTEdt2MlFqiq7btw7KmlSGvvCqqUqoSa+ladQrl0d3cCO377AChyXHM8hRKOS526B5laGSOeShxQZD1jllwpp/MXIvG38cfj/+22hpqRyHcrYlpplpSVXBEyW3RtKWkEuGbKWQCrTYPp1PhbGe6e6xDiABkPfjgOdA5bqR8hkaxxlcg4454lMhmUGHE1r6cf27KvIXkO78ncxXZxuGmW7ebh9w6tce32xh1Uhq3MPLJQ2tddqlChWqtPQdSbRkO5XPfP8A0kIAcf0g8Wg+81Ohe/atv0vAN/O9WtJVxU/MejRk3IU6fibyzwjjvj2RY7THt3HOLIZS5ab+X1MSrzIiJKS5HhhQdXLcGgA+SgRWp066RablYxQARtjhtmMRq4g9clJ45LVautv3Ga9ErTNcXjj3mjkOGGTeeKUaHi95J+QfO0O8ZfiLNt4zxayTYNmGUci5HItS8oQzIaC7zGsc10N2y2rSQ2l57Ylxa9qUkA0pW8eWvJm/2Tptz2PbJYQSGvlgha5xJxLS5oeilSpONH7Xd912m9ZYt3C7kuHtV0MQdMGBoXQ4jU0FMAiYVsB8Kcv8GRrnlmO5Jdse5OyxOM2pUyLGyGxuz8SurzDxWtLKJzsVhq5KWFF8VeQGRtTtUR146+6v2l+xXk3dHed912PapYL23Nv4ckkLBC8F37lvHIQxviagHygF8ZY3R3XOB6j5U3/zHu1j9DKbmOWCTUH+E/8AcYU7ryQO8McsHAlcga/ka0z56506xux8ki29wKkO295t8MggvKbUlpa6dtv1qQpSUk06+Xm5fYrzlZMufNHl/wCn3jy5bylzpbWQSOiC6tEjWk4RNKFwKuA1Forqbd7snabW71W9w8YB4ReGBPE8qs9fkvbI+ENcRLl46lM99TbMdx9tN0Wy0+bwtlhgOgOFMqOVElBWE1FfSneGf5FtH2vd9t/oYn2JYIvF0OAZH4gl+UDSSXjSrhk5RiiBj5ecdwG4Eu8QfkmPqPOvyQvH6atu6yrA8lUhJeWwylxwFttIcqk7CaUJpr7CvX2A20gxuYnea/3VxHcnYeMD+kD30YeTZZZ8Ggi3Ntx7tlM9P28S3xFIcCCoaHdQj4bjvWaJAGlSR1m6bpDtkZb812R3WKnrceDfeeFRbGzn3CfWmmzAxd+A6n2DMmhAy+1Xq1qN2nIX95c3w7N7Ta0NNpVupHZA1DYGm71rr1Vra/gnlcXka3HAnJxzIA4Jw5jGrBLDJFGGRBwa1F56cvTlWAsyJFynRojSF7XFpDgQk1DajQ6LNSR9T6dP3N/HbN1lC44AczywpMFu6aQNAOnielHxxhgFrt8ZtTbHcRMjNlTgTuLbqgR+am79UmivckdUfer58jO+QZBmfw7KvG07eyNwY3GMhexfz40/rwijxZvEN/toKFT7ZGkbUigUhtA2LBpq5uV8vTT+leuU7q8fUscvd1Y9Fyrt/l2QMsQzjgPZhVbyGUWK35Zc7pFU8bdOnOhkgOBat6lsheg3IXoTSoofTqa6Fz3aVRx/nh6sqcvv2i5x/SMaFrjTLZ7GUX/lvk+6RrLYILi4uJ2hbwbStQqyJCmiQHFp9gB8fX8eol6AJGWkDXGRFd0HAL8VqvCQD96Rw7ch6qLaJm8TKLUzcEKpEnt96M6pQLa0qHxTqSlSFHUn16etonuGtuZ4VGlkB7ua1SPIa3I9puIYR3O4gKLaCVJ2DT0rruVr7FI9erPYoHK7kfbQ26briTMGlVZslVuyB+cYiNjy1dxOygboo1B0oFCv4inVqglDW6eAqkzsDZC5wxVKH/kaIxLjLfjtpVHWgnaoCiCR8kglNCATp9OiNrIBeRvX5XAL21CuIQ63egVufp2VVHDHDlw5Lya5obLrMO0hai7QFtToqvYVAFKSlI9fQV6s17ftsC12BecQD0oPtuyHdXOiBcGt5e0j2VZN74ryLCL/AG5c+A5IiMTm325C2dzWxlzunuJAUlbYpQ0NCDXqfabtb3cfdIEyYgcF49B+NQt08v3O3ucAC8AEtQKo5dvKnb+Lz7VyxG0ypuKRWoz7jTfcQHe3RLZcDrhWlRcSpw1R7IUem/MN26ONqd1x6pgEx60R8sWQdaeI5fmOBHroluQebeL+NYrsPKLRNdluRtttYt4S93pJQpLKF67gd5AFBodAK9c9u7+8nkEcL3u4uGCJ2rglWkM8Nmtzgp4Jj2VV/G8a9+XVxhYZBw+9WKzwJLlxmXRiOpKftGSHGmSpKEFlpwAaqIqSanqxeU4ZrrdSwAiMNGt2YA/M5UF3y4babe+fDWPkBwVxwA/lypnNj8ZuJeR8cVE5Ax+ZJXgtq+0tKbZPdt8aQllCWe7MZhvNKefWNFJWohRG6levVOwfc3zV5Ltfp9ikYGygai8EkBowA6ew15o8xeRtj3+Qf3WISMDy7TgRqObgDkUw5VYfjZwN414blmN3vHuN7UvKIF1ckRrvdYEaYIb7bimmnEffsy0vykVISqnxP0OvUW/+8P3A8ya7O+3B7bKVpDo4xpBHLUCuPGodr9ufKeyujuLG0Auo3q15Iwx5AcOCZVn+X/ILiC/eQ+S+MfOlkx+wT8hsrNwxLJlswUJuS5bq4qo6LuGm1yZLZKd7ayFIGlKUPVG3e2vJ4hPDNK+MxjVEXO06MVQKhx6VYbf6OC5dHcxsH7g0zBo1NfwBdmv9JOGFKu5Dt/lH/HLyddcy4xXKzLhi/F2QLapbrsOKypanWnm1IKmxtCgmo1Pvoa9U3wmNiJaFhywwc09nLhjhVkZNI14aQs4dxGEgTMp+peI9lV3fODefvJXGbx5r41yHelZhaSLhB4+XdPu4sFEZQkPRxbGipIgkfBSCCraa/h1Aebl0wbaySRta1A1UYeeoZHVxP5VLZBE9hmljY5XfKMS3h3SckzQ4mrnw/wDklmcm8F3vAMttZw3lzHreuyJbfbXHJlsJCUPR3mEpfRHU6jegp1119T1IZI+GYSxBC3ME4g+zLkTRRmylySTvPhkrqA+bDDsOWGPMV2+InmdyfEkq4m8gLXPy7E8rdkQ416mbX2FMPrW2GX1OJVue2OfFZoSPx06bj3K5kcTd4XAKgtw93Z7aD3kVlB3rd4fDxHFeJKcDwTEJjVGeY/jVFwzJn7rxnHalYXlahLmW9lgboZWSSpkMuLQzJQiqdpACgK06KWrX3M/iMI8VeWZ5jt49aDSTQW8IMryWqmeQTBeiYVivFrxT5AzCNMuXF3Hs28xWVvxnriH48dYdi1XcFKW+UufbQir9ZaRtCiANxGnX/LdlFDbOubmWJgdlrcASQUUBMMcOvvqjb3uD3EthjlkDSAkTdQxCgZopGPxSruncI3+Vb8owbNIEix3WBLbXOiSUukIb7anWizJSntux5CAFoWNCP9OrDKyLxvDkIc3oc1GBB44FRzoCy5M6mI6CoGPzAghQRwIyIpcP7xccMy6dgtsm/b2K6KTjtzdCUuBK5NxLbhQNaq20BPoD1Q/MduILp9qHahGwIcuBJFXDbZ3mVkwBaDNkuBQoFqK3PI/Jbxuy3Ise4bz/ACL/AGJdGZrtwS+48zb2o1wcSFwnShsopvV+nqkIBrUa9cp3vZLK+8KW6hDnOCg5HAohIz9ePqq/2U0cDnNa96tRUQouJUcDyGXA03TxR/jexm5eMuW+S3KeaRr7kmUWx7KJLbktlTTLsdDj8qFLaKiGZDaEbEp+VTQ616pknmgW19/bbdgbok0FxwGGAHQckxNEXWc743XRco0qG5lVX14Z8BwoRp/N1nOD47b+O7h/28C7SrU6wFDc3GanFlgFddyXAkUofb06vjrk+D4SK0dfy+FQYoHvk1qh6j3IfQUTfFHJmZePnJWJ824rcJ1viITHg5jbrbJcQm52KahCpkS6Q0LUl/ZXuNkiiVV2/Ko6nbbcOsZjJibWQaZG8COBI4lpxBzGIqHuNnHfW50gC8iV0LlQh3ELwa8YEZHA8Kc1nlw4r8hGsI5GwCO1kMm/W/7i6LjIS84qEhomb3lpWos3OE6dUK101/N11fZ94lZaPt3SNMCAsxUaSMl5cOYrk+/7VD9Uy/gic2Z3dlwTvN4kZrz4EY0m7OsPvWDcvZzaH3nP2taUCAlSiEdtSHZEdIAVSjLdCdap/r1aNkapM7P9st09VH8MardyxzomsdnrJ50AM/I7tA5LTGmuXLa5NKY7KGX5EMgkgqXJBASVLACPofp1TN13vcovM30Je5tmXtAYGq0gopLsyeWOGVdCstt29+xC4a1rrrQTqJQgoUCcBzrdW8EeQPG/jPxlxOda5tgZui7MxOvzryov7lIu7rfcmm6KKlSWlocJFFagaU6D/cCXd7jeXRP1/QtaBEAUbpTMDiTxPOuh/afYdpGws3CDw/r3kmd7i0vBHD/SEyGASlTeeHkCOfeVrPaMMtFvZtFgU+mNMQlb8q5POPJQGoiwCpuOhz85/KFKAHr1YPJbJNvs3CYoHkHHHgcexKpf3Uutvu93ZHYOMn07NLnAAAvJ+UEYnTkepqvuCbZluN5XJt92tCYUuQO6W1rQ2twOAAFRPb3tbSaV+nR3drqC5jb4bmuHSqHt1rI2Ul4IPxooOYbG3MxudZcrZYMS9QH4PdaWHey7Kao2phtQTRxIUPXRJFPfqtaY7gac2Ljww4oeHSjLDLbyNeQjuHoKVjaLbk0LKJfHvIWaMYdxvis2C/ZosJaO7LVHcEuMi4KNGghQcQopFACNtPWlT3/a27PcfX20RMtxIWqCqNAzTsQHmatlhcm/g+lnlAgiYXAIiuXAA9vPhwpyfAnIlo5T4XvCZ0G4RsYsky8xYF0Zcjxcev8AHiL7Kbkq4PETYbMF3ZuABDYKFN707qL2+4kbdRyx6WSOwIzwPTqMxzpN+2Oe1k1qYWgY5IRzPbivKgJzLwV5n8nslj8zcR5RNQxxdkUtlNjitLajXluClxM+HdHi6hUc3aIujLbf5EKSs1BIFpufpmSMt7h/hOmY4NKhCctLuhKYjI0AsZZpIpLmBviNt5GucMdYCggtw5ApzxFAVzLxUuxeQWH5gqNcIDt0tkiz3WLK77UiFdbRKDjkOQyTublRkuqSaFOqajWnVctYpVYZcHxamJkhBVD78eNXe5lh8d7oe9FO1rw7MEIi45cMDlVSc7chqhcr4fisCPM+ylyLci+ywXn5v7Yq4wxdpAWtSnBIRby529x7ilUB6m2t/Hb30VtOpYXtLipQNUau3DlVa3ezlktnzREeJ4btOAxKFB0C5mnZO8o+CXBXOfjJyicet2Z4RjUy8f7sg47b2coVYbdcMXXExjOrjjs8pZv17x6+qCzDJEhTalqSnuISDd5JN0udqvrczRw3smptvI3DQCVRWqWNc3uh4CtJw41T5GbTb7rt1xFBJc7XE9rruA/+6gwCPQPc151lhIY8NQ4pUz8n858efMfkW5Z7wFbZFtxy34YbJfcqfxaNhEjNr/AkvOKuDOMPIS8hFugONxkTX0IdkIJqKIBNRtxf7XbwWW5yme7aSp1F6NcVDdZxcmJ4gKgwq3Outr3Tcrm+2q3da2BLAGljWFz2tR0nhtJEYdgCAh7qkKao6xYfesS4Cvsmwd1z/aM924MApEguW1xoudx5AV25MhtgEFI+SigU16tO2yMj3i3c8pEQWk9uXtypu/DpNnnAA8YHUOOX8MaEbk27pzrDrJmbTC1vhhECcJTLbDklxQ3MvyGmgVIW2sjthWqRUCvr1r7g2cclmy4jCyQvLe1ruB4912I7TS/KNw5h05MljXPJw6/6hn6qonjd+9wy8hmK2hxUpwpRR1CqBwnRI+QIroB+b265NbKAR+mrtICSDwAq43P93OSGJCbbubqADsco6B8jSu1VKfWpH16dRurP1UyM+i+hr4zPJ7tCsjjUm3tsPutuBJbRsWjQJFVLodQT9SD7dLLw1qjEVjWK8uPEcelDc/BzCS07LcacEJ7a6d1diUJFRtNCqmlPr1APikqcqU1gXFE9MalMK7tO2VcHuND9JaisNoDqVlNNqVaVNE6j/TpsqnGpbQAA5cqpqzWm5wsgkTkzEtDeohtIS4lI3BQWoHRKvlT69QiNDi79VStRkboQIM8aaf4r5I/csZegy5BedaLqEpUhLRCaGgTQjckVqK/06+V3+bmz+D5yg3Rrf90KSq5hFTgMq9A/au6M2ym1ccY3n2YH4UK/kCbnF5HcQzIdYZcS6ApBQpBAVuCdqk17ifU6ga9ekP8AEK7il+2P0jD34pQo7Qi+6qZ9zIyN+DimkxD41FLVep0RoK/dHKpSSQpxlJpTcAKAnU6a+/XsCIKi41yiQElAiL7PzrIzcsfeZUj9ycJKNqk/cNflIr8khWia6E+v16U9pPygolaaxCpqgrvCDt/buInVUlyg2yNzhNdy6KRVtIodPSg9OmRGA4O4ipziPDQFTlV2W3OZMKK0w1PUEpQ2kD7pNU7aipAPsPXX+vU6NqBEyoe6EPcSXECva/yVeFN9tu6HtEluhl7dpI9UBVO4kj1oR6adOlUyWmBb99S9xHqrzKzGa0gL+/3d6nyMlZoSKkpAqAddfp02hJ60/wDT8FOFV/c7C9kalzmXlbF1ASHXCFBCikqUTXYpSjX6a9NuYpWtq1vbVRXu12qEtcefI/7hanEMrUVghVKOBBIAoABqfUenp0y4EgipDO65rjln6sqsrheDa3b5bI6ZrjjjkqOnb21hbjLbyXC4lCjRSmdtQnSo+tepuyhNzia7BniNPPIrQ/zAf/uVI5nFrh7QlbyPE/kpxdjvi5YcnZya1mJa8Ljlf27rb763rdAQwuOYjW5xiUuQ1t7SkhSVaU6N71t1zNu0khH/AErzq18EzVaB7Nu1rB5fa1pP1cY0FgTVqyQjhj7sa08PJrlXlPlrN+Vb9fLXObxSfcbvNsjtzmPy5EG2SipXZjsvLW3AQSipQ2Egn11A6F297FPcB7HYlxAB4AYLyUjHpQc2M1uC6ZquRS5cyce3BUHOjI/iXixmL/Y81uWKu5DYrHMSy48YSpEKHM/bpKWbk19wj7WTKt7i9yEmq96qkAjo9peIHPaS0khoI4Hp/Cils9ro4GPaJGtCuaUQhcF4Z4oc8FwrIecvLXHs/wAsJWUM4scdxq3YJBsT7q47MG53qQ5PluXLJrnDjpCEojIWG2EElam0lWtR1l+C/aII3SF8zdZLnYYF3y80bkF5nhTVhKx27XU0cfhWxcxI2kd1GIX4YK/FzgMAgCrVE8CXKPAXkfIzt5lZBb3LtJk2di7dtUl55G1VlcfUpNUNvRgnttBOqUAjXqx7BbfSbG69IAkke7FM2gAgDoTkar+8y/U7i22a4uiDARiMCcz6hiRV28v8vZ3ypa7NirWAPY1bJMRL6LwtD0dxbCxWQuMpaQloJCTtJ1r1XZ9zeYXeGxzS5VUqUOYHLqeAoiNnDO+5zSNKgJ1+YniPVnQXY9yTkONcgxMR44yeW1d4MhZmxly0OMoZ3bZDcxhgBTveWAN5qEj1GleqrLub45kiRAVK4tHPD8aIQ7aJGh7zg4o0DM9Sezh76Lc+UOWyHYtjzq8TFJhKbJksTVyGO+2mqYr21RFUFI/LQdQJo23T3Oa1qlcfyqzR7jeR2wspCXW8aJxyyXicOPtqqpHL9r5U5IgPZPJchYrbZZbuDq3S0HEoSSE95xTjcZp11sHeRT0/r0Lh2+G2mHiO7rii8gBgp7czT04uAzxgFeR3RmepP4AV52eOfDTy+vHM2E3rK4WPXjBbe5ItdwcnRo8xd12FyIq3XNBbVKeZebSEqaJIB1UajoVvl/cbbHHdWbBMQ8q0AnhgDxx4DsNbtYI9xkfBK9zGtbgTl1oXfDfi262jL+Rcqulxuub2yFux7H7ndZq5rxhKS/E70FSkKjxI4dY7RCdpcOvoOuxbXYCy2FrzGWSXYjm0kBWlEcztGTjmuBNUTc743Fy2RpQsD43dUPdK5hUwGVHt4/4hlsCwz7gmMwy8bquTHYW20tcdSpSlBKgpJW0ChNfoAagdMOv/AKeIRBj2zK44jJcilC22jbrU9xVhACfqwozEW/kHyDzW28XT7W3dIUfHXZ6YapMuLbGewtpLkq8vNJDz8MLAbYaAXvdJJAA6YbuF5cOdqLWRhpJIyXIuIzy4CpDNvic+OONhfOXIG5KBigPPmcBSJ+Z8WnYVzzyJgeaYjb7DKwy+S7aLeghUhmM4lcmHNC1bd7brCwtBCdEnWp6andJZu8IIGuAcCCSC1wzC/pNOi2beN1kfuscWFpA7rmHFq8SOfKgayXMLzccql2R92TbbbGfbESa6y4ICnU7klv7hlS5EV1ST71TqOgU5E37gTUiIMxy/jVosLNkfdJcXEnE5dn5VsefxkvWV/wAXRb79eIkxb9/nKmxLS4y/eyj7pxDUN5qI4qU7cGylKnF6KU0QE0B1JRXMbdqibK4agHh3rOR6pWQ7dPHdTPDXFjnhw0/MgABPYDlyq+8hx662rNZD9otOYY7jD0RA3yHZMJiUA04Fx3Eqe76mCSSe4r41odPQFBNC1xbCWA8mnIdlTJGy+KDIJAzgXjM/n+FQe2qS4zeIhluxe+l1tpLC1bnW9dwLvqpn2WDoa/36NWzm6k4rhTErDguSJUcyHI8ex3ArpBgvyZWd3Vz7JuEVuPGC273Y7ToVsLUa1R2yV796luLVqnTSQ+QCMr8yenqptkZc5CO7xx4fx9DSZ8M4Txrifnm7cpTLnGn3t6amYIjjjr7J+YcS8laUdsqUv4uVGlfXqsf2+UTeIEJcMh05k8c8qbvd0czVbsB/bIKqEXgEFXZ5B47M8vZdvayi+tIxy1qStmxNyXIsQqjgBKDVexbDSwDsHqR79Zc7fcTt0NIZ2haH2++vs5PFlaXOIKBoCN5+s86oCweKHG3HGW2e+SZcN79pkIkx4Q3vsPLboQQsvdruilNdR7a9QrfYvAum3D3eJK04cQvPHlRN3mW5urdGK1rsMSB7RxHTnRPcm8o55y/bnMHt/IgxjGDETEFpjLkB+LHZbQ03+uZaW3EIUK0oohQB9B0aNo9wLAjTzzpiK/jJ1yO1O/pBHs6nlR38I4XjvkH43T+BM3l23LLxaYD1uafDiJb4kMMFpEkNvFTiTLYAUaE6nTqEIHQTiORHB2K8CKM290y4iMbFY5owVNWOPuOGNK04/wCNLB4Vck5LbLM43bMmt8laUpubLMdbTC3VmJLaLklClMuI96EVHp0Zh2i2gyI0PauGScE/HsqNcbmLtgD3ObOwgFT3lTrw4jqa7uR+J7Nzxf05vyLl9ovEshao0d+Qp6PBbcG9a22+6pCn17qbyoJppp69NzbbBI7kxuAAVKkQbiLMeHHGXuIB1KD+NCRnuEYWxjeRWDEr3GgYtaJrL98mpcjxfuIcJSi40w80tQWCtBKSokeg9OpsFhFFYuji7rFU+nPtpIv3y7iy5kYHSFpDcMl/Ac6ozGPJ3HI2Y/u12xizX23Y39tY7BGukdCI+PWxGxP781FcbU0uVMX8w9tLigncD6dRbe9YZ26w0xBwGohdA4uDeJ5CiLtuLrQwRyTNdIDr0HSXngxcw0cqm+YeQfi9mE91/L5fIvK11jvNuRMegXmVj+HsSFqUGW4mNQpjTspa3a9t19pa1IpQbj0Tln2CUmW8ZPcyogDnBrB2NGQ650iztvMdlELfapLayhIxcxhfKf8AjfmXDiAUBPKrD4m/kSgeL0i+zOD+DrThM3IWURb9JvcSZPky0w+99ut/fGDqn2EqKRUhIBBpXrm33B+3v21+5dlBt/m3Z4Z7a3cXRgPc12OKE5kLimRqy7HfeatpMn/3RnumyEFHgaWkBNTeKkYHFAKmzv8APt5b429eVYZluJ40q929y1XNtGOI+1MR9z4SVRHdqXJ9vdBdaXotNaV21BCeU/tf9svt/Z3G2+UNqhsbK9/+0MDnv8cJp/cBJaUGGABTjRK9uN33Usmvy2VzCrFwDCOvu5c6uTE/KjBMj8beU/Ju48j5dK8nuPk45fcfv86+ltm2MXzMMesEuZZLIoIs79tfh3mTHfeShagw6oK2uJFePecPsvbH7veUvMPlyys2/Z1ovYt2sGxtDXSmwvDbTyO+ct+tFs5pUI5mkhUW0WnmTdP7BdWFzKRvfiNMLkCFnixhzU5iPWDiiI7Ja1V8Rud+i3MPWl0wpMl0KEjbQp3+9Feo2169FieSNhc0lq8sz2VTBbRvcBINRGS5UxHjjjq1Kt7WR3SY5cbnJQFLlyVKdcdcKdyU7yB2m1GooKbUgdUjcLpyljyXSPxcScT6+PwovaRaRh8rTgBgOuFS7OsRZnsJt70RsoeQVtroCTt29upH5QUev0HUK3nAB1FDyyx6VP8ABMhVoxBz/A1lsJ4bw4wUXRxB/cGUGraEhSXABTc2qm34gagncPWh63cXjgA1jQDzKkr05U/b2rXgFy4HLnREYRx/LclNNQlkwVpC1DalSWik7k0SkghqoH1p1Wd0vmiIsdjJl6upq27VaOdIDlHTJfDu9OYbyWrFJCnEwb9BUEVKdr20bH0BWoJcQr41oaDqnbroltA9QHawF9WAro2yEtl8E4tdlVq+Q2GysdRkyoDHcYmR3XmkpA2qfQkpRQehcLR9aanUdENtufqjE5+S6SeoFFt3jL4y5owLU9Y/hWuH5PT85vS8ZZecuVtsiciiszm2w9HjNNNy6EqUCBRSEVrqNadXG2t7OKQkNa86CQqHvcF7MU61y+/+oc5rAoj1D2caeFxdarNF4jwIRZTcz7i1RkrdT8i2V/KgWolIUmpCq+poB1TIJ3GZ4dnrd/6jnRt0Q8MIvyj4VGuRmGocJbqaKZDTgU24QkbqHehC6ErFNNQKn16O2x8RqA41FkwagpV/IDyXLrPcDCVx0LV+k5Qjelfy2FJKTsp/fq3QMVoBwJFU24AdMTwJNVHdYEK7wJqlpbQ0zGedJPx2LaQSSSnQfGn416d0lkjSuIcMu2kvYx8TmoAENXz4b2aArFLrMistEyZrjTkjtgBTYkLSsqKRVRWr3+lepm8SOZMA8nmh7Bh0qf5ebHDCXNGJX40Z87j+Beo5jSLc1JTpRt1pJT8fzrC1VWAT9KenVaffPheXNcQvX3UadAJwjgrat3jfI5PGEdNrbtLEm3uJS0lt9gOMs9w6O1FSkkIqlRICSNB04/frmeJkcxEjGZLmOCE8ky5VAm2yIL4ase4qUyJ/DrUwtfHVs5Fyt7ILwywqE3FkySX20Ox4jSUKUFkLCkhSKkUNAFAHqbY2Mt2XSggQjEnOgt2TbjR+rUlX74K3W9Wnk7OrVZrpEjY9cYqrNEms7WjR951orY20SpKGkEKB9SNOr59v5Wy3VzGCHRNaPauCdoSqp5yDXbTGUOtki+6meWrFIWJQ82ttvua7qw3DbaemfD4SVtl5aNFf8gqVH1rQ9dNu3FR0Brk7pnTsjkc0NcVw6KmdY3hCM1BvFtcWmSp37xCypAQuQlL7m7tEBJ2LWBoog+wHQi0eWXrQPlIpc7S+EnBQRmUwHLrSnv5zuAc+vfOPF2Scf4nkTcu643cEoudrSYSItwiPMTI0tDiV1bvbKhRxQoSk6j06XvO4utRa3IkAQvaodhgQQnNATWWptRNc29w1ySRsKOYoIxHZnieIPKvL4SeR3LsvF2vG/wAxsKu19sdyaVaMazeW01LWhlxIYbYuFFOLZfYT/mTQnUfToY29t74uuonMFwM0+Vw4qPiPXlTAkisf2i6R9m4gNUHUz18Wg5E486j98wjmz+Prmi6ZNxzInZjwPl63pdwxdyR91HtiJO9RehM/qtqYUhf6iCBStU19BDjYDO5gTwncMe67M6TmB0OFEGXsZ76/9TG0lxJQSN4KOKc8wKDzk6ExyznN15KwTHJNtamKEmciLAcaajO7wpSdrLf6rgc0QlIrUkGg6sFvtqrMg1E8lB5r16VFu/NkzrYbe0OFumOI1NKqC1wKJ70wqcW/lHPMbtlvtzeOobdi9tKpcy3MmeppC0jfIYWjtwmknVJJBPWpNntjIT3tJ/Sv45/lQ2zt5btusnTn3kw9mRNH5j3KUWVxfIlXawKyGVLgPNhmBH7rai20lJlbu2SlSD7j4g/X06lDbxBKJ4HARtxAXHDgOdVvcLdwmMDiCG4HUUVeKZLTEf4tMsta8Bzm22ttGPv2iaqXMZm2tXZgruBdUta7mtG9UCcUfrN6EKqdOjhnkl2uOQqWiZzcRiDpDkPQZgnCk7Zbi2uH2wLQ8xa1VQe9pXmvAirSyBvEcwueVjLrPbnr1c4s8xpiKstSZEdK2UtJdbSgNxw0lIjoACUJGldT1u18wS62eG8gtcAcFCcUw5YimzsbDK65uGAvOKqhXgo5cCKQLjPjddcNy3kLJ+TcWc+ygZVcXsdVJS2WZtoan/c2+dVaQkPqjmg91ba+/Unfbxlw+WWFdLnKXcU4e3Ope0AvdGJO7ICSW8nHDP31ZvI2G47yVxlcWLVfbdZEZe5PZcTaxFVOopQbaeQgoX2GS2jbqULC0ggip6pMkwdHoAc5pGBOC+rMH1VdYIi13fLQFQgYlOJBGHtWlP8A+5PKbAJFw4OhckZMjiO5zIlpZduipIiKYcX2lLWSUtOPxU13KrtUoUNR1Xd22Pb3TfWXELHTiMOVqqTmhAwJB9dTLa4cyN5idJpbIWjFMvzGPZThMz8K+BPFXwwh8s3PLrXlWQzYQu0qSia1IVc3bohD63GmdHQ4y8arSf8Ap0NBUHqp7fv8m47qLIM8KEBMcyRzwxcckFEnxPZB9S15c0nojQnT2J2UD/HnIFwyvMrbFty1TcdvMNtbTc0foOspioLpKttP+3FSipBHpSgJ6vjZHlrWDn7qguIILiUbpVEx9DTxf4u8A5Ad5Ayt/GE2+fxc3G/+0HXHjvbv7gBSzaIv/RQtTZP3CdK0BG6vVm2djorCWWYgQOckY/VrHzYcGpn/AKsqqO+XDJL6K3ia5154eqQBNPhk9wlf1KCB/pwNC5/ItdbZxz5NJxxp2P8Ac5bsWhDQU8iO82lCnUttoO1tYKySkaHrou07yzb7MCb5pfl9QQmqBHtrry4nEQPhxPxQ4I7MA0DWc5o1iOaY9jEzBv3i9X0pVa5sW1uvIfKkh3f2WkOOo2oG5RO0VBBp7w5vMcLLsN8F0jihDsEB4hx4Ec8FozHtErYXMMvht/pXNci0HNfjRbcO8b8lZDfoV7v8RzGsUfIlSg2mRGE6IldQ9cIW5pTCAsFFPUaVJB6a3Lebe9iLZUdcp3UGDcccT0wqVt223m2h8lorYSEcHE9/DAkA4pmnPpTAr3i/B2E263ZDir0WXkZjqKXG32u47LeQEpbDzncQ0y0uqkUSpZ+o6rDt5uomuieQGD9Izd09fHpU/wDtEFxI2Vgc6Z2Oo4hvVBgE4daDW1c08mZfzm9x1d7Q5ZJBbafxW6ltllNxgo2J+5VNSStb7Dqdi0n8yAANOp0O4TTRgx6GNOYHD1n8qWNngYXNk16m/Kq49SOR51PvLXM+VfH3EbRk2ezRk8JbgbYFsR952SrtFvuRCEkCRQJSs1Sk6GgNek297K1znscSAPx5UufaY4GgzsBc4oM+XPhVFcj2Sy864HjXLka3v93G5zdxulvjOqaektxoKJDCXbcwQ66tpxtJLaiSAaEdW68gbu23AwkK1rkCcdOXTHEUFYz6G5LXA6CWkLkQDj2nh76uji/nvlrMuLjAsFjs2F4FbGJ1vdebYDFzLUt5aJIkwSlMZt3srV2Fgb0h4iooB1zTabcWF4y2ldruGAd4lSSVTDkmRy7Uqx7vPJcWkssZDLaQgaAAgRFxHYMDxypsH8UPJV+vMvlTi9Tdsi2x64RbxaJSpjLd3lPymnGZCzCkAfftRiE7C3vrSiwAQejXmlkZtYJpGufNE44BU0nHFMRjgv5VD8lsnbf3dvHJGyGWNuL0XXiAi4EJih44ZGol5y/x8/YM3jP4+cP3W7JutxytD1zs9vtT0V8oJmxJsGKpTLsR9Cght4FC0rPySet7Jf2u5SORj45JAqLqAIyxIxHDmKI3u3X+yxhjpGTxRBC75CQ53FqlCpUJ3a1p+WMTaVyJbb06ptDqre+XGVD5IQFbQpQV+ZW78gTX0qPr0yyAzX7ZTwXCm9xeG22hc2D4+nbWJtK4D0W/uX55x63wWYytraSsthGpAQggncnUn8xNer7t7QWv8XEANrn164tLXBQ3GmDeIsq2XfHP2fHklhq5y5LURpaVAuPqW5GUUoqFBC2l60NaiihSh6r/AJgAF5GWJ8oT1UY8vyARve5dDicePbTdZ/DieG+GMjXk4izrXe7e684FIDMYKkMkIYUsbgAFOUoapP0FelwXrLm5Y2EnxY0U8VwxHQUYuGC3tS55HhvBA9eS9cewUkK38H56xYsxudruCXbGLi/co1rfV3SLe/IWthaJLigB9stZ2BIABG0CnRfzNPHcRkxvLX+H3ghIcQVGOQPI1C2WQW8LI3s7jCQq4jmoAx61WONcV8mfcFyM84y2p1RBKvgClRJ3E61Na6aivXM2hrM0BPVaubbtkgRqpV7w+NOTjCQl64JGxOxKkLWlIrqlJG0qP40+utesDo80pt73FyMKD8+NVNyLx3nkOMmRd5ReYZdbWUgLqtNRVJJ/MSkCtNNPanW5NL2jwwiYpT8D3BxD8cPm4VJrILXdsJk2mRHa+5UppXeQC24w4pCkANKGhHxrQVBJ16aDho0nmtMOY7xVaqc/xqLYz48TJMJyW6u4JQ47IeB2ehK1FAC1KKSke5I0/p0yXRBvzL2BKmasQ5PTnUPf8f7m/d3GmXH2ozbilKT3HEqWNtCpfqoIUT9eg88jgS5g7vDnRBjQ5FOFWlhDt14PbkqZYkSmn1Kd/UWXhT0WBWmxNEihP+nXnD74faGz+7EMDL+XwHQojw3hyw4LjjXQPKPmU+W9YhaJPEKITl19mFVjyFckcm3dN3mRHGdpUjSrZG5Jokey1bz6aU0AOnUz7Rfb6H7W7NJs1lN9QyQgknIJknHHjSfMm7HzFeC7lboICV47TxhHuLbP6bqWygISQ6VAmtUgCoUVJNdNBTrulpdyOABDRVMuIGMcS4mpYngd19tQi2+YtJKkkpZdTU1NTUJBBoCT9U9F2l7xg1RQ4ujb8zgK6Ynj1dnp7MWPbZjq1LKft0RnluOaU2pSlBKwQaevx6xsEjnfKabkvIY2EB7U7RV82rw2zycy39ngl7eqmtUW10KXokAlClAn4+59R0Xj2+YtHdIXmQPxoU/ddJKu9gcfwrO3Hwg5btlrdvc3ivJ27RHBU5cf2lxbSQn1WdgcUUa6kII0HTw2uZ+AAJ5AtJ9irTZ3uJo+ZwaubmuA9qJ76iLPCM0MKYaxd6XIQra6huJJfW0vbQNuJQ2SFJqK7qbSdesbt5QjSSR21jtxLSr5AB2g1jXuN7hjcB9NzsUu1NPOK7ZkQno+/XcU7nko/wAtCRp1Fms5Imlz2o2no76GVyNcC709dCzm/GEm/X1ox4S3i2V1WzuIZTQkqPbbUAo0oPSv06Hsgc8kNBOK0QfctDgSQAiY4CptxbxObRmVkXMgyA0t9pJS08UySpxSUpSNtKbq1B9/TqVZxuivGOQqHei1C3GUT2D4gRpPLOtijx28a3b/AOPGZ5TEscNmBMN5VbnEpWGb7+0RHW31RUFSm+1FlpU2p9VUqeCgkkJJFyvtwjc62tHvR0jSEAVNRwXt+FU3brOZkF/csjLreOQkuJxOhoJTj3R2Vr7ch4xyeu2ZJIuFxYdxt+HLXHYSGUPBkGT8nHmioLShCRRINNAda9c+218D5zG0H6hsr8+QcnuoxffUCMSuP/SviYR2lq49vupmvgZyxHtfho3aMXx7s3yzMTLY/c3WzGjGSw868ZzSykmVIcSr5EnUn5606vG5hvgw3AyihLdOQLhmezFaibVcOFq61AHiulJDjmAch28OSUqTyHz26yMql5jewzep0y7fbzI0hZU04xKWiIpbQIUSphCviDqNv0PWbbZu3axYXlHE+oY44ckzpmO6+gupFKhuZ4k4plxyAqyL7mEfEse4rYgQYFteutxtlyn2uVIQj7x6zqaEIzGdg7qnmD8QK+g9tOr9v2nZdpgt2I5qaGngQxq/DChFjD/ctwfMUbqJceauKFOzM/CiC8h/Lxd+s0LGrLiJtJtdhajiZIZZS24842SoxlMuA7aggVoD1yKaaPwXlmrU4cef4CuhkTXErWSCNkTAiBSTy/lQE+PDwdVnOb5Rb48a532c9abXPjsMJdUph2iuzLStbrCt6vz6kAa9UqX5tQPe1KcKI+CI26QAGgKOzpV63l2zPXfGMXfeYuM+4pXLXMUlDq4kSGmrg7zdPuXHCsCpJBKa6Hontw1ylSjThzXr6caFbk/wGDwwdWZOXYPX7kqpstyDFePbPkV8CHpbVvld2Q03tWv9uQ8kvvLQkEhdAaA/U09OtbhC4IWYBUxNTbe4nmiEsxJaGKSMCuWFc5/4d8aeWOLOOeWuBsvkQeVcgVGlXuwY/cvtJk1P3MVa7LcosZSVpc7ZWdRuAH49RfKdtum5eZ37Q6Ii0Y3xWyacBoIch4HUFGfqpndLmG225t1qDrmQlhb0IPeCcszRMOwrn4zcO8eGPMaiWqShq03dZ+AQh+Y1NTJdZW0p19tp5xTYKvf1odOu4bzNYW8cQew/TRAtGOlATqX1E49tc9iZPclwjePGeSSoVcDhgmKZUyPxpu2FZPh13urEj92kTVuTGkRW+92+42yUqWsJ2pBO70H9eqZfPfcS+IwDwQUU5ipdrHFAxwcSZCVyTA5YcKKXx6vcDH/JDFjIjOWxu82C92hubICWGFqSlElEc7htAVsrU+pGnp0y4NdbuY35i08M+lTbSTRuEDyunWi8AThj6+NIP/li41m3D+QbPk4xd477WZ2fHciCmKylOyVQ0W+4NFtC0vjsuspKdNp9fTodvLtdrZynBLbQefdcQD2JRHaIxbXu4RjvLeF4X/W0EgHtBCc6APL8CYwxNrteVxHnrvd5rcEfbMFFwQoFtKnVqTW3zw5HXv2rLbgHrX0NSuIbi2c2ZhUFcOnbRqK8a8O0YADBfeOmVXFK4w5B8fmLVyF468oqayG5tMu3awsq7b6QgJUXpcBNWXW3EqCAmm4EVFKdP2V625kfb3ULhkQ79JA659lOQbpK5GFrS4hFGY6Y/h7Kf7hOcci5zwvgv/mA8hzJZFoiLuqVNGOpDy46O5uSoF3etaiKfX26gMbFDucphCR1Me+aexi8UkuOP4VRt3dVbxPa7ae8ZCho6ULSGxT1T/mPUJqdfw6tMQ1kELlQx0gb3ePpnVHZQFrbU44oreKyXVodUJSalNO3VIG8JT9T6+3Utw0tTgtZC4Odjnjw5+nqpIPLnFHNWYc05C3i997ECa9ujKmhxITtWqhDAmhQTRQTsAp7/j1uO7twBEv7mKj159nxoXfWWqZ8gY0NOI1AHhz9ErIxfDvzKh2ydcsdzmQ7DipcfnixkRmYzbf/AFHXpNxccZQpsn5BJrU9Sob/AMPCNWrjiAfiqUGdahwPiMAaMcHA59GphVKz+J+ZLrJWMg5ZZcmR3ftnhNl29MlKgsNuAhLqWylteq1AAE9JlvvFOt5U9jRU+229kI/bRoPPvdeOP8asyD4d8tuxotwt/NkXvyO39szbGEG4qcUQgIYdDqgveVCigCD60p0j6xoCNDl5oKamAD/BfoTmo94AVaL/AMOsA8m/ETnbEOTM6yO+TuP7tOjWS9t368R5MdCnX6RJ7DSGULoFOFDlCUgKTrpTqBfzMliDiQXg4DL8OFTNvZLb3DZGM0x/qHAjrmcMx76M3+V3h/xy5V5dxDM7hzBkvGNxiYULzmEvDsXgXuAmPOQH4lqvE+4ORbdFujtC6hvurd7epSlOvRzaLQ3llrmcI4GH5iQEHFV+PCpe6WzxeGeCPW54RCF1EHEtTlSsch8buErfxNGynFOavL+453erlabVgmKLxJhdmz1N3nogsv46q171yYy9xWO2haQEGhVTqdvDdq2PYJ/MN5duZttvGXvcU06RnliMMihUo0AlwpjatsvNx3+HZLeygNxK4Au8RwcwnM6SEw5LTtuJ/wCH/wAaPFLivIPKn+TXL8jRxxboFpi8O+Nsx11/Lc4zqdDal2hjOMdsK2LlnnKN9fSBYcNiOCBbh/3l7WUJLbPPPK95vfmdsV1c2ptrV7y4wklsnhKkc0ylI2M+Z8bhrfg0AvBYL/Na21uybb9slifvrWnXcuANraNYvixtKfvSvCAytURFREHO71LW8afAHgvyi5l5QufKGH5PYr/n94encbcFWOQ8ufjmNCQpy02+7uWEJjzsnbi9oSy4UQWdy0NVolXXTHeXdp1zXt7KTGHAjSBHG5gze8nvBf0tGIGeNU3+/wC4QGHbtnhE7GqDPJqMjnIoEceKqpUklwDQuC0c/mBn/hZ4x4bxrwjZv47G+NeTuF3Irdyv82wYXaoktUdG+RLeusd57LsolZMH1PuvTSHIqyC0qiU0n2Fhb7X4906GKTZbgCSHQQ8kr84LlajcgASuKil3t3uO5tY2Xc3xzIY5YxE5gY3SgajUTFTrCEriStRfELL/ABw+VfA135D405ExXCvKW1Kfm3zh7LAbdKEhl3tItycUmhIvmKzIaP0bvbH33g7UvtpUCkirWO23LeDbwBjmuBOiWNgLc8WOCF2IxYMgcBhSpX7rtG2NkuozLt7EYJ7eQucSTg2VhxYgxGpoaRk85Uvl/hXx85OvruLZtx/asJySQ4qMZEHsuWye6CWw/bZRaS0tpwgUSvY4CdehO87Da3zZInN8GdhQFpwBGGAHwq1+XvOl15fDC9ovbV6AseAuk4h2II7uRzJq8b//AB2W113BLJDS3C49i2W9267xW4YEK82t/Hrn9sh9Di/sD9tOS0+G21U7zKVqTuHXNv8A4l5ktd1+jVr9ruSutSkYYr0UZhxZxCq5BiBV8h8yeQpmS723xGbnFIHGAnB7i9rQQwjAAuUhpRBjgtantygGxXtxNUhjvlTDiAO0kbyoIC9RtUD9aDqPfOkie6M5A4HofyqvWzmyMD17wzFHJx5n9puGDMWnYlia242A8kgvJJISaVpuQn1H9dfTqoX0b3XniY6NIw4JwPaaNQmJo0MKu99EVaEs3eJFnNJRMdQyWlIUQVKNTUkKqUqqK6en16CTLqLRktF4Y+4CckqX2ZyPBbciyoaWR9wTQENjVQ+SUpNUjWhPqodY15AKk6utTIg0ZDCiO44Rb0lpMV8ocURSqtoCVLHcqBQK+JA1oSOqvukjnPJKY8ugq27cGtjZoyzq4JNwew2/2fJYQX3LbKjye4Kt72VqAd/xpt7YoPWnQMLJGWn8/XjxqwwSmN4kGbXA0fHId8XmfFTOW21KLhIftyFFpO1SFTG0JUtCko3AK7ZFa0pWnr1m1yNZJ4TsA7Edq5VdZwJ7bXGVa5tL3zrjvEeW+NZdivtii2u7ymn34sotIZLElSqFICUpWQFJFD/zDqxMlmglBjKt4jn0Jz7ap9/YsljIQKmYCdq+mFdvEVjd474+s+G3O7OXSbClKSwtx3cEoRXtISupqFITU/j/AK9Rrlr5Lx0yJrK4ZBRlQxrxGwRlS4emdffKs6G9YH3Hj2VJQsKXQgqbAOuwKBohRAUU1JGvRTb2vJQYqiVFu3sLFyQGlX5chE2TI7C0pShatwbSKKUkkA0qDQD+terhG8xkdlVGVoc5RQ8Z1d0WTFr64h11ReYVHTtVt2qKVJUQimpWqn1HUzbVmvmNTughfalDbuXwLZz+KVdXgpnKotgnWR5xClMOrJBJpvSruhaRp8iHNp+p6neYbdgcC4lCMD7iPV+NO+XLzVAYnYvafbz91NDt9+JbbSyttKnCFFJVv7m8DbpQVBVpTQe3VDuGqrk7oq7xOXqtW/iWD5JlaFphQzI+5bBAW0SNyqGgGqfl/qn26gxai9Iwr/T1U64AipLO4/5f4xx/IA1aJEmxXyFIiu3BpJeMFbyDuZUk0Dbe1RprQU+vV62K6LIZYHYEhSM8AMSPxHDsoDuVrDIGzPBJjOacOvLtqScCW4YNBx124zWYr2NQ7ndrhc2HVhtTbyVGP3nAUhxafy7VE7SSQOrp5Q8NshlagZGXEnLPJfwrnu7mS5dJC0F3iuDGtHsw7ef4U0zxQ5JwTkjEpc7KnmYjSJ7sW6ArG9a31rRFdlLX8lokIAUkEq0JH4C9Gd9+3XbHUW5/n7KoXmLanbDeaL3CB7QWnh1A4YGmJRMG4Uwaxw7sIrUOE6tl6BcZLrzCUOkB1C0KKu8Np+QUagDoPBc3Ul6YWECQLgABl6ZUNnt7OOD6mQExFEJJKLl2c6TN/KF/IHxvx/yPxzitnuEXK7lZIcuXdLezAYmsW2DKDbS5ExbaHi/NmrQntOoJV20FIABPRuTZ4ri0iF24NlJc4BFRuQJC4FVQZpVY3PcPGvEt3ktjYAcCMTig4nDEnmiUonOf5VLdK/7bFMIcdcQ4FIkpx1yEpG1STUqdhKU61oSBTcNOozfL23tlD9bnAf6dI9dRWzzGJW6wpzKlR0XLqtRCT/KRml5hm133CbhdbM60WHGn47wUGVJIWYwfhNhKkg1IrQ1I6IRbVYwuEjCjxkQR7waa0vkwe4kDmCo6DL8hXdxt56O2YTMexXh7vMXWQ28uU7A+3ZVJ3/8A1DXfouO+ls7FBIO8D306JEteNDVU8ilS9s26N87Q8nQTmfxORCUUV04R5s5txBjkS4WGNieIvBxyDb4ziGlXN9I7rku4yHClbqWgfyunT8B1BnlhtpPBjOt4CnhVvl3G0tO7EdbWkN1J3A7+kAcezKvJwnyHDwfOZmAZhNjRX41gfXEgzHHT90mgCF2Zg7GXXHF0LhKtEVJO3ofNPqJt5SV1BwGZCcE5Y/CgtxZfWOF1GgcASpAAI4knmOHOtl/wcxrCML/j1yrMb2myzcty5zkC/XKRDUhD4lXCW/b7JYy+3RTqoEdLXbCdPlp9erBeunF5aW0eoW0dsHO5Fz1Lj14NxxwoFZMt49p3C7lDXXb7kxs4PDWI1jRxGbnYYFVpczOLZFYUti7Xe426NGQmRFuQeWpay9V5svKmlSHlMbqKFfl6dRykbQ5rAXckSkmMuGjWR1zy9Maoz+QW55+945MR8HYi3W9TmkR1ylVZBbU2pEd1tyKhTiHd53DSlRSoB0j3F436VzJ+6CQnA6sUHb21LsbaSO5a+Eajx5IuJNBD41YjYMD4EjTsou7N8zRie3LvTFxnoDsIxyt977Rt9/YWmnR+T0J+p06C3+t8sYZqTQD1VOlWSzcWQyMDmhJD2IfhhhUh5+4hxPmTBIsOFfft3Xrazcows01UcsXBNZCAy40lPdccoNoqNqkkkGvSm/uxeA9qO1NQ5FOOH5061g1iVziYkUtHMZIcl/kaV7xnhvI9/wCbca4B8kuUMstXEzmTNtNou9zL0dNubWgtOgPKCQ0pIAeSKE1+WnQHe7U7cye8tYWSXLUQNBxHM9mZTsNPQys0st5B4YcpKnAA8QBx6cDTd/Me+eM3jVlnEWD8Os2zKxdIDUW5IxvZPcgvJt3ajTkhhazR5Q3FIIApQdCfLW4Xl6yWa+aWuD0AAwH4L0qTeRxxuZHAdUWkKV9/U1U3E/mF5DeOE+eji+4uWu08hXKAu4Qrvbw4PuHFmN+7wkuKH2UpccbVUqlVKkAjrpO1bxLGJLcwwyW50ua1wxa7AKCDxGbTgoFUfzBtLJhDOyaaK71Oa50ZHeYSXaXAjMHIjEKaJ/OfCjOfMq44vzBmnKasWbtymLq/JgrQb84kVW5+u64WYDL2oKgKpH+Q6sEk9sXt+oEjpWko2MIMSMFKgDsBNDdk26f6Um1MbLbJznlSUJxTn6wKuGVzn4b8S2B3j/EWYHJXL2NxuwiTanY12vLNxgt9p1+5ZG8XUMSFLHyDSnFUNRTpq7dP4rlLYoicY25hf6jxPbRqB1iQGQtdPdN+WVzSGhMkPBvINB7aSrzx/IdzMnlWIq5MSMaxhElEC/WBlAYS7ZErWhpvuMLo6w2pdVKIJ9T1Sb/eH2lyyB7XCBxIJ4j/AFdRVgZtrb5hmaQZw0EtClriMS3FDzQUdmD87WGVhKUNT3XLRkEdqbbp7P8A3LzLy20lcNLqwsoW24apNdE1pXqTKfEcyVpGoBCvEc6atxGxrmRHTA7EKMjxHq/CsZa7hl+RZFHySNeHIDuNyVybJcpWyTsXGb3KbE2MoLKJLdA4g0G75Ea9EbG4c0jTgFUIOPXnTU8esEFxUYZlUPLlRJ3W85jztxTe2c3nx8rlwoUmPb2VRkwhFW2gqYUqMEqEoNkfAga7aGunRF4dMgKNU/pGnLmlRJZDbtIerw1UDjqU8u3rQa8B8tHhnObngnL1ydgW28Oy4lptCwmKhqOYNCyGyovKck/mSTQpBUa106tnliR08gtg4aHrpXBCeB/4sgPZnQDeQIoGyEP1MaDgdS54t+PqrLZkzyxYeVMYsWITHnuK7zPt71ybQh1MVyBNCZEJThqlUlbRSAo+iqmvp0X3fY4obs38MQBDMXLiCBkmaN5D10Ch3F77U2xequUKMEJXV0J48qcb4oYOL5dMn2T1wOxHkJiPtUK0zo0ZlwUdjLQ9EQQpOrZKgaLpQdUrcJnRtjkae9j7KM7LFHPcSiQLHpA9ZXMHPsq7rNc85zq15XxtlOT3KS604YDT711dny5MeUhSoTf3c99+SYW00qa7hUJoRTpEU4Fy2WMDQWlUCdpKcfjU90bnQOtnOIIdkoyBwGPD0FI+8teCuS8H5etqnccvN2xh2M/FizbPbZ1wTDlH9M94w2HUhtCaFKlFJSlVCkevVm27anTMbNbgSMVHEDvNXLA8OooJuu6RwSiG4doOlQuDSB8xXmOvqqubJi8TF03ZubbnZzsxmI05BdQrvClXUK7ZSSH9wI2kV0OnVijsjatK4Oqpm4+rIdqGn86vPha9v2fJLci2RE2MW2XHubLipH2rbzzroDkdMXaDIfUg0KQNxSRUenVP8yoUkb/uBB2ev41aNhiXVbuKMcDl1p+ua8n2/lfxwUxMYQXBZz3o9AttSI5LWxDlVoXQo1INR70PVctnTQXJljwDmKCOGFHLswyWzbd5WZkgBHMKKW/xPZGHpN9xpctSocR2Utu3PPOvNNvhXwfS2ohp0bQCNNaGvUq+nmdbtkcT3s/xqdFBCJXNYMGk9tW4nFYcVNWo7SSkJSk9lNahQ0RSgCTU+vr/AG6BlFVKmZYBFrGXSGmI2EqaRtSkDb2yNtCKrWD6hQI0/sOmtanHKtjKsFd8Rt+S2dcSdHUtNStJQKKUAk67wkUSoHU09ulNfioKO/Om36ssdHsoMsmxmLj90VFgMKDbLzadmidpUoitRtokilD1HuDpcg5VKt3Pkj1SZ0U2CxFSMabT2aVS8kbkKKapO1W70FAU001Nf79DS8dtESBoaRy+FYu3Yh93Ok0AQlbnxXsTRQUsqWSaag60r+HUJyg9alAYDmlSW48N2a7w1/fKQFLqQE7FEeiSFlWiioAnQ/06gXMcj2Fp0oakQzeGgTvLyFUflfj1YoCm/wBte2JWvctSglQbFalIV7JKjStK9B4bVXlpd7Eol4zC0FuoFan2JYNh2KwWTKYTLkNpC6BAecUAKhKtxpQKFa11H0p1ZbMxRNAXHsxoNdPdKSmJX11P4fIVltag0zjbslLYGqg0nuJKgdAd2461/pp0VbOwYDV6kqEbeQ56Ceq/lVq4pzjhMFxClYm6J6KUQWI4UtZ/LR+h2A6VOnT8d1F/W8erP8KZdA5o/wBthPPD8loicd8q24KmKYbHLSRtoqbRYUNVFRDG0UA9q+nUnXbS566jh100qGxJ1X8KISJ5t48/ZVWu6YRKZbWwtpUyLcI0hlLShQqMRbaHFKAqSN3p69JNtal4kbI8P6p+FLN5e6PDkijdGmKE5dhCVGRzDxO9Ddes2O92VJJcWzGt0aIC4tNVuSXVBCVuEf8A4RPr1MaZHJqnLmDoV7KgF1tGCI7doeewDtNAX5WZla8rtP2EHH0wXNdzrnYcCQk/At7Ukkup9iKAivS5SDA4K5zTz4U0BrkbqY1pBJUfBUHr91Vj4mSuOrLdbgnOLS3J+4kntvuQ25rQ7iKKZcDgJShsCg9Qa9R4naGFrXBhJz58lSnZS50odIC+HkApHUUZGUcT+POQ7cgsrVsiToqlSm/sFIivabg6gNJKDVTRUNw+Sd1R0+JZy4eIGOcMiEWkPjtwdMT3MPEKnuP4UT/OXkPgnH3gJln/AJV5DZ4V4OALxfG4FnlRGp8a4XIptMu2w7eFCSy+mO89ucCQaVXurU9MASQ7oby5asTInFi/1aToHU6kIHSpF4IXeWnWtrJpmkka1zciQXjxAeIBaqniCi41rlS+E8nuthjyrfPut5euNph260Y3AWX1yZLzf27TUVhVFOSHSsUP5froOhOy+IZ47YsA1SLrwLjxT19e2gO8TW7BJMx7lY0ANQpyCfwxpmT3Bd18TPBR1++s2qx3sWJJuMBFD9gm4yAftnJjqlIk3490B3tiinCaenVw8w3lrOX2ls7V4MGnUMif1HkinPilM7Nt24Wloy6u26TPNqDD84B+UcUPFOANKKs1mxXNr5b3MhbaagruKp6VPNbkgvtKbaUTRWndKSSfQ+nVn8hQNktwGjUGgZ8fbkKB746S3vXMJA1nHH1pQ981/a575Vcc4XjN2mtQbGG3wxan21reVDDjMr5OpU0GBvrQ0ITr1M84SG4uY7Ne9FE55HPHFeGVTtgDLePxHDFzxpOPyjl2kZ1ZXNVhQ3lkizPF5akwYkYrjSy5LcdJSEKUkp7ZcST8gnQKoBp1yq4ZoaWcA3Gr7A8uOtBnigwFVpMsGRcQxraza2jkdjQp1+bEXKZZU1ImJ76mrggJWgFoEq0NT7dVJ6Oeju6UAB5miOsOjVmDExXMdnTnVKOcyS7jybapECL9u9dS3a7fBQr/AKDDTqUye2k0CW1LH59N1ei+3wPjADO9oVeZodetjA8SX53OCDgG4BDwAzovuPsjwuzcvf7Z5VsjT+D3+3qYvU6QgFuI4CuQ5IlpIqhCUK01ApU16H+YpnQQlpwkAUYLicMaJ7XE25Y2SHvxAoUyTLu8F59KwfAvA/HSPLbLsp4jYf8A9hdm6SLbF7xkW+Bd2n3UpRb0FZjNpkxfmAkFe3066r9tLS4h2YbxeJ4s8ZYRyQ90pwdpIUcDXPPNtw2K4dYQE6YpMF+Yg5heIByNSnmzmEOWfkTivlFUWPIt9/LGONLeqrsJnsSIshLz6VOHvI1KBT/l9ehvnTcI7m3NlAGeMw97S4d4qAEB6YOHOpflqzmDxeSuHhOUNDmoiDEYdcQaZP4u5JdsB4pskPBsaauT15t6n03F9sRWm+4EUedS6C8qMgKqNtKjUa9C5jqia1yKMUVOGVajjcLhzWKcgqKUxxrvzRrmB7M+Onr3IlTWLxmVmjftuJ/eP36j0kJ3xRDX92yyyHAor0QlFd5CemoRM+6YP06gUGacx0HHpT1xbRQWzi8OBLUVxB1E8MOfAfjVSfyMeEHNvFnI+P8AmZhNs/3PheIWEOchWS4XiTIzGZGUpUGZcX47xcbmwooeQC2JAW2kbgkgEdO7nDDuDWvilDr2ESamIRqYBqWNw7pc3+kpq/TlT0LLvb5AJIyzaXuj0vUEseShD2nvaHnDVjpKLgaB/HebrJeLTC8hs5xJuHjtomPNRYdzhtORJ7SGizHkLZcpRC1oCFDbUjWnVa8XTAGNGTT1KHjjkOBoiQDdtkaM3h2OI6hcitZngazWHk3Os/8AKq626Rh3GtuZclWywuPOJtK0aFb8eA+ftWVTXk/BNKACtKdM2xIHjHBoBAX09lP3LRqcG4HUuCDI5Ds/hTU7nyfY5GD8Z5Ha1JZs+RrVEhOtqKEuoSptC0ihLqykKpVBNTr6egu30G8la4qefpyolJG/6SKVvyu4cqr3I30uXZ8AhKQpRSUtlxbilUco4QkpT8TT0GuvVotz3GrQqSNTrbx9dVNlKErQ8ToUroELbAA2grJBSQdpqNa1PUmU93DGtxNc0kFdaUtLN7bm+Qc2w8FxWLMl3O+SG2mXIzZH7bHWpIXNMltG4BpCzsqqpPvQHoK6GQzIxQcMeQ4lacvZGBSi91uHN3L04UXvlNz7jPgV4/scV488ck5YzWIlqaJL/wC5vsSZjILrimZCnRHQihW4qlaio1p0WijBABLhE1eCqeS8z7AKBSPZERCAz6t3eKKjQPen9P8AUa12Teb3e7j93Mu11kP36aZN0cVIcQ2t2Y4VqDTA2FCQTtShNBtFBr1CkhdIoC/gOGFTomxtY0O5YEnHmSevOn+fx6eElnhCJz/yS7d2bJa4Tcq0RbncJ6WGUJQXA6WZMpTYckpHwRtolOnTTITCEBd4pJRScAOnXnyqP4dvPOLhrR4THYFQjnc+YA4A5nGoZ5weVl45SyeRhGEp+xwDG3kxHJMHayJDkZ5AbjxXWkpWKL2qWa/n09ekSuiTw3gFOJ9MKnW4ZO4zZR5DFdXM9ADlzzyoWJXlZztzDb5vgxnWMs5ljvKWcWSbieNMYyh/ObhnyxHgs2m15I2lqTZbRJtjRfnPyXAxFYbcVu2/Hp7fPNkPlrYppN3Aj2iKDU55BUNJQtanzOcUAaVcSUFFLLa47mSPebOUNvIWOBe95DBG0Elz2nPRk0AKXEDEkUWGJ81c1ePfJNywDyltk6Fl/hHYotx4husaBZHcVg45NgtyMas8+ZGZjyLxfbDGZQ8zNc3bkobS63uVUxNm84bL9xfKnivDrrZiQAHtDCsTxoiez9L45Gte1wLlQZ1q1soLW8/u+xmOO4vXFsrXBzXmQBZJDiUDm4FuAzAqguS/5FOdPM7M4nIXK+Ym+ZTj5lL40twtMGHYMIhyytkwcbxiKn9vhz722rdcJxS5Onuk9xYbCUC77RdiOz+jhVseoPLnIXvcFALnoFDQSGNTSwZBVNa3O1J7iM+jbgWNBDUJxciqXHiTjwGGFFR/Fv5gf+QPlBJz7Mbcq/ZImNMkXSHJiPSZ7kdSXmblcY/YSFQWm2HqV+AQKUqQB1OuImbrZO225eY/FARwCjukFU5YLjglRWh+1St3CzaJIGhyjUih7CxA79JPAgLhX9/mh8qsa8ouTRyFYmoDSFWW22iNHtwd3pj2ltxuOmU66kPSpG1xRU458laDRCUgHo4LXZvKsGywOMngvkfqwxMjtbssGj+loyGeJNCTe3W7bib2WIQMDGxgKp7vBy4uPU4cBhWt7cN0G6t3WO+uLKZd70eTGdXHkxJAUCSxJZUhyO4CPzJIP9R1QLk/ul4KHUuaEHocwRzFW6EKSRg7Si9DwPMcwcKIzB/Ia+2efEVkMr/cjDao4kKuDpcfcQgpIbkOk1S5TQO+pOta9FLbeJU8O40vdh3iAPaRn1OdDH7bA8d3UCvA4LzAOXNBhW0ZxDzDxHnP8SXlrzt/um8Sr5wjcOKcWVi7Ullq72hWc5/hdgYmS5S982VDubd3ejMBBQtCWnFlakUoTu92hi3a0ihYDYywSOkCAuD2tcjQVRoXS5TgWnDGkRbBKdslvpnA3P1nhRyakaGBrHOOlO+4hzmgZhDgoWtRvk7xQmvyH3MTQt2OtW9mIW1uJSV7loAH5ygEf46A9eZbTzd9U3w9zY0hMwffjx5gnGuwP2ERnxbdWt4oFU9mYHDpQa3G35hxNfBZ8ggybcd6jHcdQ6lh2tUqSh0hKd4RqR6mvRlsbb+EOtXB0jQqBwU9v4ioTxLaP0ytTry9BRg8NZ/BcdhokTFKQ442S0pxA+aqA1BICk7NRrQ019uq1uFjPHGrGEODy5wROhQ8ceVGrW5jcjVVuCdfyo7ncYsOTtRJECWlh1xLa2+3XU0CQVgnQKUK+xB9h1WLq7ntnkSBUqx29vDOwFhQkZ1aeA4suzyQJKiG0KAVIHyCiK1VQ/Lb9T6D26rtzcOnILcGqqUetmeE0NPtoir3a2btZey4r4qYV2l1B/MAKkj5UVQ/30HQ/UQTRmM94cjVecf803LjG5LwrJFuycYmvfbR1uKo3HKiopZJcOzaHFfEkapqOkG3dMXTRKoAUdnEdasVpffTj6eQfsk4HkuY/jV8Xu1xcnagXSySGDbVtBSRH2E7VEk720ku6qqDU/m/DqbZ7g2FiSq5eP4VLuLUTgSNI09mCUP+b26VYb/bXGnHFNlxH6dChKSRVdQTsG0Gla+v16MQ3kc7EaEI94qoX1t4E6AqCPZVB+QuYLbtcaOwpTbiyf1UAoICqpovUHQ+h0qT0a2tynWB3QVH/Fl8Kr+5P0xaRg70Wg5fQlbSVtbX3abl01KBooKKT6fJWpOmvRxkpXvVXy5ApxoOOerkuLHbtbQbbblvgupSTVVCFUKj6JI+nr0f8utD7yVyBAAh/D8arm+SubC2MZOzru8Wr7IteargNEqTODQ2A/EKV8d2vqUg6/8Av6L73AJYW6xxI7FFR/L02i4MQw1Ob6fnTtcDhx0/b3G6Oha3FJ7cdSlUbUkJA3Vp8U/5ClQOufzxd0sGX4V06KTVGvHCmXcU3T7W3NuMtNpQyGwSlNEFg0AT8dCKepP16E6zBI7TzGFT8CMaNDG73b8ls7lnuLbciBcmHIj8dTaFBXcohLje5O3e2qn0NRTo5Y3moNIQIV/h2HI00+NM8QmR9MaTjz7kI46zy/8AE0d5bVncniSXmSomQiQpxxth9dTtZCiSEEnaqoOnV1jvWsgLGN0NcGkpkhxATotA2bVDBdOuW5tCNXgoxT2oOlEv4w41ndxxDN2LVNhWp2bYH1WJu41UuVd4KRcLQUo+OxD7jfZV6/Fw01p1Zdk3B0LTISoCjphj66F+Z/L8O+7c23cweMxytP8AxDFq9UHQGms8Z8gueRXi3aZeZMuYxcbcf2OewuWtt6JeLMXoEmIp98ggFxmhKtvxp9a9Si7wt38eJSZACmeBz/GuJvgeLSS1vUZLBMQqIO6e6oPTAjnSLvL/AIfvmF5tIyfJ8JbvOMXHamDlzDAlhqKy2Exo0pURGxttDdNtdxH9Nej0kjgtxGSY0APMHkR8DQQ+G+YxzRjxlVUUOHR2S8xmOyr78OeF/ETmC0u2+ZFs8LkVDBLcSa2YsxLik6BJdUpuSy4oApWnVPTb55JIg5dcYxKcO2t20NuJSx5LLwjI/K7q0HA8imNCL5kcHcwcOZm7bmeM7dIxNLynLZe2WUS0ljuEtIluJS0yhTiSPnrX006wSMYwPjP7ZOZ4HkU+POpjXCQ+EWBjwODcDwKfhx50LnCXM9kwPmLHv/NXDo5xJ6W3FuTkWDEdENl1xKVSVMbyvts7hUprrqR082eM4l+kjjmF5Ht4H20mW0fG3x2tc8xqrQMSEzAwVOIVaffyTkGOGFZF8c8iwrlx5PtDU8Ynb0NPqeccid6O6rapS4/aR+maCu40OmvSoz4jDJK0eMp73McEoFLaRR3AbE8m3RQ08H9eoOPuNUlinDHEn8iAs+IcUQnLNzXiN072Q3J+M/FNlZgvGMYTwbS2oKkn5e4NanTrLPb5Jppbm7cGWDER36gTinHhUj+5xMhisbZjn7k7VqC91BxBOCqij2U3rknxzzXxH454ltDFsvN/tCrtbbPcI8KY89bZV1dh90yJ4JRFae+4aJYcWkBRBTUE6mZL6G7a76dyxtOlMkbkCVoVJYz2j4ReMAkkCgoUUY6V5oc+lRjLM7jZlEVht8wa4W24XN4NNCfCZqe3RnvJfbG1pzUq20Ffx6iMaWnWTgBzp2VmkIAEJUc6E/zpxLknD+IrOONsakTEMtR4d1UiJ98tqE4AzIIaUkISpkFS+4dQBpTqPd2sV5buhUl5IKA4kA4+rnxSlwTzW0rZIgO6DiRgBzXL21ry8neP/K6FW0YbeZKYORvMyMnP3ElabezHWHnkh0LLDSXATUj4gp/v0LMmqUajpOoAJiU4p2jCjcRAZqaA4ocUQKcieafyphlizHiLjzDeObFEye0y34sJEa/OuLU7cGZ61tMOqYCC4XlhazuBOgrQ+vRSWF0t14sbQXOeScR2BOwUxG5kVqI2ucQ0FcCi5+/hUi508YsA8moclmCyxFv8MSJljurTrkVxLhtiF/dMXFtRLaQim6qvUGtadFo7SK/lMEhAjBcSmBwCEgjHDlzxoaLh9rC0zh6uaACU7pJwUHgeKcKBD+PxjgniXn3IbV5MXWRccoxBiSnGXr9KekMbVKcbbSw3Mq2828hv4OAfICug65z5h2Te4YxabYwa3tJcQEOl2IIyzH6hnRmPdLCNxlvT4YYgQYhRnl1y5VMuaOS4fInkTLh4val2nEW5e3He9HUzHlNMuKWwtohCWgSpXxTpUkH6dWvZdll2zbo23ZW90gu4oqYLz+BwqrX28DcLk+GEtg9xA4nqT8BVBeTvkvzhxZl1iwyZll6t3HNyVGZu9khyXYyVlLBKBIdS4FORGlGpQdPSvRea8uIjpLi2FxzGeXP40zt0UAYHuaoX5fx08/inSqVvbr+M3G28sYFJ78N4tP3liKVnuN1SoyFrQSpzcCaj2TUdNNdpcXJ3kU8SevVM6tjx4tsHNcBERgRwTJOnDtqw+U7FYOd8FZzjHUtuX2JFJnxmgC44Aj9QPJBqA36VPqKH1B6C7vZNvIw9oBkABB5tPp1p20u3wSuIIRUIXEEcRVa+LvL7+IXlfFmYLCrTLktqsyppNWJLT4CY5K1UZKFe4pUdArC7c3/pZir4/l6tHDqR8KI3rGBn1LV8N2fQn09Rp6tlu+MZRgH7fb4TNsu0NDimnoDjcRv71ACnY8hKq95UpCjrWtD1aLKCRj2zf+04KnJfxoaXALFIVexOGaYqDxCe+vFj3JiuJbbbbpMS63ZJ8oRpTrxbkxWnVuBlLkiTuKomwqBCiCmo9K69HAInFJFAA4cPVQ3cIpJGl0WnBwVVCjt4UMfnJxzYT+zc4xHWpcjssvRksHcnvvBIYmOu1KVBK1pCQn1RU9TI5pLf95iI0BRzIxa72gL7aEGEzAwTOdmgCZBEI+JafVVtcVcxXHLsawaG7bY789D0Nl4FQVIQmPHLaHU0UdrCgmm70Bppr11Ce8i3bb33RVspaSRn3kx9RKn11SbmA2Vz4SK1QnZ6+I40afFWdZVgXMVoksTpsHF57Mg3WFbHgmVPbDsJl9t23LWItwSwtZOtFIbJSlRGnXJtyn8N4gcASW4dFOfqOfSrXtVuS59wSka4lTijVQ9vCmDeSlusNmRYOW8Skwo8mJCP30psSLemXDcjMKQi+RSEBMxtwU1SNiyQQCAemfL1xMZpLS5TUoIUZIefEJUjzBawmKO8t1a0qXEKCuYPbVo4r5p+PR4Liz7yhq8Xty3sRkWxqO0/cZkxmjLih9w2XFsrcSTvUCdmqunrywv5N8JtpDHbquBKAdg49Ku/ly82RnlBl1uAifOGkO1NBe4qQGpi4rgenE0mTLYbedcsXHK7fa4Ngs0yapxu37txbYedSpUp4IoVBKaGiQKbfQA9dC/uMDbUMJLn4Y+7Ht9y1xO726aW8lfG1rIy/IfgnL1KlRzk3jy6YZdbFnVnlWi5x7ZKEtDbiU9uE2wmsuTKiFSUSe0ypKmwSlSiKCvQLdIBuURniGl0TSo/0nNw4H40X2VwsH+FcEuDnKEVVb+k5pTFsS5AteQcSWKLZRIeZlWtDSFuQ1wlSGVla5bgjubXkBLyFgBxKSB7q6CQ2jhal7x3wwhOR4e6plzODuLWj9Tg5eCHH18BVbcbQv2/LcikFvaXnX1pClCqgmiUnXRRUg6bTQAdQ9wRtlGvSrLaqZpDxNXSFkqrt0AGoOpCkhSlEpAPr7ex6BFwGWdTqj18YLzQU0ipKttKVCqA6qJpXQaH3PUWQkDiKdEeod2vLGb2wVpUjd8aFCiUnaE+tTTcTU+nSI5CqGtuhQYEntoIuQSv/eDjYTVKnWVVJSNFKc+OlAumlDrU+g6Xc/PjyrduB4ZA9Eot+O4Di8bbQlFKoc3fLaKKbJIp+ZIFNfqeoBCEjh7qmhygJwrqt8OUxOlBtVCk02t6enyAoQUlRSa/19emCExqR4rTzSs4qLMUk91xzQbiQvbqAEig9U6ECnvU9MSsJGFOglFFQe/Q3NhStSwokLISskpHoFFOvxPv9DqOh4j0uxGNPm4wwHerphWLdFbXVSyqnqdzlR7qSBQJofXXQ+nUmNpzx6VGUAkmuqRYm01SEgVBG4BVDtPoCaaVP4dTW6gEONN+LzGFYiNaEpuDQWlKxvQVCh/TWoUq0lJGqiBXUjpbAS4EZUiSRWngatq32M7Ugh4ALBKqUpWlApNTVBI9frp1LAIGFRVBONSL9nWG10B2lH4AJ3Guqjor11rrrr083VxGFJ1NOXDhWTsFtkR47imlUJUkg6p3kElW0AbjsAqDoKdPgplUV7ADpOIqsORLPLnIfDm5YKVABSSoBWivmafBVNSR/wCPT+vVDp5A0wSA/wBVU5iVvmQrk403VAQ/8Q2AKEBW5RJNAfx1PUF5c1ne409Ewuchyq12mpZkNFSlklRKl7lJNQk7iEg/mUCPwr0xrPA41KEbGtxTSONU/m+K5TJxyXADohMypTym1vtbwkF1TimWiQkUkVIJFCitPfq2wWL9wLIGAKc1GWGB9RqoX114BLi7AuQdeJH41dXjJncHjnl3DHsysIfsltsyHzJVCceRbVp/TD4QlKyltxVaLoAkD8etHZvoRKHu8O4MZBwyxwLeIByrVs9011FcBniMY9U54J2K3OrS/lJ80uFeduFXuGePm7rOv8O92u4SpMiEm0WewSbO8HEvRwpffuUhxVUp/TS2lJJ10PVfmt22FpM2SVsks0ekNClCSDqcTkiYAY86sM+4f3S7gEEL447eYl7iQhQEaWgZquLsgiCk/wDHkSw3G0XGTeJZbhxIzsNC0uFElmUU721EJ2DsrcFR/SvXTvt1Iz6GQgq4O0gHPmnYa5x50L49xZqA8N7V6Z59tUBwng8n/wDKO/3K+lcyzJnq+1cW6qKlhCVBouTpUhI7zIKAoBBBJ9Qeie9WwBvL2X9UYDR149oww4c6k2dwI/pYGOGsyIQcTpxPYOFErzQ4zb+U1XANtXFmJDbmKQmGftZDUZW39NaQVqKSaD3X6kdcoumiRr2qgIz5V0ywaXNLBgS8DE8xyoY7lzXaTb8jblJci3WSqcti29lSYbxcUpuI093vl3GGfklI16qTrZXo09xceY9VEJGFrdKFSEao9vZ6/bSurHyMqT5bYRCbWl6JZ1vsSGSr9JTz7za1Be0UStDq6gUpp0VtZjb3DdAGgtKrQXdITOfDZlGQwY/+JfVTC/JK25W5kVrkY2pT6cmciR3GUNuOBbMgsMTN60VUUMNuCn+mnRb+2Q7rcNiLWvkLmgKcgTieoAxSo1rcXm22xDXlkaOwHEtJz5E0ctlnMeOvjpZ8vLH2N8sa3pmQOqaQ4tcdaQ0t2KGSSw+2hQ2qNdyaggU66/bWUe27dFZMeBbwtcC7II35nHtrnl9PLe3kj3j90yNa1CuZ58saGXmqyceeSt3xDlXjjLLXkWXdqzTbxaQhpMWRMQSBEbAcC/3G3iinSuu6lSBUdcN3vb3P3CS8eAHvKhyjS4A4FqdEJTnXUtvuPp7CG2ie0BocHB3zDJVw5rwxGRpwHDFtzCx8VwZd5mwYMhiKzHTEZhd1zYgICnnqKKye2T+nUICfQ106c1koVqLE1zmOmOBJ9v5dlMR8QCIbl65EfljKAyqVZokSdKt0mXEbiOtB1NveisNsxYT3d3KaWvuAgA0BSDLY4SQGNS1z3ISM0HD0zpUIkZcGchrmRtwDv6jxToKs3+RTMXJPjZfrRKQmPGyWG5GUtt7uQotGS444QAhtxwIGwN7lIKjrqOpe12oBnkbiWREJxx4+qtbrdF7YIpMNbwV4YYkfhWoba+QZnJeEveMdtwlFzkWCSuW9MEVCUGOxLefZkFwoK9w30p+UitOqVdB31LntGGnT/E/Cils8MtGW7gNLXlw/Ks5zTyNmMrxwRwFgeOKsM9lxpq+vsIDbrQbdQxP7imtgCWAn4j6dPynxbcRtwOkL/D4mkxZq7FgJwwBIOKY/zpgmUMjEvH/xNsshJQ5FfjwXUp/6wdQ3FClNOLIp8q7iTUk9ArKJ318rScWiiT5NVjbKCHak9uFXNfVNO3BYToNqDRqiRsW2CVhVfzKGhrUH1r1aYSQKFAIoNVpkbRdbX2m3fRe0tutqO0k/HYs/qEU0J+vUwNUHmlbwVajeRzeLfEjD8i55ya5W695hOtbps0FSkLeYBbIihhknupo6aaCpIP1006IjuAgEn4BfYOPWhl5OIWm5cFcUa0YYuOAHafhWt7yxy/kHPOcXvkjLmn5Nyu0hxUCPJClC3wytSmGtm4pZK0UKzX6D26amaXSEMLtAyHx9Z91DLdhiDpZHD6iQ6nHrwA6DIdaZT4B+Esbna92POMit/wBrh9idbmvOvxy2xJdYo6pwrcJQuMwmu00G5RFOtu8VrtIwYBx49lSGn6hGRkKHd48U5E5BfbRyednlC3ZLSzwFwouLBtNpYTEvdxiOJbbjtMoCXQ4EAb5L6AQgGgH9Oosp0Ykl0zsceA6/gOdSYwLg+G0D6RueGZ5Dn1PLqaEvxV4GuGcyV8kcjIFo4wxVSbo9JnqDJuy4xU6pxxLlN5UoVTX/AJtxBqOk28Y1maUYDEA5HkT8acmMZcY2AiFqa3D/ANA68+mFfGKcuYXE8v8Akjyo4zlYnJuXElzhzsQxW5MJYS5YY9pTbshiPuoJRJbmux6JcbHcRQfm+QM9+z7B9w/L+6eWd2mbp8JoVqCaNMTKxSji1wATkSM6TfyX21MtQIJBbXLkXNocCsagYggd7HAlOVQ7zG8kMS524TvvJ2ct97kbnm/pvLsmxpcYxrFsWsLCfs8Zt77qy/N3uUUt1wl15wa0Bp1zfafI+4eVJdt2jyo8u8oWbXS3Be4eLc3ExJMjmgYaMAwNRrAEFHtU8EmkADQTGQcXElDqceqklMMawf8AF54+4ryFkNy51yjILRJxjieHFej4++ylAn3VRXFVCnM1bSHnlgNRgncfi44RWnXcfL23xzariXvNa4BrRj3uOock9poH5m3iSyt2WUbD9VcEt1EoGsOOoHNVxXJo60Suc8ycS4Jn+euca27HsU5X5mfj2yZOvVsRcMexGydx2G3NmNNhsRI1vej1iNnsrlSqOrqnTqzXEcNhceBEY47qRA4lC2NpORT5Qc0FA4YrncLSOS6M0202ZJYG9x8z245/qQFFxQFM6UTya7cLTmORYmrKY+cvxnTIevsFxt5mTIlBUl9AXHW7GbW04opcDfxSfjTquyzSRh1sCCwE5FR2joasYY26Y29LHs1gFHYOH+kjgRxodMjtTZiOMuQnWnXNzi5CtCfSiAkagtJ009RqegMzQ8kZGjFuSXhq4FMPT0FV5CjsRn0N7i646CkEmhW3VRofUbd3tp6adQEAKUQBUY1OMb5k5Kwixci8T4zmF5s+Ec1WPHsa5LxuM4ldqzCyYZl1q5ExZm7RX0OIEnHsqsLMmHLZ2SmW1vsbyxIdQpt0bdbTjqC8eBGITkUB7RhgoMhjwLd8Olr2Oc16OC6JGgtEjP6XljnRuI+ZjiCCjS3ZMY4BRb2WLjItaEOss0cU4yCSqp2gJUAN20VO3TT69eSTesxAUD2V34Wpe1HfMmNBJ5TeL+O8rY1KhSLVGjXZkOKizWmktyFO/LYUOgJAoE/AihqKdGto351hO17nOMbHYEcF58S3mMcKGbhtbbiEtDVfyP6vXw7RWvNnuD5rwnlEmzT3JSERn1Nwp6kqDDyAuqUOAja0/QD8CPT367JZ39ru8IC6ZgCdIK9qcCBgo4Z1zW8tZ7C4JVWrgeXQrkfjV2cU+XmQ4fJhQMmjJmW5p0BUwVcUyk/FxxbNKpChSpFfT6dBN48rR37HGAt1ZgFQ48wXDA8wvZRba9/ktn6ZjgTn+n2cKb7xDy9jPJ9uaes02Mt4soUWy82Vb6BSlMqqQtG0ag+lPc9ci3XarnbJC2QOMIODkTPgfTtSujWG4290AzU0TnML0zHMGiJtU5TRlRHlqUhSV9tJSohNQQtSFVIbSlX9h6gdBywuGFGYnYoM1qq83xRu7tSFSEoKUK3oWKElJp296gKoTvpr7k9Lgc9j26MCFNEHTl408DX1gmQZHiTCWY0pUmMErSI8hzdRQoAlKVCgSlI0rp0/Pam4cHYtw4fiKdi3KW2ZpXU0cCaxWUZZcLtcnrpeVJbVEKkx2GxTca1QtYB2oKRqmnRG0sRHGGNJdzJ4dBQq8vXTy+LIE5JQi8vXJ2/oqCta2ngsqBSVFtKvh+l6CoNTSp6se3tMbSE7oqt7hIHrzwqmi59tGqxq440rTcRRIH6pCj6IGmpOh6IB1Cjl0oIee3ErvNvpQ/FSia/EJ2nWutQSNPx6t/lcJHL6qqm/EKwcainEN7/ZM+skxayhvupbWtAA0UoGhBOp01/p0e3BpdbFygBuJXj+VDtqlMV/GeFPB4mydeR3Rp2I248w2WG1BwqKd+5IqUkfA0BqBUkGh9OucXaNCs4grzFdTspA9SMAKariFxah2mNF3sggIBSgpUoLUNyG0gbQpQIomtae/VecNWJzPvoxrCdelXkeRbTx9iNzyy+vswINliOymkuqCEvPtNlxtBSdS4XRUhPt69T7VuhoHHnwFLzIA4ke+l68LZxjXIHJF85PymywcvZv9zXIYtlwooMRWnVBhKG11U0op+W0em4V6M2G/OsZjLOxz2FQGlFHUrnhl7aK/RW80ZDTmCNXH099NPTmuBi1wZtssacakRAltlDSUIbQmu5KFJBSHUpOn9erHH5ksJmKNTenD3UMZtFzbP0eK2SM5Lgg9dWdbcNfmeOXkFGs7y1WrK1Ky/HnWStp2JdLhbSLwy242QWixc45cSUmtFmvVos7ts4t7pjlTBenDHs+FcL882LIt0u7dgCys1EdT8QcweqcKUX46ebT2PIY4H8p47WTYfLU9Y7XlMxhD7kAJecYbauocq520oA2OihSBWvt1bmSQSuGh+i7JwJyf/pPJ3Lg7mtctj+rgj1Oj8XbQ1CB/uRHLU3+pvvb1FSXmvxTyXia4ROavHi7zL1hy1JvcdNjfRJlWhDx+53x+yVCbCI/M0dE/gemJIz4hfANE4+Zn4jp09lOEaoWtlLprRxRsgxc0jEaiEI5LmMjReePPmRgPkDjDXDXOsaPFyRxp21wrlJp2pLpb7Se2t35h8VqtteoVTpvSC10tvhIB3m/kOPX31mvw0huwTG5dMgJPZq5HkcqXj5j/wAd2f8AHuYryrBG0X/CLsHJcWSN7xtzTlFKW2pJVVCSdUH29NOkMhikaTG4g8Wpl2cx7xRaC9ltkhnaXtAGl+XqccQvXjVdYLnkDxiOCTsosr2QS0XH7S9Qty3WUQJi0qkOxGFrCULaZJPbI9/jXXqZ4sUUeh7nBhAAICkHs5LUeW1luR4lu1pk1l6EgA9pPTlma2uf4xOOeEr5IY8hsatTGHSuQ4bdyhBCmra9d2lvltL8xjRpccpbJbNRWlaa9G7p1za7aYImtlfI1heRijTi09Cf4UFtLezl3H6mUmFjZHAf8YwLV5E8OB600TyunSJ2LRrAu3MzYUtl2WkXC3SFIdTFW2tuWy0lCVS/tyoU7Z3JKgdR1XtuYwF7snqGkKuK1Ydxe+RzIwQ6MHUDxwHvHUZ0kidPyTLshuptrDMO4Wia+kAQ5xjRYsVSG9z8ZXddbaX+ZNXKp+o16PuYihvZj+NBCkoOtB6daxmV+RNj49MTF+cvs3MTyJbVrN7Srfa2ZckpZS1I7oUtlbm8FNag+x6H3MTnjVGQJW5Yp7KjTPgsy0XBd9PIcFChRnjwpfnmN4/Z1YLe1kPB0hm78VZg0r9x/bXYy22ockd1ay6SUsKI0AQaOJqRr1AjtobpXkD6tmJav/mHPqKlNe+zIe5wfYyBWyZkcmFMhyPqpL948XchxzPcdyw3CSMJtN3h3q9qWl9qEwoq+UcSluguEU3Jr8dxNOnLeVkd1EA9e+E9OlS3K+I+GQXNZkCpPMpTLeGPLDil7k97Fk3gm3wcflpiQQ1FLqHI0JbTji3G925pxSa0H5vqST1fNrtGTSEwuaJtLnOxyBywGR51W797nN0EHQXAAomIzx6J2UJ3N+CWjn2Df84xTHW7NkGIP2Zabi72Q/L2y6dhh1oEqZW0uikuE7QadWaTZI320k7SH3TPCDScMP1NTs9VAxuhcW2x7sWt7su9lzzLTy4VlOKucMYuuPRbFmWE/b5RYZDrKJzaIjsO6swAtiO4ncEPRlsuo1TStTWp65zdXv7xADx3yEzGGGfWjZjjbbtBDCjVB4kJljxFExyP/Gzxz578fMZjgXLbNo5KgRlAW5uRDucZE8MVfh3uwLdTPYZ2/Hup7RSBoo9GprGyltGMuxJHAcRNGj2gkBdQyIXgdLmioe3R3dyDPYyxC8GcL8HENOBH6sRxAIpRd48VvKzxBuNwwjmDjq45Bxq++/Ht+eYmxMvtiZZO9CVT4SG13S1sEapUttST/wAxHUM7JfwxufbaLu3YNQfCriG8dcfztI7HBOIotDurLeTwb+N9s97sWuxYD/oeO6WnNDpLeRzFAWPkl3gfkeP2ZImcd5RJMZbqKuRrdIkKoqLISs0bNVaBVCNR79AxcRRu8N/+07AcNEh+APIolWEwLE2VUcAVKKHNzXDNOBHCs75G4DEYaicm4Y+n7SaWZyXIitIMz4uVWpIFEkGtfQg6enQHe9uLJBexgh+oKnAjiU4GiFncaB4EmLSO7knt6/Gjv8GOcI/JGOS7FeJLacgtrQjOhaty3JTaQ2y6GiSpz7hI27h+H49WHZJjcW5cCvMf0kYEDpxWhd9EYZdDsUyKJgcl68konuekY0zw7JORTREW2ta4xih2FLUyFlbjYhgdqUQ6CpJVrqQfQdEJPEDi5oUYL0FONgilhJm1aAhVf1BEXmDyOFUNg/L2P8ncOzOO8vC9tnadj2m4zmT+pEbCgw+hUkBILAPx1OlaEU6mWMrHyMMhHhjNcAW/D886DXrGQv8ADAcCFLUQocwMMuw9lF74d+EHNJsDfKzca5rwN9zuW2XcEud25QIzmxufDaWEqeidtASVooFbfhuGvXQGXNhttu63nk0zyNURuI1BpGBcmRIyGZGOFUi/iu91eLmyi1wRktL2g6S7iA7IgHPMAqOFe7lyXfcOz1iQu3u3CDH7Zo0JhtzD0K4NOug3FlKFMyHNigsj1bIT6+lC3uymuQ68gB8JoXUnygcHclo7s8zYJPBmCuXEZguPxSmucUZ/F5Y8fb2jNpcbY7bZlwtsKQ2ueHLcmkdrbd2W1SXZLAZ+aVJ7yHQlLhWTXoHZXDmyxXTAQ4OxX0xwX+dF7lokt5be5TFpAA4fkeI/Kla3HPMDwTKk2EPIekR5dwlNtI2OPusNPH9xZYaCe24WEKCwEn5JpQe3VlnvFBB/UMCD6Y0DsI0iDUOpuBUficMfeag0rl6Za+SI1xlIfVgZlRnYrjMaS1J/Z5SghibPdKVool9WxVNQTSgAp0lsskjEc/S3s9PXU8RsjnbqYsbvx48sD76sfMeXrDD5Bt2NKuMmXY8pO2C5JCZrkx99hRj2mK1RTfYVoV6baHWh6tvlSRs0rrGdDLmCcQVwA7E9VB/Mdu2Bn1UQRmkApgnU5Z0Z/iXFyeferlh96tjyIf7ebpbZs9zf22xIdQm2st7tjbbbCkKSkEVqQPTqZ5o2+22y2F2wJqKFoyX+rtPH1VWNmvJ77dGwSN7jGktcfh2D9NNU4s4Ow2ZDyld0jMi6tPLd39mimEyEKUQjckqISTSh0Un3065Nvu5Pb4JiA8Ig4FCprqO02TJxKyUu8RvUgjr6koXrtambXfbvbo5/RiznY8dShuq2k1QD67SgaV1oPXocSCNQwH51JaCRpzdz7Kit37LTY31QKKURTUqOiTVIp8Van3HUV7gTjUxjS0IMvT0SuoRmVQHFhDZqwspoPifhuQN2iiV6Eg06bbmKyQowoq0CGehsZY+XEtpHeZCknUJWVnarUVqCKH6HqVcYvwyQVHtVEaHnRk8csleOM9kbUqQdpSNCSADofUEk/j1EIxNSxgAOBrzwYb7Nzk7gDVSg2SCUmpJVoKqNQaD0BI6QWh2dO6hzrPLivBNB7oFAQoaf4/EigXtBOvp/XppzQMOBp1kgbgc8ar3I4jx7fbOvdNVVVVI+qaDU6UI9+h8jHaygp7E4jjWWt0BxMVoFQSSncPjuUfUEbQKVI1/t1JibpYCc605EQ519yIjqU1SjVIpQnclQHr+cVAAH+uo6dpgpUeiRq3ZoLCdVBKSqtDvVTefZSqDQH0HTsZ4Uw5wLkGVXhbYTOxG9ST+ShO3UUp8jUJFBqD9epLCRSCmRqRmJCQw6txaT8DXWhSE1CjT2CinX/wDP0/qQY5UnS1dXGvZjTltmtuIZCBsVWtAU7R6jT3Hsff69ba4E4Z0mZUAGS1i8hx+PKEygLoShawKioQpBIUrSqq0r1JaEbjkagSqTpoZPto9tvTyHFoYJkN0BBTuBBCt6TVKVEmgI9teocxCJmakRLrb0qf2iMzJutqZJS42qU2uqKDcGjvO0L0/KKAH16RbMbLcxx8HPAp25k8O2e9vzBpSra5dtVou1utaIgZiogQ3ZshSGtZKXOy0hhbZSlJG5WhIqVjrquwwiC6cSMXFB7ONcu3iZ8zGOJwYq0vHNOSJ1mzO5NxHCqAwmJaQ81R1119Edbqm2k7lJShsA+ilKUTQp6ib+8DcHtPBrGn2KlWrYoh/boi4hDqd7SmFAbFuMu7ZLl1zuEpx8T71cnRFeYbbedix0FTqwg/qNpKVA0BNSNa9c+vmNdKSmbjjx/nRS3BjJA+VMOmJx/nRjcB41ilgt8efndofuVpuwIjAxkqceiyFd6O5QjaZDSQUBft6Dq8bQyfZdpAa4slkdrBAxQjug/jVP3lkO67kHStWGPukKRiMyD8KPLkzxv4j5Z4ntGX+NKrTb8pssxE0QmyG1vux0hN0sl4h7SWLvuTVoOUAcoSSk9M/3e/njfb7o4ugeD4b/ANOri13Q5Hi045LRSTZtuZFHebOEmYQZIypcRwIXiMxwIwzpe/IHCuWXNxm+yGblbpca2PsXH9xC48uPLi1DzT8VzagEhOg9CihSequGPIdE8OEgVMvfzq0W90IS2SNokjcQSTgMMMDz6c6S1zTd27Fmd/h3KVD/AHSTMZi2lEUb5V1uEgoiW+NHhpUovTnZKkoAQCpSiNPXqrljmz6G4ve9ABiSSUAAGJJPAVZb/cYXwPmLgxkceJcjQBzc4oAOpKVIPGn+JXzDzPlS38j3yws4zYWFyL89NurihdpqtyHW7XFtBYRLStLZqt1wNtp9ASej42SaN0k97KyIxnToxMhfkG6UQAcXEpwGNVQ7g97mQ2sL5dQ1GTAREcSHLi88AmWJNN/wPgq9X7KiLlCiPwsLu0W3zbhJk9kd1P6UpEZCUO70tuI2qUopG/QdTbGCezvop34MjeCOtIlvI9wsJWQFDI0qMPjz44cKEr+QXklvjCTc8DuLn3+P5bbZLEKLHCnEjchEdLDZSkJWUuUPyAVrr9erxuXmNlrYGGZqvuC9oCZqMezNarVjszZNUgPejDE6EFQUzJ4Cqo/jz8aJ9syO0XtlCDGyN5EqS0l1Lv2bEhTZBkMoo8pO1NAEgiuvt1yWFlnDc+FIvgtBK8CTw6cqtt3cyPjD2AGQlrS3jpGCg5fllWwNluNM2aRGtNrU99lEio/7dbjriEvLbBUlTLqkR2xUU+SqgdSY3F7C7hSSwMJY3IVcnG/KNsZxWJhVxsy7IGnojZmRJCfs7glEgrcmfawWGVRriVLAe7ylpcQNwKvyiZbu0ytxRMPb+Namc0waHtGAz4+v8aM/y8xp3PPFWQ0WlSYsS2wZBkM0kdoRQjYptPZRHZioSApaUBSh6E6Hojtzmtv5Y/1PjcBwxRQn503uRP8Ab4JShDHtxzzwxKYD0Nau3DmE55H8kpMHifDLzyFkN4gOxXcZwzHbhlF/O5fbYlTodrYfTaor+8lD8xcdhVPzUBpX90ijaJDIQ0OAxyUjh+GFErUT3BZ4TS5ChREbzXgPWaYraP4bvMbku4XO/wB8tnG/D0e8r++a/wDMTNm518jKdkp3wLnhuBwcimQ31N7l1XKpoKgE9AxckjSxpyzy99ExYNYw+LI0FTg3vFfd+VGby1/HC5bcP4rtHKHkdxVZLtiUa93HHbHZ8E5Dyi95o7iFmN+yb/a+L21wZXfzj+PsLmTG4MGQ61GQXNlAR1Dgj8Cd87ie+VwQJ06ryAp97HTRsZH+hwTipy/5QpGLiBwxNVXnXiZzPjz10nWaNBzuPBk3GBMYhWPKcMvTi7TeYeMpexu05lbIMHLYF0uc9hUFcOepydEeRIYacbJ2m7e7t10SEtHAkYesjKh81vIxpexCc0/UhU5LicCoXDKhE/eo1mdZdbgMy7hbLo6zcLZcW5MN1mVHcU1LttwbeaTMtsyKSe42tCXGnAkKSPTo+WiNgeAD8D66Gt8V7sVAHMfEfhSbf5Hr5dJXIdlbdaSmwTmmnmrPFW4YbS2mh2XFlZH3Ct6qqUQKr0oAB0NuXPKoS1SMB7U9qGhe5RxRXDHuRS0leRVFA4EDBc0NVd4Z+M07yPzFm0Ktj7dmiTAbncUMVZDKHgTGbeICApSTRaiKJ9B02GPQSNOCoV9Mzl76hxvjnk+mapkc0kIuHIk5Adpp4nkvzRh/ixxLB4F4aVAZyl63CFOeiltJj/ohD777revaa/NqakjrU0+jvOxJy9Wfs50R8EFrbOAkNaBqeOA448XOTt9S0szxs8esw5zy6VkWSXF4YPbpirtlWRSu5W8utK7r7aZDgKVNDbQCoSR6fEGrVtE+YmefvMKpw1H/APBHvqe+UB300IJLR3k/SvBf6z7q+PNfzDhLSrx64cU1Z8Hx9hVsv97hrbbS+6EhlxppwBPdkPpB9TUVr60HQzed0nYXQWh1XBGJA+XDkmYGXAYGju1bTHJEyWXu2rcA3i5xz7epzOQ41O/4ovA2T5D5xn995J40yV7g1nje6WRGRXFifj8G55LenUsxVWWZIajyLpItMUOPuutgtp3D5E9eHv8AJL7yb55B8q/T/bm+hj+4AuWOOktkMMLcZHTEqwNPFjlc4AqAMa7F5b8uR3Oq53yIssiWiJjwW+IQcTp+YNaMASApOGVVL/Jl4qYX4w8Fcb8Z8aZtcOQ7fheVXHHpNzmMNdyF95KW9brdIlMtpafdZS4GlGpPbQFKO4kddA/xA/yU82ff7Zr6XzXaWEF5Zv8ACElmHsjmLCTrDH/oe0ghzUaSpAQ0N8/eUNv2GYX9k2WNlydRjkcpbggIOBRRkVI61TfgHl07j618kZzyNeYaMOxuM3YbNgVqbbVJyLL7hFYjJnux1OJU67Ibksw2dAQpan6pCa9fQfyh4rY7m9nkDbRjmRiMAanykKHlMe6EaOZJ5V5584pK+z2qyj1X9wXP8VypHE352g8AcXOXINHEgVK/IPEOSMEwHIsvuGAzX5/Jkhb98yxUB1y12GLIAag2pqWtKlNKtkX/ALZIKih3VfqUnqy7rsdyy3lmazxJnlZCMU5NPQcUVahbNuNjuM7WxzFttbA+E1UL1PekAyQnE8RgKWhgEqRZcgZhSUmOh19KGipIFEV+QTXXcr03H3OvXLmNkic6KUEOXiOtXmR5kYJGEEY9abRzd4EZLiXhxi/lzcjb4WG5dGhuQIqpbf7hHi3aQ/Ctdzms7attXOXFcCG0KUtKQCsJrTrdkLe/uJbcOLJGRPcpGBEYVwBUqmSkBeC0Obcuhn8AHVLgSDiQHfKMBm4Y8UyVaRpkMn9gYdcQvuTytRZBFEIoapV6UKVJOlNKevQGR5YC79fKrMxHgDFDn0qtF5LclXJi4rS3922hYaUBp8m1NqJSdN1FH06ZMzy4EpqFSA1oYWfpPtTlW1zyD/KB47w3ZEGBIXONHE7WUOuNJRrQHYyRvFNEg01rXrgUf2s81P8A91gZ6Z4kV2I+d9ghGkyNJ5qvtRcaBLkX+QXjG/labT3GQXf+l23Shuq0r3gOoSFEkamuh6mw/azeWD91wIGSJinOocvnbZzjG9q81P40H3Juf8Ncx2Gfarm7HauT6HXY05ztbVPUUUBsn5BTayfl6gnorB5b33Z5BMxr3NGIDRl/Ohs28bZuDHM1s1EHMhD6c6VXmeLP4pdpELu/ewSv/tpKQVK7ZBKEu0rT4/5eh6vNuZnwh8rUUZjI/kRkRzyqpTsbG9zWLpB9nTr0NZLjXlnJeLr7HuuP3F9EZD7S5VuK1JYdCVbiUUJ7aju0oKV9R1F3Ha7LdIyy5a0v4O/McR21Jsb2eyk1RqWJly7OVPI4D8qcX5TtUWPNkMwL8lDSHkuqS2N6EBK96dPkSK+lF1165D5g8q3G1zGSPG3IJUYjPMcuzhXS9k31l40Mf/u8D+fpjxouw+xMjKKgkr2nYsDcVAoO1KUmqDtSan16qrYkdVsExydj6YVXsth2JLdSgqS26U1UoFw+utNKAhRoP69Tx8opskkqar7PkBm2991SQtsVbboaqVrtUoildToPp/p1LgfpCcCajThGl3HOg7ymTK+0fkuKQ2ZTikIbIUmlDopNKihFTT20PR9rmBI25VWpjIhceJWqzlSHyyhptQo62AXVGpCtQdDqBpqP7+3TgwNMYEYUKHM0FuRLt8lCjtQO2SCKKoSHFlRNSlK9PTWvVz8rva5ko4hKq3mFjgWPGIWq1wy2hzMcbbbXXuXNlKxT8jY3FQqk1oAKD316sG4ILKVSg0Ggm3OLryNBjrp3fGEdzGEQZERW37htpIbSmqg4WUrcWVAij6fUV9vx65dNMDI5gGTj766xA3wo2lp4ei0dvF2RQn7gjuyVuJhtF6W86VbErqC2hKQdqnaq26jToS4LKGgEcalRzI/vZJVjcoqxXkXFnbPeLt2A4zJDLKX+2O82miG320kpVtUKKSKHX36P2jIRE5jigcPh1qbDcsaHBrmhxCY/DtNLq4N4nzG+8k5DheEXWYu7Mw7hJtVX3otvTJSopjMOraZeBkSCB2UEJSsg7lJAr1It7G63F5itYw+Zox68AAvE8qHDfLSz1S3h8OJQFK4EHPoOZplHFHj35Z4LxzkNz52fZy5RnF2wW2xOsKuDcdKllMZ2YpaWg8UCilCqlmgpXojbeS9/uDqeyKFuA0lwJ6uQYADkqk1BvPuJ5bs1Mcj53hpOAJGHAFMzxwQUxvwK5RHLfHnImDXyzysbYx6TJtb1puAU5NjtstFPfdCiF7Xqk+/49XWDbHbRZw2ilxaqkhFK8uXKuMbr5gj8y7ncXYAbC6IBoBXuoVx7fXS2fM3+OTJ03eZyJxI7/uTHZj8h+42+OtuU/GeccLslccpJQ2EKNdpOuoFNej3hxyguxYQFLU94qsRXUlqcAH2yYEH2goEShM4L8nuVPEjJWcQzFUvMeNZkpEO64vckqdnWBBV25DttadKihDKCSGVaUGnUgXcLWBtxqTg4DvDDBebffUWe6NvceLbojgC5n6XdQeDufAnOja5V8d+NOfMbRzr4yZDbYt4caZn3Gxw5CI6BMQC6EraZUl213NpYNE0G4jQ+3Tugu0uejZCO48fK8dU9OdYPD0udZu1Ww+eJQrCcVHX/AE5cqtbibKMs5Dwu2cYck5u5FnRUtQ1iY6tqSlcZIQnbLXRsvBw0OtPSo16ceHRO8TS3AcOf8a3CxsrfAc94amCnVhnxzof/ACM8SbRaExpMzIhcXnJKXbaFq3yCvvBS0qcB7KnFalCq/l0PSI/DucEIQLzogx81uEa7oMOBwK1sB/xCR3zg72DXZT02yYg3GkY+w+zGejWsSSX34SXXmt6YiZR7iY617KklIA06sO5ks2mO4jQSatBPEtAUD/l4HMKlBbBrJ95ltXgmD5w1VAccC7Hi5FPAkLnRT+X/ADpyVmGXf+XVrt1otFkwZv8AeXbjAQ/NnX64zLeu37Joec7EGFBadUQxGJ7jiwVLokJ6B7dtkFqPqGOc50hyOQ455n11OvtxurmT6eUNa2AIC3AkIBjwGAyGC40uPju83m0wMmuyexLk3GXIlPqfVPjK+8b7oRK3RVvFbRT/APLUUgAUJAJ6LyOUIfmVaisDWFB8pQJmfb66qrLsx44vztm4X5exZ++2fOqMR79IhIfjJkzNzikfuDKO7ClNropoabfRPp0FuYZCt3E7vsTDn1HZ0pU81ux7dvuA7wZRmAoBxwJ4O5GsDLzCw+HybRxXm0C65JwnlL6rdYsjlW6XM/YFSdW4t1eKFoQlmoCFAUIoRrXpNs6PcI/GiIbdMJBHEpx9fXKh80Q2b/pZQ59m9+DjiAoyPLtyoLfMnxrz659jJeKL23O4qySO0/JjJU4uK0l/atkIZbQrXYs66BWh/Dp10LJzq0kXTMSE97epGJ91PCT6F2svH0TwmoYpyDjyX+NKNVwjb+B8uY5GuF2ZuCmYtxjsNGS2+8lT5C3nJsdlRXGZTqEb/Qe3U/Zr6KxvHSIn7aFxVMSPaqYjOnL6J13bgtxR6oM1RMOYx9tFx4i8mwORLVn2OxLeGkfvMN0SFpqlDbK2ngHHNqkqbebQdqR6e/XU9g3OPdoHvjHe8dMimlrVBx58q5v5ntX7PIx0qlIicDxccqqfPsUahc0WHH4UOZFalImPuSkMBmKpbstC1OtbDRQQlZor01Ht1Xd7sYo7iJkLSA+Nxceuo+gqRtc0rrCSeQ6g1zUxVAW/D8QlSFfjHzTinKK+XeJ8syHF5kVtl1S7FdZkV8q7KC3Le7b6I7aHHkAbFfEga6nqJDte4wOElrqDDgQEIIPNcHDmCFojDcQys/6mPVp/ViHDqC3FpOeYphXj55beR9ytz0fyEwy08l4uuW7bxeFxIVny5pUZamHXJ7ae7bLu78CUb0NuEE0Ua9TxYOilEjmutbkBQ+FQCf8AhXM8dJGHDhUsbldNJja/6yzI/wBuZCQc8HopAGQe0oeNEpzJ/F74febOIJutrFlwrKrowXotwxt9vHMi+5T+q2mXaF9233XsLUCsEOqWRoR0IvjBdSlu6xNuAP8A3GDRJ2lzcSnJ7SlGIrW4ihElg+WzCk6HEOjcSOR7vRWkKMqW5zN/Cn5O8YcIZBF4/nL5sdskeVPt2PxosCx3S5WuI5tTZ47dwmNxpuQLjFSmkJW026sbNFEdMu2vbriE2u3XDn3GjuNlDGNef6NSoqfKSgJQFFpoX+4WbRLfQh1uHjV4OuR7Wri4MGJA+ZzWq4NVFISgg/jQ4nuNk8jLhguYceZphl3KNt3tl/ssm2TUSWHVNOW+SiWA2w6ysUUlCzUVIroeo9hsF/tkE31FtNA/UEDm5rmhxBA6EpUyXf8Aa9wuGfTXMM0ehSQ5AEKNBBAcq4oQOtOl8o/GW/Z0q1cY4tiM2+Nyn22O44A1HR9y6SXGpVHANjuigraaD1oSepEVjdSMdIzS1owJc4AfxpB3GAPjh8RxYcwwY9MKubgL+KniXhyznk/yivGPzrdjsRq5DEJUtMfBrC3DBfQ7frg92lXuduSP0ilLG/4oQ5WvW7a8iifps2NuNwOHiPCRRJk5jTgSP634D9IqPe2XiNFzuEz7bbWqfDa5ZZjyc5uIB/8ApsxdkTUrlfydY3zJcL3wv46Y1IhYZjsdVsfzG5Qf2RdyhMO/Ym2YjYXO29BtKdhSJD6UrKabG0JPSXstzcPuWzOur1RrkK6S48WLi7lqIA5CnWT3L7VtrDE2020M7jEGrSODgMGcyAp5muuDjuH8hWDIuM7my4xn6ocl6G2ENpfYKkKfaUFOsuGR3d6ag1Uo/Qa9Wfal8MyTNW2Ic1/UEIUOQRVxyqv3HhiRsTDpuTkmY4hRh6saAbGcpyfhuflWCSF3aLLiz2GLbGclLgNluLLUu4GVAeUu3yG6pK9yar7rZUKgU65/udhPs14baUnwVWM8HsOLXDh0PUHAVZLW5hv7MzRtBmTTITm14zBGeOY5A5mlReVPLLdj5uxqXEUW41yu8m6pdbUttoSFqLjrEZwUCm5aCU+m3QadaineEkAOL1AHvHsrIWhoESEtLe8eQBwPYDh66OzGclxXJOP4qY7jTwkR0T4635ZkSLjbJaQXLeEdpW0QXBuQCKIUg69GgXB/dyIy7cR7al+DI17WFDGRlwUH31ZHPnFNuunCmGci467/APrRiNwhz+41K7VxWxDJddhRwiinH3W00B+QFRqB1bfLDvB3VuldbgOPEYp68qrfmIeNtRjeA5wwPZxJ44Zjsoy/Hjla+JxPAcxfpaOwluHdXJCypptE0duKt1xptxbjjYUolsJWkAfIdWrzayO4tJInDS57Q4DiHcuQxCVz3aXvi3QSRI5rJNOCgdeuAK0zWycv3DHGX5KZbUpF+Zd+3VH3FlUuM1udfeWHFsMsP7ypAQSAk6pBFOuF3lsy5YwvchYT/H4V123mlspHiMB2sZ49EPszFUA/kipDz0hSytyY+7LWaEHuOuFxSe4fVICqD/j0LMpOByoy2ENCcagWQLuV7dH2roTTftQleo9nDrQEqpr+HTEpUipMWlpIPGuM5HJtkJ2HISpSwgIRqSK+hSCoEk109hTptsxb3TieFKkgDzqHKguzyW8/k8hTAWFuLGhBKivuKUQNDodadTC8nHpULwwzutyFFhxi/fnbK32kKWygqKEoCzVsIGhWPRe4ajUADqOj1cmVPnSWDmalkW/LjznkSklDqafJSkoBBUAdp/Kga+pNfp0jWWuV1K8DUNQOJr0S81jRm1tqeZTTeqncHx1O1KVLoainprXXpqS6ibg5KdZbyErwNVNfOQYTqylMlJdKgQEKSUEioBpU7UqH4aUPt0ON/CXIEqb9K9rBqULXdGzOahlpEZpx741SEEqSSoUCk1BB210p9On2zk5IlR5I0PeU+note9zKpnbIkJUgLA1KVAUArQrVTYTWmgNfbpxkpeFwpHhsOXCscw/JeuKJRcW2ylbZIUogbNpUCBSg9aUrp+J6daXhwVUrTo2lqAAmrdtF5El1EdpxS1EhOoUpKVbjqmopT310r1La/UaiuABTjVpDG7jMiKW0xNUF1ptjvrqpSKnehLZ9E/XSvToU4gd2mw4Aoor3WbGpdphLeLbjaiApZ2qTvI9dySKKrX0p1nFRWEB3dIwqZ4Rjsy/T7slxJcQ2ncE03bT2SNfckkU9Nf7dS2yaYlJ5CoL4SZA1oJ7p6ntoUOZsOkWm9OuNhaT92ySQdR+oQn4EVrUe3/h1CvG6m91VBqRZJHIA4hC01hcKWu3ZPZZ187zlqiPuOrDoWWzISw4Ii5qR8lx0vnUJ0JpXTqHYOlivGSY91yhefCpd42B1s9rgCCBlmnT0xq8szyeByC/cbHjTIf3w4NsU6htbLDs3uF11iOVbCtSm2wArQKI0AFeutbFcGFwkmJJDicTwIwxrk+/Q6x4UDe64ABM1Bxw4fjSt/Jm0PcezlW+6ofg3F14XBEa5LUwtUVxLjX3CH0OtuusoCaApUNvuCOo++SCeeW4biHuanL1VavLpdFBEybDRCcORXIjnz40ttqRfrll9hYgpmLanZBRao0g/eJa+4W932ztHegyW1BCqVqDoPXoRYbadw3CG2GpXyDIYpmc8MBjStwvhaxSSjSga7DrwGHGtnbF+K+H8G8XYnKV8vkG65VaMcRcZlulSGZKf3VtPxxuHYGyHdyEUoraVKrvqAD1YfMV1dHdZLARkWTAAZAMgAO8vU8KG7JbWjbGO/fK2S+L/APZJCFT8qHHAKdfGkm4F5lZNg/kc/f8AjyLLasuVXRmBlWDSFKiWe6RfuVhme025X7G9QkqBbdSCVj4Kqk9U0biRfttU12LyGvacFOWpvFrhz45Gjs1k6O1duERay7b3muzbpB/2yB+k+0FCKeFznccE5B4vjO/uEW1ZBkFugFZMgN3My5LdArtNAhaYW4jcSRpT06sFptI1OEjSYtODuIHD1+6qteeY3GNvgyASh6mMhQuThwz7VyNUF4veIXjTx1m8PMbxa7Vk/IMqXGkRLxc4cS6Toj8r4tvWyTO3tQX33AVF1ui0E/HXpy4tRtNu6fbmCN4zlQF/qJxGP9KUuxuP77dRwbmGzu1KGH5OfynulOoJGedO4zmRw1w5xDkOZZHe7bDkPWua2zHamRTdLnPDKmYtktUcf905IL21KlpT8TVSiKdVS0/uN5d+HE1/gtOp8jgcBmXE/AZkoKuu8ssds21087w66kbojiY7BxOAa0Z4fqcUAArW+s2RZHcLPyhbLBdTZ49/fuc5sxXE91pcqU5IVHL6kLcbFTtKkkE+vr0aZcMV0mnUGkELmi8sqqsNq/wBbqQXM0uTIkjHqnDDtpA3NmXXvkHO04tmokuM4vergtubKC3XHnA8ppuOlwbnVJSUVA/yOo6B+YN+k3i774a1scmGn9SBFA4AjMVb9l2mGwse4pDmBuklS0YnEnElculbE/8AFbxEm649Am3G3KhKdQ0mK7Lb2JZjITvQ6EyB9x3Xir11Ska19uhLQjWMkakjhqd1HBKGsY2a5LmKgfoaeWlV9/tFGP5JWZvDcyVYYrneWuEH+4FCWptxyoqh4FEdYX6qChUGnUuNrREsfEVJcrJnRH5h6fyqsMIam5BbWrSqcym4l4BsiSlL/ZCu2AqOy2WghIJ/MoV00+rT5NHfccBTkcbpAUz4LxPKnR8MYvfOTuD2MEzZlcTCzGfxqTfo0gfvOUW+Ij7KXHxsqS4iyhhe5l2clK0h0K7IUsK2xf7x4UwubQfvtyLhh2uHE9MqmQ2L3WJsbtBETkM0VUXgOvFKJvijjXjLgnFjhvD+C41xvja0OqnRcbtTDU+9yHA6XZ+TXqQJF3ye6yVPrU7LnPvu7lHZsGnQeR8k0pnncXzEqrscegyHYKNNmc1giaGshDdIDWgBETL3knHklTC53dpTbf28Nhkx47be1lx1aprzYIDrjjpKkLdJAUANqSP69aJ4Dmffw6gdcetNOcHJgGkBMOPXGoja4kO1yF3N1DMzIXX1S3r67HZcuEaS4gtFqzTHG1ybPCZjHsBEdbYcb3b929XWiQeXQenGtajp0r3fTPn2HCva5NbdKkOJQ8hYAW26CttVAoJKkk603Gn0J60rlwyrBpAVFPuoXOaPELx457fmXLOMJFqzF6MmO1yJgtwexDNyGEUiMz7hAaftV8ixySS3cIUruD4qUBSkuC8uIB4bHft8iFA9XD1U06GJz9RCFeefbzrW0/kK/iN8hbVfsezbjh5rnzh21XBsZPebRbEWrlfju0qWlCrzmGARDMj36xMIUPuLpj7jzEf4qfhsglYmNkZdEMcdEh9hw4Hn0OJ4VAuoGlnivaHMYSvMA5J1UY8FSoflXKPE/gRwnExLCRbLhyVlUANxTb3mJUlyTMbPa7bzZIdcLpO9fonafSnSy0MaG6iImYdS4/icugoQ2N4a5lugnkeSpxDRxXo0ceJwFLg4j4Y5d8qOUJVzyOZKatUiYmfmOQvd1MaPFcd3C1QluFKdgRuCgk1K9PevTRikmlMtx3YhwHLgB+JqTE9rG/S2xJuCFLjwP9R5f6B2VcfmR5P2vh/GmPGrx3ejR3IkVEPJ79FWD2xQNupUtmilzHNpSQdCrT8o1av9wZajw2j9xE6NHP8ALmaJbTtrLw+G0u+jYe89cXu5A8XE4k5ADDGo/wDxdwuALblOc5FzDxc3yjyxFl2ybx9ByuGu6Y/CtDoUbrdmWFtyIVwvzlyX8w6hTnbCQmgqevEX+W1h91ty2G0HkC5vodgDXuvfow8zyOJHh6/D/cdGnBvdVdQyr0B9t/7F9Sbe+nhtL8uSN7w0kMAA0sLsGBcXu+ZUxSthm5+QXKt7xmZb7FCtWNWJuC5DjWTFrQ5AkMxFNFIjtd5LCIzlAEHamiAdB6dfG7zRve5bbev23er2+8GRrljezwWSY98OdjI8n9WpMAQhNegm+U9pt5BOwunmB1GRzg4EjHIKDSkvNPim58h+LHJkS9Ybcfv7awrJ8dZjuNtO2i6Nha1SHZYWqTJdU4je6o7u4DtAHr16z/wj/wAg/KfkL7kf/ENzkibY7zNHFHM1RHE75NHhoMJAWNa4uRmkkjGuffdDyte73t4vbI/uwNdqaRi4ZjSeBGIRMe2tVO0TL1j0mBcbZe7nDmNToNzc7ch8NLuttWDGfkRVqU3IcYIKfkD8dOvuvbyy2lw2SN5bIyRrgQcFBUO5HmK8qSMZNE6KQAtc1zSCMQoQhcxyKVt4/wASXOXFPmlwVy74b8/z7fPzJdvXLxhc8xmpN1sFyjKbj/sq3auLnY7Pa/ICooGw+h0663fLuV8e72aPkgcDKwfK+J5xJbyXB3HvA1yebZm7U6O5gaWxtJCY91wyDicxI1UPEgjNK13vMjg28+KnNeX8dZG8mU7jt2X+xXRICP3iyvvrXapzQB2BbrBSlYqdqwa9QPOu3WFqI93tMLS5ALWri1c2+o4DoKtez3cV8DFauJt8SqqRxIP/AAnDHhUI5B8ueVsu4fxjizIM9yW5ccY46qVacFcubz2PW+4KUUuyWIJVt37qlKVGiCokCpr1y+OY28sjoQFlboe7JxbyXqgVM0xqwQW7y/S5w7ow7oXHHEopHRcKDa5yFXKO5JWypSEJUplJqaehJKzU1NR61A9OozkxPOiICIOVQABZUpWxIUlY/TFCtQ0oSCdCCr1GnUDUVT3U+rU6JRTylx2Q/KcisIcIB2rQkqNRp6D84rpT+/XQZHxtJlc0GTrVfi1Ehg+UD0WqkvbTch4vjalSgoFLaKGoWKp2jQCp6BvcC8niakAIEqG/ZsurV3UfBJGqk0WFHVI+ifiNKevTGkkqVA7aWHaQjU9lesswHkoYkspkNpBCe+C5uT9N6qqSnX2r04yKFC17QQa340oAAcRh7awdywLHLsgrjUiPgVSpKgApaB8laaDX8w9uok212cuMY0ntPoKkxbhPFgTqZyqLWy25ngtwbuNhlq70V4OMvtLJUsD5pQ6hJSlTRIpQ/wBOg93s7/DMMzfEgIOIwI7KLWW6BrxI0+HMnqPTqKbL4veVUfL2I2N5Y4Id8h9llSZCqKK1rSgKBWdxjukaLAoCNeuOeZvKv0R+rtz+04EHPPqOB4Ecc66fsPmATnwJgmXqXlzb8OyjynFmWx902tKkpHeUtIKxVRBUpSUqKSABpTSo9OqA9zmuLSETCrtqGYyqoM+7My3uM1K1q1UaFW7Q0SEpNSkhOhHoelMmI7QVpqYeJERzoI+QpiIkbtrWsIYSvepw1Ule4opoNKCg9ST79GbabW5pdgM1oFctAiIIxCVSce+NKi9pT6lvObktqSkanVIWBSopX6+/RPW0tx+ahoeh08Kpfkpr7i3tCqy8walaqkqA9CCafEnTb7dWHyrcFl6YVVr2n3UD3yPxLXWCpBFZHxswx3Js7jTHG0qZtm1xC1J3tlwgHUUNaDT3FT1Yt/umx2n07idTsQnFMh7c6G7BaeNeiYjBuA7evZypwBt0TG4EN+S6UupaccUAQWm17QGwkbqJKCqvrorrmge+Z5dgCT8a6TIGRRgnOpHZ8uMHEpES0hP7xenyn7wHeS3uI2pbT6KCU0rSlT1pzo4365cA3iuA61EEmoYZla8MXE+RJjMVV9ubtsaDinIaX3lo76XBRsHcKKW4AAd2oHv1IbeRXLO48PU5cu0cKXFa3DmYnSPwpnPgbwNKxq9yuWr4iR3DFehQZQbc7LxJWl1LKAKPEr0SqpASNPXrqPkja54GO3C5BaXBG9RwPXmvqrm/n65EDG7ZqWVxD3AcB1/KrT/kG50zbhnDsIyrApsapvENN1s8xAVb7vDQ6FrhyWlDuRnXKUCgak+vXQ43Ma1xkYHtUBDh6wefLhXKrv6hxiZbSGKQucVQEIODgeB4pjyNXP8Ax2c/8a+QUPMRYrQ3Yc4l2txGR2wJQl9uW/GWVAON0U/FKhVK6lQBHQjd2O8OOZji6EFMc24qhqftStmdFOxkd4W94NxDlyeDyPXEHOhKT5P8q+JPNmZ4byja7jeeJL3k8tVunykrktQYspYQthLpBaKGjUkGhoeniQ5jS9dLk0vHA8jxofHHNbksYBr1OVhycP6mcDhgRnVmc7eH/EfmNjjXK/B16gwchXHMmTCiOIEaU4UAuJkNIIWl0gEbPc+mtB0xLbklJ1BGR4H07cKadZQyv8e3On+poxx4+scs6WbxnxxyX42cq3SGq73rHoikuRr1bFKkvWm5tt6uuKZKe2CtFdqimtfzelSq0kngd9NpLYydWJUYceh9lN29pD4/jgrJpLSmB7DkvrFGFiN6ZynJ3LrKjvsshQW3NKosiK9JWpRbjuhqimHSSTu0r6dEZZHIMu9ROOLS321OEWm+cx8v2Hj6A9KntR6vqCnw8xHYb2o/7hkE0LWoSQaf81T1uPTDH4zkDEJPXHLtOQrWLS1oUvcUGfv6VsM+G+LWjgyxX/HU3FK79PWmUSp1LMggRQ19s2EtusLSCAe27qDqNKjpN5vTLqGOFzQ2Ji4f1dfVlzpyzsPp7uSYPBuHgYjDLgP44cqrvkL/AHjb5mZ327vN3C43lTn2r8tMGKhpv5CO3BjOJaZo2wU/FVCtWp9h1NhuIZ3NEPyt5dlQTDNDrdIMXYqT7x20I9tsjUfEZstCVLKC+V9tooDhCipBWI8lIAUr6+pNOpjkVKQChHRPVRPYlw7hebePlxye9ybam4uW+cIi5uxt2C9EqltlT5Akw5o21Q4k7kD6ivQG/ZI2cmMPwYH4ZYZ4fjU+FjJLV75XtDQ8tQ548uSrh7aV5HyPljjO737BPJ6345mvBt7+5GDZrIdU9GSytCnYljurz7bq2JSUJCG3Va7tUmnTTri2uiJtrHh3YAUDAk8cKg29vuFnI+13hon28u7j80ByBXHDhxwqseFPITlaw8iXXjq8cYzr34+XmSmJjF9buSLuzaWpRUhuC7JDCUKS019SDSny3DowWC5DSxGXAaO8uZ4hMweXBKhNZNBIYNDnWT3IMCRic+XbxwobfOnw4dxaPkXLWHIm5BiM1v7mXZY7vcTBolSlocS3uc3IKjp8QsCnrXpkt+oYkTT9SPmaOPVvEnmBWNLrF5bI5bYkAOPzBFCEjDD0xpPnHPL+U8VNz5eGxJVvZuLj6kuuNJbeMhR7SxcYiQ60hpIT8fUg0qR1P2S/vbFjmxk6Sc+pwKjoKi7nbQboAbgBEChw4DEY8OdGjgHKknOo7WQ5DbIcfJIcZbMSXRT02QlIQo03Ettped0okV/p1bGXkl44Pnb3wEBxXs7arE1uy0JhY5YiuACD05UWlg5qjW7H5Nvut4VGW+S3It8pzsNSUJjp2h5pK2HSGT6Ek7SfTq3WLHOtw9sQJwQ+mRqPBPasY6OSVzXE4tQ4j2FfXVbcjcg2TIuOLjiGN5Ai1XaWyoMv2u4OxVbkqMgyi6uV3kymhQApqVK99ep0to+4icwhkbiwhpXEKMxiT66aluI/HD43PeNTScEwHDIeygnwzP8Ay8wfILNMkc+ZrcLbjN2auNntE66syYL8RJITDfedi/fIjus1rRQO4AkV16rNtt2921yDNI18YOILWYsPDUinmD7aOy3lgbUwsL2kgIjiQ0ggohJBAy+FPy4c/mRuGP4ALbm2Nw3cggQ0wpdtvUp6fbrw02ihu1quLG11qSUn5Mimw1Ciqo6XP5W268mDwXxxqpVw1NPIYI5p4cRUSPe760iJBYbr9PccWOHXi0+7itYnkT+QDix+ba+RIHHduTlEx+3vzJSI/ZceU181oYlNtKeFW1EKCyup0K9aAo6zhgt/p5biTwBgOPD40A8ee7n8RkcX1AxJAI7SpRBwSrZwD+SPDZseVkb9satTjDRbjuzWxsZnpC1tM9xaVp+AHqKEVIBp1Td5gtoQ21hcZAcSqjDrVj225vWTGaSNjQgQrxXE8f40GPN3l3fvIVxxy43i6XSyd+Q3Y8XbcTHtNnuiHVhF0ctjVG5y3Q6AHFbz2/TQdUu+bI+MMCfTDgMAvXn0U+qrZZRmS6NxK8OugoHEaeTRk3qUXrQqePj8nG+eEXaAw9BSq6s/u1vkx0qW6+hxJfMhlIbbUwtwoJDYAURX69ELHulrs1z64Z1OuP24CR8qe5fTCjX8p/ILI8E5OwfkTDsRt8Ni2rfl35+W3Nb+/mNR1sRoqUNjcWm0KURT4hCTWunVg2y9+n02ryTCXkuBOJamTezM8zVd3CEy3H1MbWi4ESDi1VQau3Icqoby5i3/AMlsEsfKWFXJOMSGpMGfkUa2lxDjStjiZcbuobbkBqSEpSaJ/LX3JPVw3rZorqwYyPS90XeYXBTpcFTDHJCRVWs9yd9S6V6sMhDCGnu6m4YrwJwwoQPLzwQ8gc64QxDmfEMCZl4/Y4DF1lLhXP8A/WxiO0BtuEK1rifby4rKgO62mSHg38tiuuajZZ3NdCySH6xvf8MuLXp0UaS7jpXLDPCrnFu1v3LkwymwLnR+LpBYSSgJC6tGpQXJhgUTGqF8VL7fJuRW/j6bImR7wXIi27c+xR5l3fSUhKXtriIr5UdpSCDUga9O24eGubKCHtLSAc0PLpy9dFjNbjS5gJcRwOBTP15dtPbwvxt5T5MzGxYOhRtXGjM+LeM0yB5hC0wrSW/+4tticdQ2HL7ckCgUr9OKye6qtEg2Xa7yC2a68mcA2MlGj5nkjBreOJzdk0KmJFVndorme4ZZ2wOqQd5x+VjR+p2XYBmSnBTRteQnH/E2EYLF4rwFuNablbLa2uV+1/8AcyLNb5CCu2ybo86sLaus1wh1kuqDgTVZpuSOpljeX+9Pk+vcmsANAzaMlA5Dhz99Btw2mw258QsWEuaSXvOTjmh4F5zKZDPlQJca8nXW+58OPr7eLl37YqGzLQ/cnXlPNNOhMSVLkLSNzsnaWu2CQAknceqXvNubCaeAgdxxHQFOH4VZrCRt34EmOl7RjipIph6bFZwFKL7RGwVTvSlJUhPoU7qbqadVAkcxVrQjgajExdsiTUoD7SG1etFpUsGoAc3Aih1O6mumlemXuC4kIOtbAPAGvu6RceMcyPuYpc7dUKCirUkE7RWqgpYOvWmtY52YJ6Vt3iBuRoJczSwrK1FkpLZdbSPiKlYWpZoSSEporWg9B1JySmsXZ0VmD5G/Z8apHjl5SUEKQkBRPwqk+tCCPbTQevTJlRcOK1sRh5aHZ1HIsuXkcya7Kb+2K1lNFJIqqtahITQ7vw0SPU16geI6R6kIKmMAHdGVZV3AYcpB7swEkEqbRr8z6lG6ooU6VGnTUlvHJmuNOtkczKqZznAoFobEy3vKfcS4SotoUVnUAgnTeoppt0Gg06FzWbWOHh5e/Cp8N296tkA1e6pbg96tUOG01c2UJdGqFGlUpSAlxQrt/UPqP+PRC3fG3/cICVDnadeoKR0q1EXbDLh2wtTZKqJTRLf5iaArSr1NBpr616ntlgdgHNSoj4nrqDTXqkN4+HGUNutNtr2klW1ZBQKk1NAD7j2qOnw+LilMaZEVur31aONzcNsxDinW1GiFkuhAUpdaiu4EBSj/AEHTgfDGSS4au2kaHZgGrUl8/YxjNsU0zb1SHFIKWy3JjIQF7apBS4rUn+/4dY65gAxcKxsU4+VpdjxBGFR/Ec0kZXFl3W5pahR1OOraj91sbEIBUFqNBudCSDXpxkgezU0FOppBaWOcHEHGiU8Y2YeSX3LW4+x9MNUZBUCFkKeYUoq2pqQCfr/bpUjwLZxBwDhSYQH3jW5jQT76qryexSFYpq7pLbSI7U2Ju+IpVb6EDUjUrKqH6DpxjgWKDjpX1VHdE7x2twJxA96D20MNzu2MtPJbR2l/NB+NNhCgAo+nqPb0Gg63FJHqRRqOWFZIydrFlxalZriri/KbpCuvL9ou8KFHszl2udux2U0X2L/Hty1IuAmyFuBqEpxkKDYCVqQqizQadX8SQQW0DHqXTAAJ7MfXlVOitZ7uSW6YWhkDyVdxTEgckB450N3mSxh/OeOYtl8INFy2d6I2ttwOS5EWQEF2LKebJaBDopuPoQaadRZLKWMyWZ+YO1IeHMDoaJP3KBwju0AaWlpTHVyJ6igRwrhj9s5EgPwNqoVojKmvOTW0LMcFovuNMISpdFtJOhqK+unVm8pQi2vHTvHf0ED1kZcssTyqqb5ceOWxQk+Guo+8+v41IuMblkeVJ5gm3G6ynrPaH7vBt8Vcp1cFDe51oKQlKlEhNFJAqaVNDToN5wvnT7jHE137YJwBwOKY8+eNWTyrbBtnNK8d4kAEgYcwDmAPVjQa8U8fOZDzI7PWtnsWW7NyypUot9l5TxDTKG1Dc6rYkmlfj7dUGQeHdtmRf3as98JG7bJG0gDRjgvVKcXlEuxW+HYol8yOJCkdhlqO0/IS0slJSUrKSdylEGlUEbvfrrlq5ojACagwA+zjXD5CDK4HDvc+C5j10MOcZBkNuzdtVkyO5xWlNONtvWqTKaXNQtIUGmm2S6QhIoT2k7q+hGvU+EsewtcAWrxCj8qSQ5veaXB3AgkHHqCDULjZPkV3v0JzJclyS+xo5MVDV2u1xnGKyCoONtty3XFMpSuhKCNyv8gesv2l9jJGxFLeCAE1JtB4VxHI4lVxUk4cFUnjyw51788t/LM7H7oniewSJbxjh6WkNOMtiIhB7z4UlRWXUDXbqTXXrld1Z3kry21b3OJVBXR9s3Sxhh/6p37y4AAkgA8UyHxoBLRgczMM1tsvJrKqx5BZLmgZC/KivvQp0thfceYktpSAkL03/Kp9j0EZsd2L0mXuOZIrgQq/6cOPFeRqx3W97ebD9hwkLmI0tICcip4erglbPPgxhNy50urMHHMwbwHGuL7da4DsbHYiHLpc7vOiKuD02S+++lUa1CM0WUhCHFLVuqQEgGcY4rV0l5cN1PaQ0MGfeXE/6Ry4nlQKwMu6XLbW3lY1jW6nOOKpggITFeOPZWQ8msSNg5hXbZN6GQojwwt2Uj9ZUYSkh1tpwqIREeWhAK6pNAa+/SJ5WysEgbp1NVMvWlTjEYp3sLtZD0XMZLn0+NfPjbxZfeZ8wOIYVIVabbaJiLjyPmBeLkbC8VdfUyHLa20yIlxzG9yGVR7VDW4Fbt8h2jLJKhl5I2OHv4vdkOeHHkBxPqzonZxl5U/7YcFPvAHU8emNP3gw7XZbZbrNZoiLfZ7NAiWu0wEaph26A0GIrO6gDjxQnc6ug7jqlLIqo9AWjSEos5xc4uOZryPzCknavaKmpBp7GhI+gH9z1mFJJQKcq8pu9uZhym5EVT01wtrjzVPqQIyU17iBHA2SEvggVUaoOo6UFVT8qHDrwPq5ca14zNDmaVkOTlyHHDIrURlXpAUSKUqAAioHpShqSTXrWHrpvxHcaxv70hS0gLAKhpr9D/8Am9ethCUOVJLlOCj11m5M2FFjW6ZFuzEqRIQpb8ANOtPW55pxOxL63R2X0SE6oUhRBGhAOnTzGtx5g+3qE9/40twY0Mc1yuOY/pI4Ht6Vj5+QNPz3ZsJoWpa3A6huC9IDUYlIStDS1OF8pU4CohSjTdT06dBAAGZT2nn/ACrT3Nc4kANBPyjL30gz+TT+ITHfJzMrX5M+OchGFc7WKYy/yRxghwt8e8446hQN1vWJWgkQcB52hxhvQ7FS1a8nbbMeS01N7Mlb8Uj5XNimd+yOKYgqufLhjiOoyiPEcEMggjHiu5cvigOJGK5hERymfJLyWwzgDjSPwfwfc4ULL3ICoeQXyQkxpVokpUqJPTdgsNyod2amJUyqO6EuMuJLZCVbunL2ctHiIzUuAI4c+znzNRbSzEsv0zdWhAZHjN3QO5nh0pQ3EXF+Ucy505ZcdkT8jvj812ffrkqPKuDsWPHX9zcrvO7DbimokJJq6te1mOggrUlOvVdNncX8mkOGsnFx6+mA9lXIzwbfbNFvH+yxpRrcU5k8epPOnxok8b+EHFcc9u13jk6725pyE7GaivSUPymkpaebW1XcpSVABKVUp6H36s9pFHbRhsZ0sYinIuJ9+OXLOqNdzTG4fKSHXkhOlTgAqkoFRBifzoIcS5o8k5ucKyFPkHd8f/fpLy2sQnOQ75Y2UvK3pSm0S2XEtq2fFS0rFKUA+vIfuP8AZb7XfcmOSHzbsVjcyvKmRkYjlPMF7EJXPJVxBq6eXvPXmry3G1u23svhjNsnfYV/0uVByxyzo+YnkZfnsTv1mzrBoWRQlWC4put/j3iXaGZ7KIj3cfTaX2ZbDZSpNSAoaGgHXk7cP+3T9oHbrFvvlK7vtqvIZA9gcBM1jgV7pBa5AmAcMOddGt/8h99gYYNxs7S4kOBLCWFDhi0q3jkD761YOQIeP3XLr69iaVM47dL7dJNpRIUhS4ba5DijH3Np2JLa6gEUqn2r1752hlzY7XbWd9J41zBAyNz/AOssaG6umpFxyOFc7u5m3V3NcsZ4bJJC4NGTdWJHqK4198XZVnvFuZW/MsQulysmQWKYHrbfrXIcizYjjSxR1l5spV210ooGqVAUI16tmzbvNYXQubYqRmCU9XLtzFCr7b4ryHwZWLG4EHllx/Cpv5F8rcjeQuRscgcs31y/3ZttqOq4Px24y3o7QB3lphKWQsr90gJqfqT0b81b/f7tZQum0COFdLGhAAUxKZngOQoTsu1We0Odb2bdLDmnM9OHWhncx5d5cfRaWVOR0K3IbQta/wAu7aUgEpOyvy9dT1RLed87sO87PCrCXBox4CvJd7Rd7bBbjphOqVVKdwQooKSn9QEgDbSlT/Xqe5rw3UBmUxrTXBxQfNyzqtP2ucm5lfakArUE9kBW5W0FVT9SKVp6dCtLvqETjT6tMafqAq53M+xa4qSyZu0uuJLyypJSlsitfYJNT6dXF2520rtMge0E4kjhQllpMxXBC5MBnjWWXNxSQ2pUeVGeKRsQlRAUVEEV9Tt01r9ephn2uQfsvaXdQh99Nhl20rI0p7qhdxsu1RdjOCR90pWrbgWlKfVs7UkEJ9RX1J/DqA+NXamYg8qWDwC1iFWxSKtpoo09HRTUgDVXqUpUdKD+vTT2kYcaVWEciym3DSqig+xCiTUkFsABW326baHjHjWBPVX21KkNKWHUuVWolYSBSqtaK0KVD3+leteK4HvKB+NOiLUO4QoOPZwrxSmpCJEe8Y/I+wvcFaXo8lglCtySSUutincZV6KBJAJ0Feh+4WTLu3cxrWkOGI4H8iOBzqdYX8lnIjiQBkeLT/8AgniKY74zeUkTK4beE5nKbh3+AhMdKXlqQqQpACEONklPfYcJ0J1QrRXXDPNPli4gldc2oDosTkh/4SMtQ4ZKK67sHmBszBbXBAd1PHmDxafaDnRLZDObQlfyCquKIKAncAahA3Ea1J9/b0656YZMtJBq4+K3RQVc04ze3IpmQ2w5GcWpRZC6qB9W6abAhXoPQ+/U6F+AA+YZdaD3cbnNJGSrQqrVJbSlpTao7yCd+pJQa7VISVAbqlNepolIKEEGhRY1SUywqHZdeIqIC4sqQ25MfCUxmx+ZfrqR+YrG6tdK/Tq0+V7a5ffC7Y0/TsB1HqeHWg+7TRMtzA499wwH4n0xon/HK3M4vDhvvpJlS1JeWlAKAApSFhO4EfGtDT6Cnp1L3y7+puHBuLWNTtQqfZUvY4xbQguw1KvT0NGTyblLMmFarcijUhSULcQAU7miQfQmoBKtf+HVYbG5SAunH+A7aO3k7ZAGBQc69eDy+/ebMi0utJciPRXEtyyUw3XiRuDqhUNtq27dSKe56bu7ea6tXQxgeO5AFwC4Znl1qJbuHjAHLFUzp6XHXAsrkJviu+8jYpAn2C9ssXVxq0vtgTrfHkqaQmO+0O3vc7R3pB3hIAUBUdS9n8kb5Zb1ZR7lan6SSRhkEbtQczNC4eonFUoReeabO3tLkbdOl0xQNYycOh4rlwNMXyHFrRjUSFabNBg2i1RGvtrdFtz7caOGktJ2tlpHwRJDRG8DWvvXr0zLDHCwRxANY0IAMk5CuIy3txf3Lrm7e6S5eVc5wxJXnyFDJzba+Ds4i2fiXmJtmOvKFGPaZs4Fpt19TZU2hiWpPaDzY1TVQqrT8emmMl8J0rAHRriD6Z1Fnu7WCdltM7TI/wCU/wAcgtRnwt8O0+MXPV7veMTxecNyi0dqLLbQnvwVJ3BkvvIUoOIUlQof/HoTuMgdZEDBHgkYr76n7eyUX7XylWmMgFBkqhevuoUvIbyVwe3+R/InA/kPYrczj1wlRDj2UOtJFucEkONNt3Mkb40oKI/WTSuh/DqZZsJt2CNwD3NyOTunQ8lSsnKueyYardr8wupvFewDiMuVQ1GH8oeLbv8A5lePV1dy3B3iifJxlEwSE/aPqCwY5ZUpqUhKPiFUqK6jqQI26TAQoX5Dn10n8OPChr4JI5fGjIfGcfECApwDwM0/q9tTLkHyCsXPOJsXi/4mLPlqmVx3Fx2WkXJLiUoQ8gA7FqDLhIqv1r7jptsTGfKujrgR/KpTNUrjK8N8QhFHTrxrBWO1SMOwdd8loAbW2XEOOMNQpW/YRGjSG1EMyHWQN6VUrr9OkAanIMWrT3eVAFJOHZWV8NMzl43zFcORluCStYXDVHmNNwnzCLgUtDDylfbPEOJqgpUFGlKCvTrmsnZ4bvlQZZ54J2U1P4kLmvzcuPIjj/A5Cn2T+RLLx1YY/PmXKeg4zPgsOSFJadShCHHQltb6abvuNyqenUWfbXaDbtI1MIKn41uO5Y17b5wcj8ABx/j/ADoecy8sbPzRLmxsSbfYs0VO1M1xUGOJJQhaQIzM9pa1lRJSpaBu0IGtCJu2WYtmqXK45pkDSLieS5cXoGRAIAcyn41XcK+ON4w5bggO7ivcVoiOj5GjaQ4haENqJr+YkimuvRggKvGopDVSis4twHjvkzjq88c5pf7hERebY6+3bIN3kWCstCUlpQuTDwW1JbNFBKNV7aUp026SeBJ4ow+NpAcv9JzCcj7qadBaXWq1uZPCc9h0pmSBgV9OVItza38nxedbz4g81Z1dXOJ3LhMhcYZ4t89rJ8fbeD9tQ+65EDQv0AOKj90hHdbQFkCvQW7ibDcy3lixI3OJTBUPNMiOIGedENot33fgbRdvc5ulAiqUJ09q5Bast3mOb4lwHON7p9nf8ajocg2d6WxHfV9pIQUsh5xmo+7bSAtC0/mIJ9T1CN456OYNL+OOC8+yujP2nb/Lu3N3C9e8AdzTmpPT+pOFYDx95a5qznIM8i5TEiZDxXf2SiNHuLEVKrcw6goYh/ZJSoOl1OqT6kCp116Jy3yhshc1srT3SAhVOJHEZr6q5HNcz3O4SvDFtXuOBTutODQOeHD30Eua+MsXLuWrfilnatOP2jMcpZtTcztBES3yZUtSS66wVIUtaCoISKpQpahu9OrTsMMlzPHFeBWyP+bjpRcBxOGHWqNuO5C1gldbBzpWAoHE6Q5UC5lFxw4YBKady3/DnZ/Gfj3E+SLFyhc8vu4etAvlivke2xLc+qagqnNWIQUpkgWlpJdVvKyttCiafHot/cdonc9m3RTQviegL36g4ZKiDSfaPXSH7bvcIiO4z288U8ZKRs8MscinHU4uCYIUI4VrzeV3PF2w/kedjdnxpx5m2pebWuO2hLPd7iUlSlEb1b0pqK0ANeoV/wCarra2ss7dpLNJJKhSVzJ4DlVi2by3bXzH3Nw4iUuCZ/LyTnz7aDRjzAzCJd2YyMNuUh9TwbacajNubzXdsK1jYpCa6gf16Ex+ft18UNiYQ4lFwPxGVWB/lXbmsJfiAMgUK0bWJZBfc2syL3f7abWtTDbii9sbQgUq0hoJofkNNNSTU+nXRdsvby8h8a7QuQEEDTmMk6dKpO4W9vaS+HbjS1SoVT6/xr4uN2tloeitTSCLiV9v5DYEIUBVKgKr1VQgDX116LC4ha4NeUJPGoQjc5ndOC+gqWZlkrWKWu0IchvSlzUx1RWRuVuYpuCgAFFtDVarAFE6e56FbvceAgAV7ivTCt2kDXyl7j3UIwzWsVkasqybiG/yccQ+yxt3yEMpeK2ZTad4dB2pUkpSANPkQa+nVNvbhs7gQUuD8vLA40fgb4DxqxaWg+qsT4d8xW69vR8fyphuXeLOpNvnRn6pXLid1SGJiKFtSlM6VrqUinQGR/1MakfuEo5Mg7g4dD8aMWVw1zg3V+6Aowzb1pgmLRY0vmRN3jR0xty223ktIWW3wyd7EhO2igVsDYSNDpur1NsYTGWBxVKmzSmWFwya5vrpiXkZhljzHilqVtUme1b2gA0ELLzj7PbjkJcSNym3QKJrSutadMRPMc7hydx4Y0KumdxjsVQ4Ln2mlq+HHkBi/HMzkLjvlGBNdiPS58Nre23MeedaS4iM0hLoDbhdrXc3oSajXq12+6zCzG3h2iWORzvEJxQ8BzASq7dWcRlN3JH4kUjA3QBxGZ6HI+qmRxvOWZacZtvEUmytL4+mhEV7vxYQmMY46kKMJ25tsiYlpe8VaJUUDTcOnLPYWX14dxe5LhUJzxITJffUR+/XdjZfQRsBs24hgRSFXDD1ovCqpyXCvFuXyji2Z8eWi3RcihiGqczaP+5YQylzcUrkBxTYcaCwfRPyr1a4Nnk8Dw7pjCWhGkcuXE++g915g0TCW0fI1hCkYo0nkMA4+2jO5Z59vOOcXzInGTcBjJhZ3UxZr7Se5B+4a2ouIhCjcpUMo3oDithKRuqBTqp7nas253jyBj3awA39IHNOPZlVp2PcpNzDrdpcwae8/NziqoFGHvzwoA8Z5JymxcDX26ZOmXlGSQrlczk9/Lq3puUtSHVPqvF5nPLcCEq73cUaAkNJCAAOn9ouC/d4ZHFBIO96ssPwy5US3SKG22qRrGE+EToBU6NXM5lFOJxK41AcWlIveX4xmtpbTWTHiRJLrJQiO4lTaVR3+2ja8tSFBNVKVUKUfr1E+5Nrb/Quvoj+8GkEjAOAyPaMuaUz5Omf9U23eFjc7Dpz9ufWjOeu98FUi6NU3K3DuuABABKgqlQKEae+nXnc3UqfPXZxBECiVX1yumQOTAgzCr5EBTfe2gFXoVgUJVSvr/49QH3VwTg7CleBEGqmNfVzuV37KWP3ApUFNENLC0bQspUolW4BW+lNNOkwXdy2ULI7TSHwRuZ8uYqBXZMsXJt9xRW5uSsFNChVCSaEV3FJr6+nv1d7SYutVJ71ApIWNlGGC1a2I5rMt7C48lB7BccQgGqkqOivzIH/AE0gA6e/p0Ll3QRTaH/KRwxqX9CXsD4kUVJZGdIqTFbSFfHcKqShCj8qkV1Qr19zX8ekS7pC0LGFdSmWUhcjky9P4dK8R5Bubu1upTUjaQCNCSkUANQnb7H+vUP+8SKmnCnzYNOKoaztsuCb8dk9ddyglKlHeoKKdoXqoV2hPqa7U9E7SZtwFcgcuVQriHwXI1cvT+Nf25cUXi5PCRaquNUSU7FEJSTpoobQa0/4V16bvNtklfriOHHGlQXfgrqCt5/GuiPxvkcJxHfjPBKE0pU0SK6qqkChNK19D1Bj2y4jfqJy6mpLr6Jw69Rxr1ZPY7jDYh9pchBTtqQVBR09AshVQD/p7dSrlsqNDFa6t2743kudp0/jViY3YIs2NHRJekOvANhagpRGiaiuoopSh7163BA0xjUpdUaaQMKpmvp/GstkPGCZMcvRi4VporuCqyU03JNNRUKpQ+pI6VJbEJoHe60qOcaUyNYGXjuTWaCgty5Ko6A13GUkpBSmhCSBoVLVpQ+qvXTpL/qImalcAtIayGWRXNaXGmQfxuwpUq6cnPzgsr+6siUBehT/ANisKAGlD9fYDojaTPfYSF5V3iD4VFMMcW5sDAjfBPt1VLfPHGgvjq/y2QUusP2xYUk0KUpuEclWmv8AWmvRNjla5vDwj+FQZWlssaf/AFgPVjSmJFkdamMqUXCQ6z2gpxQoVEHYSKBCNqqUPp7dNRD9wf8AEPjUibGB6omg15ubszyfH+NLzhOPXa4Wm13ZhDFxiw3HIrawtlpUhJU0pC0h1AIUEkAg0Neu0XDo4trbLE1usBrGlArRxTkvPnXJ9tbLLuEsL3O8PF5aTg48FHFOR4UJeI5xAj8YM2G7TtiI4WpiOhTZC3BUI+a6uVB/MEkDUV6ERh8j/EcQXZdT20jchO24PhD9gheCajVPz8izq3WnK7ljEafPnKZdER+MpRRCZLagaOmi0Ker7BVToRTo7bySW+o2oHiuARcF9uAWgSDWwSuKaupJ9OXGrc8VMUnY94yZVOyNExi/35yVMmJmdsSI7s2UstNrLlFAHf8AEAmmvVC3bxBuwbKAHjE4r1w9tdI2fT/bC6MlNaD4ZUNPHkOXDzK5Sbc6yzIRdVrU87tfcopW3YpoCqWHFA7VmoBFDr0LunsiMcjxgH/jVzZtz9x2+cMRfBX1ke3njVkeR3EnJOYSMSulinzW0sJYUBFIfjKUpQWovDcVoFDoRUexHVmtIry6Hh20xhLXB5zKiuSvl2q31fUwslUFoBCaSMF5rhh1Wse9mjfDsD7y6xXLxeLVaH48ptmShq5x0PhBdfYdfS+w0sON7ClR2FCtpoT1bfEdHG55XD40AZGJ5VagYPhQ4cpcx31jConLNvhfasy7uTMt7RW4+xHZUhtD63AEh+QWxufIASTqnQaxrm8MVq2QKYlQ88fd6qmR24KYAPLlwC+gpt3jhy2i/cZWvKrV2Vy7jb4qJMVEbvKdcWGkD7ZaQEIedUfiaaK9+qhPfTayA0aVH/MOBFH27fHA50oeS1+P/Cma9ONUl5/wr/xMrAZ96wtrFbXyFLnxncohTSyJD7rKJCbdc22WGYouTzSlEKQagDXUdRb500TheGQ90hvdculRgp4EZDspxtoZi21EaF0ZcCQmrEKB0xU8UNe7wAz66SMo5Qt1tvLybRZ7PFMO4QZz8efb1KjOPBDd7TIa+02GigqhJOvt1FtHicSz6i5zXsAPHInGidntzLaQRSMAJjJLUCZ8Bw9XGirwhV9yG2KkN/uOUZJdr4bdbhKuLt6ud9vF0uKIFrhKurylrfkTJT7bZcoQkKr+UdQriUuLnuPdTE9lE7eJGNhjCKcu30xrYe4K4ixfxo4cj4zOutgtb1vj3PNeVs0uk+Fa4N3y1q2/f5ffpMuU40iNjGK26MYsd1RMaFbYgWVJLpCq8fFv59YBQkAYEoCUaABmSeHE5KlWCJoYPCZiRlzc7LAcz7glZ3D+YcI5Yh3S7cQO3zkbHLPDcmyMxZx27Yvh9yRHdQ1IjYvecsjWdOUzUbtzaYTbrDzRQ4h8pWnqY2wbC9sV0NEjiiEhxBKoHaFDcgSuIVCMDTlxFLE5zQ5h0NXkSMMgepQY4kHCuXC/ZiJLAh2TFGYTi3m5ZuWTuGbFaKiY1wLFuiLDwDNC7Eqh4LJAWQADPbDZMYS5xEiYI0J1GJXsPuoaZJC4NHr5p8FHvFYv91myEGPd7hj0V126H7d2NKmMQY9qbQFtuXR2Wl51qQFJV3FNpU18kBOteod86HwCIiqpmi9UThTkTmueGkgHipw+GXvWo1fJjUWbLisyO6y27Vh+hT3WHG0OJcUNQApKxoNR0GSlPPeIGVRVVzdWVdpRcoBTtneRTWlBr6dbFIzrr/eH0FCVd1sncEoWFA6fJVArQ6a6enS2gkqEFaJFehq9Be4dwg0qQa1/FSq+np6np7Gswquufecsb8dOCOWvIDLLFkGVYrw1gM/kbLsZxaRBh5XcbPZ7nbYkwY+/du3b4T8Nu5oefdf3NtxUuvFKg2B1LtImz3EcD3+G1zk1pq0hCVLQQvYo7RWKFCjUpChQCcUwKFPYTWozk/nx4y81+VOf8mZL4m8MWtXMt0uNyu3JV9wG2yOVmXxCl2OGxNvd6V+1NOxLfbrcZlyRbmJ895MhTq3VSy6myWsO0MuYtcfilje85+Ie7EYMODWjBwGKnDhWrht4LV7bT9sE4AH5Qq4uGJdwDsAAqiqy4q8guPOFuWc6c4owW08IWrKJk2547yHAz640yfDLDkzNvTCxiCpKJFk+1yGZHVl7Eh5iKvtxGWmH4q3XOg+5WsDNx02YDYBiYsQ0ucMC0n5kCo3Njj2U1N9f9PDdmZ7ZsWlwCgOxJLtJwaEOlVBKk5AVYHmBMiT+M+HOZMmZtjHLHJeR8sIcjWmA1jMzMeNseRhLeD8k3fAA+LbZ5N6yK43uHHvseJamsjiwkvIYeQwJTjnhtG0eO9y3LbvwwD/QI3OKH9Qa7SpU6S5FVQClztjGWFndS6G7jOJTK3FrvDa8CORwySQBQQmriMqXzhE1UjO48nLWZy24zKZttjNrUtpCgQVvOCOULKqGgFa69R4AXyaVV6YfxqJOyJsBCY9FU44DsqzPI3kPyJhQrPd+OLNkNowC84ZMnPSGLQLhDjW2I+u2TLgzLUg/9pIlJNFv6BRokUFeslEjRgHAO4gZjI97hy4U3t9vtkgc+50m6a8DS44YhW4YK7knCkyY5mKrVdZtuu7y3INxnuPokhX/ANHLfkLU87QAUZccJNAaBXQsyNa4tcqA+xOlWoQyA6WhSQMCclolTcZL0aJDgqYkqmdhhoNNhS31LISAKeykmtfQK6kwzEtaI0KlKQ+IMcdeYxq1sqwJy78c3CG9GcRcmYn6KEBSHe6hG4I+ICvirWvoa/36sckZmhMQVC0duA4VX49Iu/Eae87Hp0Wg94lul0xDN41iyZl2HHmuKixlzEKSlKlq7ZUVKogEBW6qqVp9ehMMIt59RH7igFPTOiNww3EOqMDTi7DNUy/M0b/JWHRcXdagTlxJjk+G3JacilC2yhaQQTtKlJUSfir36MXDQ0ISooNZy+JHqYXYOIxwy6UPDuCMrvcW69whllLo2AK2KWuOtPyNN4oNeg5tgbgTau4Pyoi2ciJwP+4SMUxzra/zv+EHw6zkOKtFgdxqS8SptUILjFpVCU9rtAJRQn1Pr18hNl/yj+7e2yM8LcZZI2/plAe13NVCn2jCj4dcNwc2KRvJzQCOwhCPQUCvJX/p0YPbkO8acl3SEpQV2o8paJQ1NQkhwBVae9dOuy7L/mX5ljGnfNutbtnNo8J3tafwrGeE0gyQuDhmWOzPDAg5e+l/cj/wneaXHqn140u3ZZFihakJ/XZcdbAO1tC0hZC1A010/p12rYP8s/IF+1pv4b2yl4/LI3NMDgT2cqTNHYyggO0u4hzSD7W4etKBbN/GDyv4rU6nOOF8rDcda21yoEFdwaS2FH/JtPdAKRUaaDrseyfevyDvullju9oXOw0yrE7sU4L1VDTB2nUnglrictLwfUhQr0qijcBCfXHu0OdZZyVqQuJdYcmEUKr7pktNqruBpqfX366dablaXkYlt3sew5Fjg8HsLSagzWdxC7S9rgRzBHxr1vUfbD1G3O4a72qqSQTQk019NddB1P8AEa8Y6aZYRG9SqY1i5VufYLamAoEjeoDUgknbtGiiCk1PsOthjc40RMuNakkEnAgrWCuVpmqlRr1ZnHbdkNqWJMaWySkrUkJISsAjuNrCdQf9K69Ctz22O7id3f3CMRlqH/4QzB51O26/faTNUkMBwOenr2cxyoweGPI45VHRi2YrTEyWFsZSHvj3UIOxLiFKA77CyK1PyT6enXGd+8tOhe6aEk6jkQhDv6T/AKiMVwBx411rZt9FwwRykeIAqrgRzbzHMZjhhRNOCLc4MhL++QwQWx7KQVCp2j0SNPQdc+mhlt5wCNMo4EfEVbA5sjSBiDnQa832UWtX30FgMxo6VrfWKpUtYSAU1HyJJFRWnp1KsIJZ5VcSY1THHHp/GhF/oiCtRQp91BExMRcbuLi8rvESG22ELTXalKtVFPy27vTT0HXY47eGw2z6S3PdAK8yTnXNbm4luJg8nvOcPYDlTF+NXWINkZuL9HftUsqS0CCa7d9aJ3HbQ/ia9c/uQ4yOA+Y1drdwYxvJK671yEu8395+SrclCOzHYOiUMIOzt1Pv6UNT6e3TsEQ8JrS79xMk41ktwdZ1YgcaNHxqix3bxFNwjJecnhCmRIBUhtla9oUkEGqe2rUU0pXrb2OieAcHA1Jsy10wcR3a2U/DSav/AGYvEZq3vsoD70i0uKAWiK1JdJfjtPv0S23v2qG0AhQGmo67t5YmkuNqa6Y6nNOnHp+Vcx+4sVvFvbJLdoYHQtJAwxGSjszq9ctnO3CcluRJMpEaraEvxKhsgdvcQAkd3akbialSda9Frk4AVQ4CQTpy9FpbXm3yziNpumL8Y5TZ3FG/mImzXdxTbdriHcXXZAcI+9j3Nkj9PtEbN27dQULlmImRNc896SVE4BMVWom4wG4e1jwDH4ZcvHPFPVxFeLwc5g5Ywzm6y8X3rJ3cu49uq302C4z3e7cYUVagtMF9Sv8AqJYC9oVX2qRr1vzDZW39tfNp/fCKeeOBpnaH3VnuEdvr12r3aQDmAi+ojpgao7+WfxxhcgeQ1uuNsuTFrnzba25JaSQyuShlwbWd7iglQTu9aVA1r6dVK1kcbdqqcFzTI1ZZi6PcZSwDTpCgjjzB6DCqH4KgcyeOcqHCuOWsZFglW35mF3y4iRIjRV07btolK7u2OUhXxJoR69EGXTnftyNcvPiAOC5dgNQZIy0l0Ia1cCF7rl46eBXMjCmm4Pg/BPkHFhZM7bf9unuhpSZjCIsaRIbKHHym4RS2EMoUaJNKJ9T09LPI0gNSRp5jEdo50i3DXsc8h8Dg5CFBCjswK/zquPMfE/8AaFnsuGYtJefts1CdkpMdi8RghzahtaZkRRfLLaTUrKQr8etNcXwlEachgcKlx6WygE4J2eqqDsvGF2tWF2vHW5f7Y9l860WiI5FkJealfczWmVBptRTJiKqSpJQQo16eg1MmZGmOsfxpu7ckT3HgwgezlThfPC9f+V/jTxLxC2DcZN4TZ4Lzsp4dxLVvhNl959Lgo7uKf8qgka69EJiZ5JbgYB0iDs/PnUN0ZhjttvDlLI9Z54fxNAvwnYno0BK1ObWqBKyh+KhCdqddyuwsBVBrrWmnW7ctazHNaclLdAz1LRPQlJjwlttISvev84diBo7zQBbqkbHAB/jQKJ+nr08544Z1HOGHGslx7cxF8g7A07VgvWO4MxpLe8PMPGMK9gkKtyFHaBuWnaK09+lsd+w9uZIOHCmtAddxE5KnXFaArzM5ss19z7LcJy2TCgZPZbwy/ZsjYmRZQZK4yEpjzylDTa5yO2A44zRIWQkVKSege8WV3BcvNpE82zmNOBwUhSO0H2VK2rcDg0PAuoZHY/qA1FO0fjQ+4vbeK8hwG9ZPzLyF++ZBBYWq0R5Uz7cMttq7bEeLESsvPyFhIAKidNDp612Jm5eKxkcSxlVc7h+Aovud/JuDy29uJHyMCNbzXngfVlVLWTmPLLTdGmMDmSbLaUr7S2YyUOJejF7aClLqPk92joo9tCfzUUerDa2+l4MiOK8cR7KB3dtD9O4klryMwUyyASroxbN3+YuaeJ+N7MVjIrvmdhs8d6amkkzmprLzr81xspSllJQpSlGhNK1HV5s2HxIXtIbG06hzAYC44dgrnt5aNigmlcrnOaB0Vzg0DmcXD8a2IfK2yZLaLbjVjul0kzkwrBeLglDhFQ7HiMxHtqW6LksFQB3KG7466dBWXAuB40RPhucT7Txqzz2Zs5WW8wHisjGIy5YezOtO/nWw2y55xmlzkQG1uouD0YuLbCi4GA4pTrbIAIQuv4V6AXx8W5eHhQqY9Pwq17YxsdsxzEBT2/xqk+IsAhZZJmSZ+OstCE64tmQttHZQjedpbAAK1H1IPt0c8s7KLy4M0zXNjjx1cOgTjUHzFuf0sJhjesjuGTuuPD8as/kF24x2IeP47FDaEux0U7XwTsIBddCRtSlITWgNAdPr1aty3tkYbZwFrIWkBeJOWFU2122WQumAc6Qheg7arbkayP8A3GGNuLUl6MESXVKQFEqLyNVITXard/j7genU587ZQwgqAntVa02Eo5cCFPqohHb5ZIbNpu2VRmTFix0MkKUlDzii0A2413f00gp0KRofQ0I61u10xwLp/lVAi8ahWjNEurJqkn09DTGf4/8Ag/GPKjLc3waXeJNpttwsbdzbg20W8Xd6A8VxDMgxpLaor7Nt/M4EpKSsjvFKPl1V7qS3+m+uLXOjieAjSiKMCcDgETLtovbRTXO4s29jmMdLG5w1YlyEd0BQuGOakZcTS0PO3wU5U8C+f28iskR/McCflqmQOQMZt00WSTCVISXYWXRWkPrw+9sbx3UPqVDcr3GHihVAy20EsI3a3BfZuKP4FvHvhvy45OHdcOIKilkCxv3bbdubDekF0RC6XY4eG8jEjEOY7vN5OGNG/wCKzV55FctOXm2ttiKloPObnyjtVQvtrcQlQbLZPxOpIP8AXokA1kJcVU5EDn6YUbEgc9EQkL7EWja5Uya6X3E5MSDHaS9ZINyhOtvv7YbpiBK2HRIQE7i22gbSQkD0rpqBckcuH6iprdy0TQ9wDxGDDr07KCbxcPBN/wCbL3L5dh216bKbQrHnrpBVLtbDbRacecCWm3wu4Obl9srQSPiQQOju2y2zA+SQxi6w0h/yp+pCcFXnwqqXdreyP/bZK61KkhmerhgEciYYLUO8seR8Fs3JjmP8d1VCDkh2EwhCkOIcd2toZ7TxUUM95SlJQddupNKdWGy3NlsHhpa6R7sEOGGaf6Voc/bHSIJQ6MNHEd7oD1T+NTzxcgsZFnlrtGaT3rfjbt2h/vz6nzFfXHU2kuITKSPuW4DawkvBG5xTa9CBXqzsvJG2T5WI6Rpw5EkYD20CubK3fMyOV2hjsC7i1q4kLgpFbEeHeDfCXOOA3heK5YqBNixZ8EXTELuzcWLLcw2Pt0KZcW/DnMkpT3UH9N1BI0Vr1zjft3uYXxxbzbkCQqrcDniQcQSORw51fvLe0Wczp5dhu9RiGkajqacMFGBQ8xlwpdFh8fb1xhivMfEfKMKPPk2yRcl2m6sNLTZ8gtC47zlvnQEvLW6yUJIDjDlFsuVTQp2kqe9kc1u+0k1ROIIc3NCePIjJw59KnanzW1yy4jMUoYQ5pxQgZg8Qc2nMg4hQaFrx+8bcxsNimZVPytuVa2CJLFmejAwmrfIkuJiRoNycX3gIyVUBWKOFOgFOp/n68sbjapLOEuNy1mou/TwwHXqewVX/ACcb4brFeS6PoHHS0BS9eZGSDgBjxWiLOJrlL3NvKXVQSEiu4UOhIOhCwND15ylsnuKMK+6u4NuQ7MJj6J1rq/Z5NukIUpj7goO3Y4tKWyAuhBSqp/KPYClem22sjCHPGNLM7H4B2POoRyFMW4GUxoqoz4dbCaooEoSUbkJNAQGxSnqan16iXTx4oQIRUuEd3HGohOakqQ0pwKbdABQEpG4Cu5ISDUlK6a+w+vVzt2H6PqgNAJHAToMgSK9tgYuchL4fQEtBe4glR2j02qTTUH+op69VW7Y912hHCi8JYIMOdWNbLAmYpCiaJookbaAkEDUHShJqCepbLHxG4kimn3Gg4CpUMPj7goJA7gBSlYA3ADTapFRsJ9D9OljbIxiCaR9V7a47i0hhLa2Xu3qdqU6hJoAUhApULrT0HUqK1dGiZVEdMx5xK/jVnYdfrzGS3bYG+4SW6NORYiV3B9CganfGiJfdJO6lCK19NeisMkxADW6hllUKVsDF8R7WjNCUw9fxyq9La1fpKG03W0XGK2qtVTrRc4CUhAon5SYjLYQlNakmoFR1PDJZCARjTHiQtb3HAtzVfZWIzPGLeq3JkKLTzZKQpTLqXGkrqVU3oJ9fan0/t1qW3DWnxB3sM6XFOHHuZfEVirTAab+37DaUpQEioqkIFE7wkEAGlB6+leoZjDXADALTpcXYnOrbtjSHFhmtVgGiRT9PakEpVQ0oCfj79SWNYuNRJHO4YY167pYWJUYtqZQB8guoAAP5txB/EelPU9IuIWyM0jCnIZnMPeJIoxvBWyItd1zwp21kptDh2+tAy6Bu960/16Y8AQWb8c3D4U5FL4u4DBEiT2uWpT5h2xNw47ytpSNxDMVQBTUfCbGVqPegH9uiVqNT04OiPwqDeuIjDh8wuG/FKWPe8WT8XUsiqA08kdsElLSd5T/8SyPynXp0RhrweCitSyl7SuGBFfVr4lwnkaTCi5ghX2txlmDAYckPRfvpMgIYDd+UgofZjrOhbQpsOED5CvVxfvkjbRtu0NeOTuY5c/X7KqVptscV664eXNa5qEjqUxPBOBGNCp5W8KcSeNc2xw0wyLTlMGcq0rs4eVGbnwe2Z9taTKdeU6htt5LgVv096kdLsLi4v4/HYWNcJNJaAiYKD6xTO8yWW2XQ258cj2Pj1NecSQqEEniDQK8R8m5Q3dM7x3Gcch3eChhexc8tMthLrRcZS7Id2hxxKdtdtKK/HoluNwY2AgZOGZIxThQbadtN49zAXaw3VkCChyxy4Y50X3HSJeQWSzYLc4iWb7kV4jMOR0sJcDawxuWobNrCY7CE0DhO0V9yeq1P4l3dmZvzBiYZJVnto2WUDLaQkK9VOYOX8qGDyJ4Ay3i3l/F7DbHJMB/J5PfWtlhySh5tv9RcdL8NJQpaz/jT4mtTp1uW1E0THPALCq4KMPxqb/eJ9skfbQyHXp7qOCgHgvLimKZVgvJbJ+W8Fh2K1Ye+48qA2x9+XA60AlxlClsIZSNyHtlNTQ+vSLa9urTvW6YhO9kg4CqpdWlvcvWQuABKlvPqO2h5yefNvmHXS4X5pSL5ItZVJLqCFJ+G4aaL2g/X2+vV1huHz2Op6aiFKc6AMj8G6MbSSwg51CJMZqfwGITrKH2PuXmlNFNUDuGq1JB0Cqiv06RO3VYFp9MalQyD6kRNKO0ev0403Tw448YtHA1nmNyoLHaiNPsthtUh5DrS0yE7zVLYWoJGnoCaj06rNyYWTiNoKgYk86N6ZpIQhB7pw4leFTr+WXM4fk9wNxFidhtE+LKx3LIGSfvX2gbjMvsWpy3PsNOkpW69J3VSVJ2mnUePb3S2lyIe/wCN4ThwI0uOKcsUPOpMm6D6/bzK0MZBHK1xJCO1sARTgoIBSqR/i54SvKrVzXMaTGD8MM2Zp2Wiky5TDZ1PuQoqAhUKL22yFdx8UKlaVANIdsI7K0eJSA107Qoxx05HpRpsj7+7cbYfLBkcOJy4cMMUQU1T+OnjyVeuUhebxbZES38R2qZkiGp6YpMjLr3Jk2HGXEqjko+5s7aZs0jaUr2NnQgdV/cJkjMbT85Q9gqfZN7olK6uHrGdNXyXiTiZfKlv8lsugB3NcY4rufBlmv8AmGUyI3HGP4BkWSnKcptbGFXKXGwm5ZBlV6fjomXC4MzJRiMMxmEtI3lxtm43DduG2QkfR+L4zggasoboDjJ86NaO6wEN1K7E0VE0gaIwi4gEBXAEqg5KTiczgFwryXvl2FJju3U49nMrDbSbS3cuScpj2/i/inH7NMkTWpN0jZXybMxtqbaMZaglyQzb4L6trrKWEqSsLEYaiSC/FVIb3e09cs+OdNuhkPzZpgPmJIAQABeYGfd48KpK25/n+dZhfLPgmZeMs2343OypN0iWpXKWczlWi1ZhdcXtX+4b9bGrRjON5pbn2WIOR2SLLlyo10YkOR3PsyhPSoo4ZXFoRzwuZJGB5gcfywpmeOSJjXyB7WkhcADi1cASvVpRCMDjjWZlROTrS65dMly/GLtj6F2CKLVjHHL+OPRrnOu1ngT5lyyafkN7kTLIpkyEx4qGIa98lPcWsNJCnpLXRC5xDVDDkEXqT06UwJmPeGxtIcc1cowByH519XG5K3lZKwnalBUsGitg7YUnbrQ/j0LLkwNOkpUg4zfhuZT257SJLa2P+lSi1pbc3OpQUn4OFChrqKdJ1E4cacgcwSDxQTHxAz9VXM1kuFJfn2JV2tlrTLcTGnN3BUbZSK4p6OiQ59vJejOIXTd29oJNCSnpwF2oEZgED159vpxqYyaMh0Be1kT89QHDEZAkHswx5VB8ut2NSbNKu+OTba5e7E41c22G3i4LlBbUPu2IjSWjGnfbAB0hZBUgEAHUdSGOKlr/AJSOHPr28OVR5WReC6WEtErSDmVI4oMsMyVB9VAZ5gX2Urxk52lR7bByWfN4mzG3x7PdWVPWebLuttcgtsXiCwA7cLQ0mW4t6OghbzaNqCk0PUq2IZICcgQccvXQvW5yF5IVwxGYAcuFfm3cuMZhg3LEaRlWTz7ljOU5NIy215nHjThao9nyG4qvgRGlTVSnEvR50yRETGkLccgrRtWtaXkbdXXjRzMmx8JzsCP0nMtQ5H3dat0Zgu4HODQ24ARzDxKouGBGRUJ8aOTw98nsk8d+Z8S5ztmO2h7JMYNwta7xerc1JkHAcjkMwM5iSHi26q5Y7lGDpkxrnAVSZHV+tb32XiCZMzbfdbWSC+hjlBCd8KAVDmnHAhQNYPEKCKhxl1tKGRn9suGoHFrhyKY4H5TlzBGFbKXk/avAXy+4mV5T8XYFdcRbuNyyG03684rY7bHzC7W3CNuOXHJeOb/Nub2N57lHG1xNtF8wa7PJuM/HXUvx2WHhHfcoPlO43Ty75t/+H+Z7jctz8qbtN/8Acq6dH4s21zgPln2+/mBL5bOVHu26Z7P2XaYZpdDgWhZTPZ7g+a5c+ds0gBLXtOklri0kuCEEgNeWhoaCHAEqGpQ48xyb/vW9wskcsSk2Zi3ptN2szTxsWQ2mRbP3G15DY3XkmS9aL3GktuNJdHcZcC2XQHGljrqEVu2ORznd5Cg69ezLsNMXtzIWo0EOIxAzB5do49KZFZLLdMp8BuU7lEKZd4TxLfMet9qtP2kyaxFtOTTXpbaYqFKlxjMaO4BKUlSRUACnTnieHBpLtLHKvLAk+gpBcwXzGuI0skY7LiY2tU/mMK02MjU0JkxphpadrslDiHaJUlxK3EuApSK/BaSCD6H16qUyCZyfKv4V0NynPPjTe/Hfg1vkHxl46zLFWvuuSbYifcI1vVtW9cIVtUS+4kKBPebbGqdainpXqJZvMF34rnkwFe5gjUJRw/HnwqRdRROhPdAcWgk45kD0wyrP27kezXWSbFeo7NtvaSY05lYDS2XmVFp1p1twgNALSRsVSldD1fI7+B5DCf3E9Xb0FUCfb5YZNUWoxKEVePBeNRHkninH8ltin3orYlNAPxprJbC2XE1UysrAqvYDSun06kTW7HRY5Ko4Y9vWlWtz4cji3iMQVx/KhLfnZhjF3Nrusx27x2fhGLq9zjUYaNtrKydiUJFAK0Ht1Wrm9Nq4xPcGyAAo7DPlzoqPp7qISxYE8RxqQnLHglKyphK1VKYdaLXQFJPrRVEgqp7U6i/3cBmJb4h/TxPYM6b+mxRTpTOv0nnLLaWV0Q60VKNNooaVOoIA9x18TZtt2mByMdGT21ZSriXEYmpPDxO0PsoVuShRFSNwFK60oQT0Rttq22ZmGB6H8KfbEQFOfq9Frvew22hpX62+g1SaKGuhCgoGo9upp2WyYwmJ3sNb8Jsnzg58QMapXM+LsXyNp9i4WmzTUqqnbIiMOFWhCwoKT6KSNT0Dkt5InGS1l0ytJxB73oaiS2kBI1sGJwI4enxpfHLX8b/j/wApImNX7j2y9ySFfrsW+O5tJqAUhTYUKV0PqPboxsvnXzvsNwJtsvZo0OAZI5p9oNJBuIO5DK7wzz7w9Ycv86Vpy/8AwG4FMRKuHGl8uWOSnCtbcWO68hoHTbVlzuMEKPsABQ067xsH+Vn3P2MNG4CG9gaB3ZWAkgf6moQeq50l7Y3lLiJjmni1WFeeHwRDSmuZ/wCKDyd4mdlSbZATl9tjJUobWHIswtoBIAKd7LqqCp0TTr0v5L/yz8k761sPmC3l2+74uYfEYvNCjgOaLUL+3wSH9uXwwVTxBh0GocT1GHGlw5hi2WYRcHbdlePXTG7oy8pP2tyiqbS4QfVlxQDL7aq6UVX8OvS2y+Ydk8y2jb/YrqG6tXBVY7vDo9vzNPQio01lJAxZcxxBBb/4hh7Uqpr3bHprrN7sSzDv1vWHULYGrgT/AIDT5hQTQg6D16a3S0hvWOKLIQhaf1fxHA8Kl7fdS2jgC4+HwIOR5jkOY40UHE/kMxJtKbPkam4V2hBMd5Ly9vcKEhIpX5Oprru1Pt6dck33y2fH8SJri0YLn/4j/UMiqA5iukbVv5ewQykF2Ccj1HQ+0FQeFR/yVzdMrEITMV5tSrq4UoW3tFUOHaHFqT8iNhPx/wBOoGw7U2O88OQktPe7dPJeC4LTu97g91uSAAS1F6nD4UDNlWtu4Q2UpUVrkNobQdNyqjalX+O4nWp9B69XeQagQciDVMic0yNCcQlG0u8ScWxtmHLombMaQCUq2oQ0sVG5KTuTtA+B9QPw6pU+lz9bQSuX8atscrmMAbi73es1E493K5UDtluUxuQpxYV8lE0WSn8Pw6XaMd4rC5QAfj6eum5ZSQ5oxZzphvCGZmdcLOqEoCTCbbRRFUn4hJSjtjbu3bfkSfXXrd+yRjlya52B5J8QanW0oeAGfMRinOtnzw1vjeUYWkubG7jb4ikOxwN7xfC0pDxSTQCoqpahoOuxeS7tlxtAQI4FCOvGuXedGyO3AXEuJdgvq9MKvO+ochyElHfD63FfcFuQH0OEqrv+SqLB3EhSafHqw3BRuFVW2GoFpRezKlSfyFWuPlkiHtbpeMetUmREk9op+3eaaDzJJrUOLWAAU6UFehO5XbrPb2yNyLnYccPRamWcDbnc/AOCRYL2rl1FBd4G86yMl5q47FwkmNPg5K5bXkqdKVaLS04w7uoQnuIPr60HT9nvDd22yWC4cPqNCouOCEFPgcuFL3TbhaSwXETSWtnGojkVz9qGmL/yy2y52nmDjrMLM+609ItCgWtpcjyUhplxxpaCUAlWzQginpr0xscLJrQteFIcR/LkRS78tF4QHEOc0H8KD/j6VhvKVyt0PJJsmHe5Sk26JCjBXbedXUJL7S2yosJCTruUdaJ6n3FvJEpjCxDFen51B0AyKSRJwPD0+FXB5j5rK4K48w/jDjF6ba8gucqI2zcLU2GXWnHkpU+4WDQpYc1JGlT6jXqPaRSukMpBLMgmR6dlSJHwxMEJdpkALl+JXmeH8Ksi0ciXLAOL8JvHLzCMmyC9sNTXZAS1HuCWGUBLbTYbT2FBSQN1Ejd70p1Ohi8eVwBDQ0csvVUC4uG2kDXyDxNbii4Yc1T+dZjxzzljye80eMcFhWtyLjWKTWsvfDbbccbrWwHW2nigLS+W3FitAB7VqOj9taR2kEl2oMrIi5U45Nw7eFCJLmS+mjgQsjkkDQFzAxf1VMuQokv5YMmv03yE48w600csuMYuZkxIUgoYfuD6GquIc0JDAJSDWv4dDGMI29h4uVx9qVNuJyd+e1h/ba1jE5YKV7cDWC4Qlst4kp6S6oSUkoZW7KKSoapbDXajraUFJA/MP6n06hMPdTrU1zHOeQE0pVxSnf8AtI8iO6ULdKFLAWPXeA4lTgaAPpTVIoPfp5hJKHKnHMBOOIA9nWsniduyCPy/iGUvWd3/AGrBakC5T5D6mAGVMLT3ewE7HQ2s1G74knWvSmysY0guAwIz9lR/DIlYgJIIJTienLD2UoH+Riw4rnvN+XXnEnmi4xb7a1KaYdjurVKj91KVf9qft23HGCClr8yWyFH5Hq7GwZuG1sAcRc+G0FOYGB7Uz51UorwWO7TzAE27pCntx9nxpcGPR7oh9UGbu+4YUEtOvKW4vYDTbVw7i60kVHpT+nVCktp4ZnRzBJAUNXuG4jlaHRkOjPpnRe8VWCKyh6TNXDdX+ktLK3QHFD1CgEH861VJT79SrGEunQ5plzxoLukrgzSMAeNW94n4lkd/8wcVl4c00bxjc+55LHKYrrzMZq3N7lrcQ0SpTqm1bEqUoJ1/t1chbfTwi4IIhjhOrD+oEJ2kn2LVQa9l082ryCXyd0EopaQ4HsGn4U+LkvkCXfZeV3TNH1puVkxldviNLdfiyG4stlT8g9paQyw+XK/GtTpQa9VeYNiIiYAI25evFaPta+6mc4kvmdmT0/AVrE5LYFZjmGXPtL+6hSL7JLKkJ0eCVbEgqSK1RtopXpWvUWx2ufc715j+RcaMXW6xbXYMDk8RCntrJSRbMOgRrJCTHE2YlCZAjuIDq3idrbY0qntqXrQEaEnq67jd22zWbLC20+NoQpmOp/1cfeeFVC3ZdbrdOvbgEsXPmnonuqxIHEDs60fua1o+6LaH3HFIAVt2BaqpJJcQ36VJoeudu7914khVDVzjAjtkagdp9v8ALhQscnWlyPlNpgpSpXbbaS4EIqkfrApUSaVC201HuDp1e4mpDGOaVU5HanvcMqlGdcLXfkzE7ai2yFMtx1R0ubnO0S0lSFFVCU1SSn009a9St5tPqGeBGe8CD7qE7fdeHLqc1Rinw9DTYv42uLsetuaY/g+Q3F20XGS6z+232DOegX60TAEiPc7TeYqkSLcmO4EocIUlK0q2qqmvVUnhubGIkKUUlDhiMAea5UVgnt7q9Zq0glGqRiADiRx7ueGPEUyTyTza2+Nmdjj/AJhZvnLeC8twZsWFl1ztsN041c3XWrPcbLnjcSGu1SbHfY8oFEpWwokh5pxDiNjwnbZcs3C1ZeWrfpLq3ID2NUskbzRxwPBzcWkZJiKMX7Xbfdy2F1ILvbLiMGNz8HxvyLFaocwpqY/B7TmoQ1OOAvBaHx/xi4OJrRGnwLp3ZdttkeU1GMVEmklmGx94FqkwEFxTbO9SSGkp19+pl3uu2vlbC9rbYMGDQEap44e4ZDIVEjsd2s2OkYXXbCU1ZuDeQGHtzJzzpVXIVs5hsPOHJvEnIWC3HDZCrRGyK0i4KivM3SFNU7EckWp2D3YUyEhbNFq3VbV8KD3EblZCGJl3AfFjMmBGLS3P2jI1L2y9+omfBK10bg1CxwIe0piCOufEUu7ijHLbx/ybeo+XOLmvpuF2gMKkdxakqVJWuOtxtIHZa7bqdhpQaadPPsDbQeI9yyEL2A4onrrdpdNmkDXd1mIwxyJX4VGOR8LiN8tXDJmUpdjmO26wFqd7TYZKu4G23CtR7oHvqn+h6Y2/xnbiHNwhRD1PCt7i2L6MtwMhKjpzqZ2ld7yKHPVjU1ECREeaH3a1miCtvQBGm9aAmhp7K66JBJIwKpaF/DlXO7sw6wJhqCU6TwFzXPeP7SzbmsmZbk3BLEkr3ltEpDigxIQlpLm1SFk6oUD61HueqN54e8MbMFc4ZrknBeXGjvlCMNuZPC7hcCQmZTh+fOmT8q4tJmQZFznMsPybk0HVqCQ4293GV1IVQqUlSTT1r/p1UoZZJLV3huIDEIxxxNXlxDLmNsiEyKCoz7elKTgx/wDazuW43FfmtxoVyvT8OzGRIMGNJU4HxIbYccLSArugpoPUH8emPMM8x2wSaiTpJz4oTl2+w0V2u1tWTpExjXLwAVFxxzHq4Vm8VvS3kIE5LTLriQ4U0J1WNxSBWitRWtQPp1z2xvnPd++gcR7+NWSeBrR+3ilSu4vx1usrSUj47lJACgEkpAUNASdBp0Za5rhhUTSTXjv+PxJcVEja2l1shR7grQ1BAJ+VCK/3PTfgROk8RzQXinDIWs0NKCqGu8cNXdLS2iW0hr5BKltoQlR7aUp9BRXt79WWGLTAB0oJNIsqqQf41NYP2rUR1sgd1SjoUjdXZU7VJSAtHyAr/boRcwfu6kwSiMMhLdK41JMbQp3coEorUA03LIBUSn2Og9PYUB6bjZjpFIkkJVo9Pz9VWIIcZuMuU+UsIaCFrccUlDTaAQkJO7SqyD6alXtr1KZADjmVprxCGkOIROxOpP50zTxX8KoeYWJHI3NeHS5ECc+lWF8d5JKuePwbpaW0ocGVZXEhKYvcpi7k0gwXVMtBlJeeSorSkbmc2M+GAjuORT1ZLzVUypgeJKdTE8LgpLdXPEYpwwRc1Sm0Yhj+IYPEgwsUwzGMJt7GxTETHcbs1tSz9ssJqhyNFbdmhhxH5nHFqV7n16jjvqJHFyjiT/IKOlSGOEZDomhnHIZqueZHaTUovU1iU66WnDMiv1XsmssOjcv5uhbBQWUgrJ0AoAadaMeljSfn5gn1Y55U4+QFxDf9su4gevp6uFCZz142YFzJid3h2+22bCM+DJkY7mlst/2kdFyaIU3Cyi2W1LLd2sE9ILTwS39yzuDjatydqnIruVgDZHOfDxBxI6gnI+tDSJIIlc6JobKMVyB6FMwcUIGB55UqTJuC+R+N5kez5na/215wlEG5wn/3GwXkIIKnLTd20JRITpUsuJakJrqitT1KI19+Mhzen48j6CmA/g4aXIuPHsPH1V7bHZXLe/ufWSpIpUkFIoa7QdTUk1rWvSWCVp74QVtWPyyArC5xlUSzs9phxC5K0gIbFStJJpQJ/NT6jqZA0uz+UGoshbr0MIVPZRe+Ct67c/LFXB4pVKatymkLoVrIDu4pAJqEg+3t1l21bZzWjFay0KXwc4jToT31a3k3LhXDCcpRHfSvuRBsIJ/O2+2VIBTUpWnYf76dO2gcJWBwQ+GfhTF+5vgkgjCYH30EMuzJcisKoKhpk0Faq+CSAQDQbT6+g6kAh2HEVmFDPl+eTbDJfUuGjdAuTT8SVHCe+9Khye4yVJoAO06gElW6np0b2+1E4bpKFPVVf3e/dahzXNVihOZ/lQeeXfMb3I68Tn8l29bpgxrmLFGDFFsOOpbblTQhqqW1yEpSmppoKV6M7ZbGJxity0Rh+p3Xh6cqp+930lxPHcXRd4xZpaTigVffS78eyK82LIcgXi74hic7DYbSuM3JBYdWgUo4QkuIUsUUk1SfWvTm8Pwa0p4a0W8vl4D5Gktk0ZjlmlMx49Wqy5LheTyJO26QCZaVLd7TTpiRFbmpDS/i4lzeSBQk/wBq9Rdtga8yEhSAntWlb5ezwFpjTDHHicKJvGM+a5tzB+7X60LTNsaJEOGtptmu1kOErigBTTTr9DqVVO4mnt0/uTBZWQhgJAecefVFoZtsr9xuPEnALo8j/KgX8u+W8Q4qycuZHavunLi+wEILSX32khCkJbkLSlW5zaASoeiR6adJ2bQ1ivALNI4KuPLpzqPfulNwY4tS63YAp7etBFyBfbbmVmud8srCI0SZblgJQgAqdKFLQ0hI1JCaGtKfj1YWtb4bw1ADyyqHG1/ih7sg0qV58VqqbItTnDs6MUGrM99QGqqJU2UlJ/E13A+/WBoNuh5pSh3bprwcm053wW46czDizFMJdEibcsk7LSX3Jkr7WHEWlJk3EJYcQgJjMEpCaH5kD69UbdnLfua7uta3Hs4k9f5VeNshWzDg0Oc52AJOfDHgOacqZR5g+I0JPj9b8UwF7uZPZUWqUzKUhj7mc3ZlB5BfUApZS7tIIFCvQK6l7BuEL7p3jBzIBGWhxOWSdOGNM+YNmlFlDFalsly2QOc1AhzXHPI4dmNa+J5F5P4mm357A7vccZvH3abRmtmYlvxYdzLD4Qpm5w2x/wByhhKllpe3eASkKpp0X3uxaYtcbBmpLev6utV/a5ntOlz3fKQ3HgP05oUPDKto/wDjtZnTfHK08kXSLHYncq3J69RnGIzcdmfjuNNf7asd6guoG6RabvLjznGV12r2lSdCCeSXWn6h7GfK1xGfHjXTo/E+kgc/53QtcqJgVTDsot3bLhS87OZR8PczbkhmzWCyO71SLtb7HZ7DKuFwtNuU3eJf+xcE+6nXeW+5LDIu0iQ8VLUpAaSHW+C2FpkJUtOH4pzwwp1j5nN8FrkZqxwHYVOac8RlVMxvDvG7/k8XNuQ5Nx5CyyKzf2Idz5Pya/cooTbMlcmKvGLzMWuku14I7YWUSkJjFUKe+19u2UOoRVrqI/wnlSHaeRP4fn1og25uGB0cOmJiqC1DjgCVRUIaEAI586urHvHfHrPbrZj9mn5PCtkOTPnmxY2uLilnuV0uLkqZPuNxtuKWuxtXKW5Lmvv7nS4oOurWSVEnrYmez5TpbyGFRHwGUkykuccFTlwBOKCs3N8cMEZett7u2K3Rdxs0wzbfdb1kOQvxI7haCEuC33G7i2KktrqoKcbXtrUUUkHpvxS5RrX19q+6nDawwwtD2FshccTk4IMgUxHTgcajt4wDiBtxxubmuM21xFUbF5xYoXaqmqkdqRcwpCk11BFRTpsuYcyPbTTobZFY4Hsy9q1iLBgmC2/JYN6x3k3Gp4iR5Ta7YMtxaWZi3u2GUofbn91pKe1QkhQ6SXMUFQD25/xpLYohjrAPq9Q7DVccheN3JV3vuQ5fYLZbrtZ5MliSPsbshMp4vq7LhhtKCWpQbWglza4Cj1I6ea9riGtIUr7s15chTM1hKXulBa5jSBmhcDgNIOfWqAuGO5th0hhy82XJbElEhLQkTIU5iAum1wN/dpSuGsqZJNAupSa0p04CRjUdsDmAkhwCoqFF5clHKq856yjEsV4T5ly3kG4Ls/HuF8eZVmWbXpi3zbwqz4jicFd7vdzRarWxLuVzEK3wVrUzFadeWkEJSfTpxsuPeRONNSQFGtgB8QuAGICkkABTgFJ9Va0cn+MXGucuVsMtFh5jwyy8Y5K6jkCDa7jCu01nNcDziCoypnHF2tyJcF+9M4xcIUg2K7tM2e4Blt9DrEqM8h1j+5vboib343uJCnDHDHDEcKnxXMtvrbKHC5aC0p/U3g5flxGJbiCuBBqkefP4nea/EbjvlnlSNIuXkj4w8S4/fJeRWhmNb8G56x+AhcVll/JsReiXKJyhYLTbXHH7ncMZujUSDASp54NIaPU+CZ0IMdy0vg0n5EVcMTxz4Cl/WfWaTGGwXrpGjvAuYTjgE+UHm4Z5V5/4WfJZ7j7nTm3xJyHK28y4g5YsFo5awWPcTHl2q9uYNbYVjnz7fb5rC4LN1PEtyi0W2PuFXXHC4le4FZ5h97fLW5ecftju+2eX5prXznbWhv8AbbhjjHJBuG3A3ELg9pDgySJssEjAUla4MeHNwoX5msLi92CS7g7m7Wwc4Ih0vQkgHqVxzAfWW5Iw65YdyPypgNqjXB1WG5hnlltdvhqUuRY7nZp0O55bhQdbW8P2di05Hbcnsa1K3SbNfl7f/pnALV9qPPo+6P232Lz2zCbc9sgne3JwkLTHMrUADhPHKCBgMKi7Tdx7ptlruhCePbsc/DDUpaXdqtId1APGp5wFnGZYnDyzIcNchquFuwu+W662S9RVXO0T7feg5CckT7U48y0JNun0U0sHchZrQg06vVxaCaN0UhIjIx4Hl8fZRZ0EF1A+3nUKQQWlCSCox5EDHnWr9m33Ccxy5EpTTcpeQ3lyU2gdtlDr1wffd7TQIDLRWv4JGgTTqtTEmU+r3IPwq6tBkYHNxBaPhWwh/GbZ7wjhvCrrBSXX41mye6SnZLgTEgQGlLQ2w00QAoywdqvZWvQOeQiTD/6bj6tROHYlHYg17WxPGH7bRzJIHp2UwrjXwx8db5dp+fZHjLtzvXJqkffvF4lMJZC+49EaUFNJQmvwB/KRrr1yTc/Nu/DcjBb3EkTWvGLXIeYAHBvQr7K63ZeVtlktGtnhjkLguLcBhj2k8wh9dAJ5yePFu8anLPd8EyWXcbfkc59hnHLksqMVttStgSpW74CgpX1FerptP3Y3KGQW+6xtkboXxGhMv6m5FeBAXnVe3j7T7TesNxt0jocdOg4jLNpzCcQVWlMMwc8yvILq8oW9CXF9tAUQoMJpUJApqrd/93r0rd/NVpu7vHDh4upUQ90HAAcf41Vj9u57BgAb3FRdSrzKJlWNd4Wzg3WNNNxUsBxykhKHDGac7biSh1W3aN1do9qkdBm3A0uuPEOvA6lKqvPP0Snx5aufDMAbHoREQ+notfpaWuyXLf8AcqQ66qoI3qPv77fQkdfJW3267d39J9dVdFqexI94WlCAzsANBStae1CaCpP+nR+2tr8o1rCE9dbFet6Lem/ipJKVH5E/T39T79TTb7mwomHvrWNRW62aaR32GnFrUSV0qaVOqhpWlDr+HQ26225DvFja5Tn28/zrCQ0Kcq80C0vJIW+FKV/kFqOmnokVPr9enrO3mYQ56hw9MajPc0rpTUT7P4VIEQI6xRcdtSQKaj/GvvpTTqwxuKd5CKS1hccB668NywTHrywtqZAZcSpOqVNIcFFetUOAihp/fp82NpcDXI1HDFRgQedJ0g586BryF/jS8d/IS0zYWUYlbkzX0ntz4rDbDzatPmktpTtUD9Pf36tflrf9/wDKl4L/AMu309vchECnSR1AKEdCtJb4kRJjI0E4tIBB6Vrz+R//AKdvkTHJU7IPH/L1yoqe88iw3mshpSQCUttvIAeQD6EV/L7delfLP+T/AJisyGebLCK9gQfuQftydVGLXEdRjzrRZYTE+Kx9s9R3m95icyxMPUlIf5+/jz8qOI50x/MeI8hiqjKUl26WSE/dba4GiaupVFR9wimihUaf267ltP3l+3PmaBssF59LfOziuRoLuCB57ju1e0VJs7KXWW28sU0CKNLkI5nSUI9R/OgSu8+9oULJkLstl60urabizm3mHWlj/wCCSlC9wH4Ch6tlm/bLlv1m3OY+NwwLXB2BzGBKY+qnrsXUDvBudbQP6l9xOBrJ8d2h695xYYLLRdP3SH3EpQVo7bSt3zAJIQtWh+tdeo24zm3tXy8VAw61m3xmW8aM83H1Y1cfJl0kS8rnRXmiyzDQiK0hCiAOwAgqKBRIqRp6U6rcLfFbrz4e+j85LHeEMAPx9MK8ePzmozSmFqSpp0fpLUa9pQ1BIAqlAP8Ap0QY1rQlM4yYLllRNcN5U/BvkZxuT2QooaQ8j4pW8FAhbldA3uFRpr6dIvQZ7cNCYAoeKrUq0cI5EcUXDsNbN/8AG3znClTLnh95RHEp0tTI8hwkyUuR2e0thjtii25ZUlSiqgokJ9derZ5C3DSZduegCqDxXJOw8DVe857cJoRdxatDASg45KvXi2mX32Ql28PKP2biXHwlCg12wFFwqqggbUtUVQe1T10OdxUdlc4tQmJXOkdeYN3zLJfJC5YBaI70hL2KzAxCirLwQpGxLSUqZ3BaElwgE6pUTrXpt9qbyGOBjQ9xaSAeBJz7cK2JhbXb5S/SA5o7QikH040tnj3Dcw4I5mw255JaLri0yRyLa5cdV0jSIsa4xJT47rkeSptLMopJovYpSk+465zd7buu1ebo7eSOSO2cUY5F8RhBJ7wwOknHiExFWxm42F95fmfG9pnGLxlpIKApmh4HI4JT8P5WMusdlsfjxlF6SlLd9i22MX6bmwqTEShRCikpKUBQAr69Wzab2K1D/qHIxzw31kfilCL6Evli8MFxMRPBSMMV5DjQreKXHNsvuaXTkSQ2pWPYxBVcGJFUlIkgKUlldF1SVDWlKJpWvR29vGutg2E6nSOQEZJz68qhRQuMySg6GNLj28B66qFnNbt5DeVdwiT7czMx3HrgW2pRQF/bQraruKShIJSmob2lVa/16cbMLa3dGVbgAOanP2Zmh8kElxetaSCXnLk0eidtWTy5ytZs75UVh1vC127D7alhKYYS6xHq3RCV+gQUlJVQUP16nWUL/B8QoNWK1B3ObVJpJBYwoD2Zp68PVRYfwfYTLv8A5X8857NSly2YPYI1ohPKR+WXcnlOEBR0aCY6NEp0p79WDdtEGwvDcJZpImjsALj70XqKFbGJLrzA0E/s2zHyHkHE6W+5T2ViPMnl5ebeXHIsNtouxrfc4+Px3loUkI+yZ/UUlaklJSHFbtPp0JmaIbURlVaE9OdO2cvj7nJMBjLKSq/04D3Crs4eU8cYVsfcUlLbfcXvmK2qQdtFLQwUk7z9PiehACDDKrM0jUUXhVsOyS23CRo7VbZXvceWErqKqK20oWlFVfEqBr04wELSjkeeNTvmHmW14HwldLlJubNseZtrsdpxICnFEt7EqiqKB3H93+Kq1NPboewM8c60THPDr6eykhxY1jiS1yjLnyXt41rV2/M37pk18u855bqL1eJU4lxQKSt540oFVAS4fbVNagaU6sG0bo+2udUpPgOOXLklQNz23xrQNaB44aT1JOJ9fOrEg8H5FyTIk3bDGVBm3IbcmOoQopZkKHdDaWxRdVIqfegNOrVulpb3rGXTZGNeVGPFAOHRUWqxtN3c20joSx7o88Cievmc0r+PWe6YTcYUSSqXBnvvpjhstksffIolTm9RAWN2oFTU6AVr1W9viLbxrRweAeWaeujm5ysls3SJ+jJcVGIT4Vt0/wAWnEfj9i3G9nveJWy2zs7vNsadza9PtKevzt1kgSJbcuRIqUR1LP6SEUbCaAVPU3znebg0mxhOjaGOHh6cnEDEuOZcua5cMKgeULGwb/1cwMu6SKX68mg/KGDINTJOKrjUj89bRx/bVqYgwoUe6ZC3IRc1RWAmTJ7cZaAZSUhKFrZR/lXeQaa+nVbsXTywgzYo4AE8RVhvXQ21wG24DdQcSBllj/GtRvm7I8e4ncy5u2rjsyXp0wx0VAEYv1CkpQE+rshWoBJFQPx66MTZ7Nthmh7sjwFHEk8Byrnkb7zeLzwpcGAFDwABzPNMqEDBEZLdsgg37ILiJbU+QpLEdHqwFUWlbpSSD+kaaUSDp1zC4uJbm8dK8q9zj2Ds54YV0i3tGQWWkJpAHDEnmU5+ymgWq7NWzFng8wpA+0QWgmiwPgnaVqWFK3kpqfX+g6KNsHSvBbgVCrQ+S7DGgHEAcPZjS7OTMgZezSA620Ah1wLNQVEbnQSEiun10GnVwERYGAHIYeo1VWTCXWRgCay3Kd+zxrCYrWFPPsSEpZW52ahTjxUlNVKTQuAA1oCAR6nrN5lmERkhH7xI+HwqFYxxPlEcxAgQ5lOOGNMY8DsuuOExrbyByCsT7pDtEqC7bC72pk5kBsh+2uOEhEuIU7qHRaSofTqpX08ngvZIvfTHJEPCi9jGwX7JGFobG5yA4ggjOn12HLcM5p4wuCr1jf3r82G9FZjXFtiSVxhEq3DkCrpcm/bK20K6lJSaVT0MdrikDo3O0ubn+dWW1LHIJgz/AHCrUyC8uvuFULw15d80eOOY5DYL7bodz4dtEFAx623Fgv3+1FI2rhRLqp5r7i3oZSAylQUKGlRQjpolt0tvcjU4nBwXUB8CPhVoeyIWbLuyeGPaCXAjuFOJBxBwyGdBbzR5oN+RHljjV+m2qBjtrRAuOD49ao6hIe+0mkT13G5TVn9efMlMghKR2mwhKUilSbrZ2kDdhdbxFwMYLwpUqPm9XJMq5eb6aTfRuEyF8zxH3QjQ3EA44qDiSeaUBnMOPCyeRsmJtWli9wot2ikBXydCnI0t5T20/EqZqU6g7vXTqG+4ddlgJwMQH/hwSjsNsLUS6R3mzH1h+IPtXsqJcrNRGJrgbkRzJVaGkpjNLbKgXCEuDT121PxB1NffqwbVtrCwvxJDx+dA9zuXh2hE7tQjC8an3eyXi2ouT9mXJkxkNzIzoQsAfm7a9D6elaKNT1Y2sMZ79U67kbK4AJ8uJGKdnWjHkZRf+G+JrEbBdpk++Wh6FLVJU3Tuxlud11ibKJ/TVKZO6g1RtAqK06575rugNcwaCxQ3ScQRx7MMutWnytaCci11FrirgePQdU5cqdvx9zHM5n4OxLLLXGddeTb21SFIHdWl1htLckutJUQEIdbqSNB6joBBaRRwODMWyRgjsXCrAbiea6jdMNL4Zi13qwJ7DmO2g5zGwXHG8xu11yq1u2qHeWJX2bruzsuLbbq+O6k0TIDQCiD8lIqQeh+9W8jtujDQC1fwxXkatO3zx/VPC4JyTM1DIr+LPKbdYmtoCgCEIeB3bRRNB+ZQ2intofr1z47cWvUMdhyyqxePw49leS9XiKyWkW8od2BSkpUStKAVbiFbVKKjuPrruJ+nUyONzR3lFM6qwt7zaQ1GZjdwtuHto2FXyoSkAq+oBNfc9TLcLICcWimntIBTCsVHiqusj7glyqwkBZNdoBJCRXSnsBqPp9OrK1pEacKCSnTIEGNS6JYpamZCmkH8+4b9VVKE/FKRolA1J1GvQu5xdp41LgegU9lZTG0ftTrq5yiyyhLjinzVFENV7i6U/KlOo9SSKdNtjIbjhTj3an4ZU8bw48SLdaodh5g5dszS8jnoi3fA8KvcMPQ8QgOoS7b8sye2LS6mXlc1opeixXErRbmlJWUl9Xw1NOYwYov9zIn/AO9B4f6j6hxqM0eO7W7/AGP0g5H/AFuHL+lpH+o8BTKZLriNjz6typSBJS6p1Li3ELUpG92ilrbWpST8V0VSmmo6hBMhwp8g4F3EL6cuyohl2ZY9hGKZNnGYXZqxYhg9gueU5RfJEafOZseO2iOqZd7ouFa4s65yWokdsuLRHYddUBUJPU/bdtu92vottsG672eRrI2KBqe4o1oLiGgk8XOA5mot7e2u3Wct/ev8Ozgjc+RyE6WNCuKNBcUGPdBPSvBaORcMyTE7Nk+MHJsotuSwGr3jt7slgnrtdxsbzjrCFqauDUCZHmOOxnCht1DZ7e1f5VAmfLsF3aXT7O+MUM0Lix7XvAc1+B4FzS1CMQTiozFNxblaXEDJ7YSyxyNDmua0lhbiDmhDlB9SHIiv6b4kiq7deWiU7glTEZSwCkKSlaG5KtrxrRSKnaoEE9MO26LISMXt/hlyPGli5ccTG8er8jn04HCvBe4ViyuzzrJe7exdbVKbCJ0C4Rn207VkpbkbqBUOQ04P0321JW25rXqO62ltiJY3Yer8OFKL4phoePiPfw9BSoOeeMso4kv7f2UiXd8Gv7zoxq+unuS4clCC4/jd9LYDYuUZqpYfoBLZqrRxKh1PtzHO0uAHiNzH4jp8MqhTePG7F37ROBT49fjQ3O4LeLzcE3Ccl4tpAUlP5QKitUn8yK+h19OpBc1o0ohpQDgeHbxo+PELG48W83xiW3QoiRXYy0K2lpQUtslAHstGh9a9RZ3uFu4t+Zadt2B141r8tJqdeQcOFExTLBHSpCY1vfeQkmqEvFZUp00IUa66elT1Jsy580WrFWn4FBUe9awW8mnhIEHrGdBg9kLf2sdJWATHYNE7dFFtASPWgFff0FeprLfFaZLzihTHKq85B4mcYtbOTSZrT6Fj/uWVNtlltbq1OIqpQUlSVAa+v16K2elgexriHBq8h2LQbeY3yRsnfp0Kice2lk+SuTRHr1Dsn7CqemJCDYeaSlxTZeUSBuHyQ2E+oVTd9OrBsbQYjIuZXH2fxqm7wNUrR/SnonuoU8Ixdq75gIrDRD8q8WltqElorcDaJKFqbbQAf+m2jXQU6d3q3b4LHtB1ajU3Yrl3jPjUBiAe0p/Kif5Sv93xjkPHLNFguthmySy2FNqbqpxTUcOFKgEqbaSuqiPfQ0r1D2kPFnM9Ed4gz7F+NOeaZYvrGRx6TGIARjiqke5MedGxxg6ziXEdyyu6R5jbz6H5CwlDMNuQppFQ82krD3ySr419aDoBvdw99yWjHQgCczh7vzonsMDWbe1ygFykrmgyoB+cMLxfnWAL5f5rFsaE1X25kPJLiwncEFbqlKWpxIO0+ug+nVm2mBhtw1wU8eeHLpVVu7kx3TnDSScePYB2ihSyfG4GNRHMYtLiJsdFvcabdYo42Slva2d6agJUCdaCh06PNhAY4MyxqMy41HvgaECdPTjVdWW1yYHHd3iymeztkuOtpcJSP+kdQVDYfjqa+lf79IDCICCExpxkjZH6AVcVVPT2Cnj+Bl5XYOIcdy+A6kz7WlbaC2QUJbSylCkFypBDqh8q1r1St1jH1zjmC3H41fNqc76GNzcHNcU9WFMq5Z5KyeX485NnFvhog3ZmzOrdnSWJC48Ux/kVuyENOkKSE6BJNdKAAnpnb4IRdtieA6PSe6T05VIu7mZ1mbhjjHKHgBwxxUBFOCmkI+IHCZ8rvLhnibOX5f7DlH7tlPIc6I66LseP8egu3nLI1mktJUIl2nRktwWpNUrbM5LjZC0DrNw326tra4kJBmaAyPDAasAE4gDHGmLDZbOe6ihe3/o26pHtBxdpxRc++SAemrKtn7yI8sfDnwZw7FZ3k5zbxN4zYpCx+NZcG48u9z7eWycdxqGiFa8dwHi6xRrlm92t9ktkZuMlTMANBzaHHEuOVPMzI2NASS4ntJXj1U/GrvHBPfSOlIauKpgBpAGkAZIEAVMs1WkTc7/+rK8OMNZmWvxR8bua/Iue04r9ty/OnLTwLxnLfeQ2fvhFuQyfkG4xnQPmr9riPubPWoAKfEkcUADeBXh8PhRSLbQpBOCg/moHPh3lpSXMn/qhP5TuUHZLPEuGeOXjTa5Lrion+3uOp/J+USY6EiP2BfOUriqE4+SrQsWdolaKoCRUFfhShgkkcjRxODfaUC9tOutoS4sQuc45NCn1AAuA9dANlvn5/Mb5AqlQso80/LO6228yFPSLTh+QSuPsXSFBT4ZZgYLZMTct8Fh09tlLTikrKPUpBJGT7pstq4ie5i1cgdXvaM/XRWDYdwuWtEVrKY8gXrh/4jhlyoYcj4l8z+QmFOZtk3kDmKV91+REzLm/N576VBKm2WnEZDnshmR91VKnFoSO2mqRU69QH+a/LMZ0uuD6mPT0650QHk/e9WtltFr5lzAcc+uPvqr5vi3zVAZU5KwS8y1BY3AZEu7yls7V997uu3hTjseIQkdl0950qqFUHWm+bvLTignTDixwA91Kf5S32LHwGkD+lzfhhjVY3LjPLbWmUqbY83sBhuOMOzkjJYfZSypKHNi4MpS+89vp9vUbEEqBIBPRiHc9quUEU8DicRiB68QKGXGzbna9+e1lDR/p1BfUvtqVYVyx5M8buxHOKvInnfDJEDvP29vDuaeQLeY+xwqklq1N5ImO4yy4f1gqN8XR8gdepjbaI4tYHNPVc/XQ9zYxjK0Yc2ofhTM+HP55/wCWfgdTC7t5X5NyzjbEyEZmK8/4Lj3MMaY24tENu3NSXotiyC2tyg9tU6iYFNpIKVJpQrjtxHmXtBTFF7AiDBajzNim7jRzJAcgVMSc1QeumVYT/wCqLsy4smy+Tv8AHphmaXO849d4bs/gTmOdhdlyZToftV6j5bjHIeO5FbrfDuUN5aHGo8qQhaXFIKFoO3pBfO1yIHY/DmMBUQ7VDI3WxxQIoPEooIIx/wDLglCBmf8APX5MZLfW8s4g8YfDHx5wFiQ1Iw3HcY4mjch53i1ox4WyzyHYmbZy6mw3O6Q7Pa2Ikdtiz26zwy2FNxEklwuOtw+HWSAc0CcCcBhh7PbnS3WcSeE57teZKDEu/qOLipxKuXEogQU4L+MH+YjJPOTJ7rxLneFYDc8pxnHbjl9xznDZVtwnJ7Rj9gukSPKVyt48ZPc7rZ8tx6/qfRGkz+PrnebYwzPU1d7XDjOd4QDfy29x4U7nvhfkrArQmKvbg5c0IUYotQ9w2+G1jErR4bwWjAlzHHhpJCtIx+ZF4FcKUjzt4zx/B7+cngjEeOIZi+Ped8r8f5pwLaGj9zacX4Q8jmM2tOW8UWGaphlEuBx9nNxutrQSt1UZlmGgqJQKm7Zjp3ROLlhEsQJQI5pIaW546mnEcinOlh0c9jMNKyPjcH8VIAILvUAMM0OVH95Ax2ePfPfh3H4Tkx1vliz3/nDkmFEgRTaXZOM8CL4LgPzJRT95dLvItkB6RN3lLUZWxIBX8hwH/E3atw2T7WzbTfO/btPNO+QQELhbtvn6A1cWtaQ4NAwGKVSfJFr4flR8ErQQy9uBHiT80o4HIA5DLinMWPH+DGzbnvKcOXNkQ28iZzTe1bkJP2sG3ts3Bz7poja0ZEpKFUI2obrTU6ehdy3JsEL5GlXNXDj6+pNX7bNp+omZA4dzSjj1Xh0SterzXwdfGHk1yljyGm2Iqbq7creEDcypiUCtSwSKbS4D6D36rthO65s45nfNiD2g/katV3bstpfCYmkNbkExRD68Ken/AB7v23HfHGLNnTHmH2sThwbTZ5awHblKnCslTbddnYbCiBuqqgr0MuWx+E9xcNfho0cXE4n2VMtHEXEeHd8UKeQAw9pwWnL8QK7Is1vdjJbdXZWZEZsGqIm6hWGVFPyWEK1rSvXC5S2Tc5H/AOoj3132zbpgZq/pHvpOv8sPI9ng5fjduenILFvU4pCCQoB1tBSoDU/MuAmo1PTMQddXMjLfvBgAJ9aJ1xo3dFlptkXiYOe/V+VAP41wE5nl0R52KDFnvrdLaxSrVB23KAAlRJ0IFAR03ucrrK0EowfqTA8FQ9ooYwsusxgefxpkb3BSILUW1gFcG9TnJ6kU1YVEjOztgXtoQ4mKDT09R0qHc2O2yYd9W6Sq4klwyxyqA+0H1DZMdOI9xrdshxGI6UpQ2gaAU2+1PQe39+vFMEEbWhA0D0zrzgx3fXgeGdd760NgGvvr+J+o/r069zGtQGpBI4V50vdylAVD6GmnsdTXXpAnLjnWV7GkIUCFpQEqP00Trqa0qdepsTWvajgAo+NMvckgKo3inSsVMsbD6lKaNFEVBpQkf8uhoaf/AH+o8u2NlGuI972LTbgwvw+Rc6xDlqkxU71FO0a1VSgGvp9T00zbLpuCKeQxPupslP8AhqK3bLLBYmlu3W4MRwjVQU6lOg/GoFB/r1Ztq8leZt3c1ljazOLsgGkk+oLUd9zDEO84VS2QeUvF1iK2/wB5jynkbgpDJ76wUkgpAaChr12Ty5/jZ9yd5a2V1o+3hOOqUaMOw40OuN7s4MHPbqHVfhnVNXvzOiuBxrHbXJeIGj75biMelQT3CVHSldNR13Hy1/iXdwuE3mC+Y0A/KwF7j8AEPXGg83miFf2w5x6BF9Z/KqIv3P8A/u1mRGzLC8dvkZ8kbWlH7kNu7ifmUbC5T1rp6ddbZ/jd5OjY1kMsxQYiRjHAniUzHtoM/evEcr4wFKgtJBHp6Cl78z+F3ifzo6/JumDQbBOlrKnXHoUN9CHFK3KLb8dtt6pJ+StNerZtH2k2DZe7GxBhjG5zQQOBbwB4gFKej80bxA4+DMXQkAaXgOGHLtoJYf8AD1xrhWVScxwG5MuPdhTcOAh90xtoUVtoVFklaUPFepKKApH49T92+3UV1D/9z7iVgGIace925kevsqybP56bbSj6+3iDlxe1fl7MloM+c/4tOakruOUWZmFMMkuLMZ2I6lAKiooPeZKnELWj0JSU016pUP278wQRufraZwflQo8DBejjyyFWWbzz5dup2sIezVhqRQOSjl1pZGWcC8pcXzVw8sxG6RkMKXulxo7s2CATtJ7radyaeu4pFK9B9w26/wBseWXUT29UUe3p1orZ3dteHXayskAPAhewis5hrTUCTGSh1LiErQpztVUtDi1gJ36VQEaVrrQdD2O8RmnNR8amEESLwX2U8P8Ajqh3i/cw26NCcZW9AtEm5XP7qR9qHLeyuMwhllSa75by3k9tGqSEkmlOjfka3e7eZSz5WNU9hKD31C8zXQj2TW84uI9OytgeRPJmR21R5bC0PthRcaaWhDiSUJCgjduB/wAj6A9dTuRjp7a5faAOGJBPQ0spF0taPLrN7w6xFdn2izvCIHEBQ7KJAcW24hXyaS8pG1VRQih9QOim3uZCyORwUhmPtOFQr1kj5ZQ3MlF9QX1USn8hHGN88mPFfFst48wCws5dhGTYfkrzDcwRZcR+wSW5Eq343MXFcDsi6sBSFodUlpwLDZUCoKEk27r6I2Ubg+cP8SMOwKgO1Na7IOIKAYakAqLO50Vp9VJGRGGaHFvEEgakzIOBPEUNn8pNhPIvg545ZQy26ZsJWOR0b0qZlRH1uR2FR3god2O8y8SFI/MlaSD6dcg3Szmu7O4sbZS8vYf/ADZ9Djn0q+2dzFA+0u5CAxrHAriELcvX7xVevPq8afEO32b7wJy3NI0ZhJ3IRMUuU1tb+Y+SlnePSnuT69SbS5k2qOC2nWTvFoPADgvpjjSHQx3TJJFQuxIHBOHYBjUZ4Tw+HxjwTm/Kl4+3g3u7WuQ5CeeWht5xSwolaVminKuqNamv9OrrJOy5ljY75EB9v5/Cq8T4PizhA4NIbjmnE/gB20rHjfK8osudzrvcFffDILjPmTtjxbW8h3e6whStSUttbRt/016K28k1u8ueB4OafgKCNt47kRsYUJXriefI8q2tv4m7FE4y8SucOeZyRFkZbcr/AH1cx3ahJh2mC6zG7ZKUqSjcCBU6Hovucr7k2FkckMjvXiPY0U3t0cdnBud+MC0eGFwQtCH2k+3KlXw8ks+WXiRk83c9eb3drteH++4lb7huE599ttxxtK6hTYHb9wP9Om71HxOkAKEcTQnaYHsmZCcXgcOoXj8aavxNjtmHF7V6+yeQ48zuTKcbnpSFFITGLD7X/TAJ13poSae/VfXuAYYCrhEG4u4k/h6LWHvENTLsFCx3Wy4g1/MgrJqlalKU2+gJIqAKg09PbpTXq04Upzh0U0KPkfKRmXAHIcRx3vKsBkghDhC2iy4lZB3JqApKhpT06iXEemcB2AcxRTLXiSN5OTZQPW0hKSFZHe83Fixk96TKDLTTQAKVFdAEqJofgaH66V6XGCoAxcTRGYYqflHGnCeO1jn8aYTCtkye2/ccsU2hCihLa0GTtSt2pUFu/bhelNPSuo6PF7xGyLPS1FOXPCqxLEzxJJQiPcoACIgr2eY9y47xtjj/AI7x+2NS8zuM2I4p5CA45KqpovzZbiwFobaWrQAVKiANejmxW9xNru5gPCAIAIzTlQfdry1ja21ixlBDnEFAGkJxzXh2VsA/x44X/s3x9i5PJiIYu0iM+tx5KwSpiOFLZG8na2oppSih0I8xT67mKy1Ex6Q4jkTnRfYITFavukGrgeOnMD3ihq8hsquWWNZhkdyKym02y4dhAc7rcbsrUopdd3AmatO0Aahs09T1DwCNjCNCIPctPsa6cGWTFz9XqXh2AceNaNvkNyveuSOYM1tCHn0QrVf7jGS0krNFI0Wtwj/MUoKeg16Z33cJLm7MAcfAiQJ1ACmn9m26O1iE2gCVy9cCcuzBR21/OOubMf40kWNjIrk672nmG0pkErbbUXty2myQra4pArUjSnVfhlY27BlcjVHH3JRyUM+j0AAOLs8u3tKcKaF/594dktkaVaZ6UNSoqVJSDRwb2UfBI2kqWn1ppp1foXiVrXxhSU4jCqXMDE4qhaVxCp6dtDTfbbFvt5hzkvoKg6htle4gU7u/cnTdUqFVA0Pt1ZYYvFDclquF4gDh8P4/CrZ7uSW5u1Wyy2lm+rmugNNuIWopS2oIU+3FShxwobUqoG6vr1B3C4ZbAyuIDOJdw/jTVq11xIIWNLnnJoCknp6cKLTCW4NigKunIDMdtRhqiY7CcS5Aitz2FsPT5C0tL3oUAQUqNQK0PVN367lnt2mxKq5XnIloGXZzqybXaxW16761pJaxGBVGonMkchkO2jy8euUmbDk9ti5JKjWe25BkshmOY90DbEdoWoCA/NddUUw4kpRHzrtQpVVHXSu2N2LmPw8Fc4oh4jh+VWa6jcyQSPAAaADhiAuZ4hP1dKwv8gGSCx3HDZVmvribLcobD97hokIeRDbWp1CXUymj+vFuKVBTYXVKXQpKFFFD0Ys2hr3PcEenHtqBvU0scLLVkh8DVqIGAJ5FM0z+NLV5Bxm43DkbjPIMDseRKtETIMaXPv8AbLLcbhbbK1v+4nTL1IhxngwwuOaLeX8U7qqonXq7eXmvnc5rkMbVz5EIR2VR7u4bEml2lz/lP+pcCeWSrTf/ACH8N7LfMDwHk/Fryq75i7bWxbGGpjNbsq7OR0mDITXa00uQncF1HbAJptOo6yigdPNYNY5kkakOOWGY7COWIq3XlxPHBHfktex6AxhFxyTmeROfGox//BYyu44PduU805Sd/wBzJti58WzWGLss9nQywZYZfXOb+5uTiSPmU9oLp8adEtu8z7NDcQ7aGyyPJDS8I1uon9LcSR1cV6UvcfJm8mym3Wd8cEgYXCMgvOkBUc7BDwRoTrSs8DxS6u36743ckEm13eZb35DKu02+IklTCnoxG75uUBr61PrQdXy4tye6SMSQtcmZcEsEoaQS3LNKt7myPccYx+0RUwg7b0sIdZekKcejfa1SZaQAUCRNcdIKgokbQKelDzLzfYuZaiWPE6yXHoMB8cvXV18oXYN6Q/AFiA8Fz9WAo1/CXnL9swNHH2NmFLk2ptc22rfC2ZbceU+X0onMgKQ4kOaNmujKtqq6dBNvjMlk2SQEhjdOeCHH8cKP3l34F66GEt8V7y9ExVMf+XAL1wotfJO0XrlHj+OhtMa3XCE6zIUqFv8A+6cdYcYSiP3ACkI7i1kE12kFNAKdJvohFavDVLV40Qsr1z7lriAXkEYYJzKdDS7IPj3ncJxKhd31JTVNAr4UUCpFDoQCk1NCOqwSxefqqxNkc7FeNSaFx1ldsUpp6W4pbiSjc4A5RtNAKDVRqnQAnQ9R5ImucmCeunY5C3NSDXS9xlfHJf3UuU4UhbalfFO5QBCAd4BFR/pTpttuNQK4LwpTpe6TxTnVqYPZC5dHWNhWWWUDbUBKQmoOhqNwIpT82vv0bYFYeyhMr1kDelTphtuI5cWisBKH1hwq1pRCao00rX0Otfx6gzxq6n4nBgC5EUV/hFxBZ+beZHrxebei44Fw8m15NkDUlCXIN9y6U6tzC8Xko1bfZYfjuXKYyfzsR20nRZHTMuqCLxP1ko3t4n1DLqRSXO8WTwHKWFup3/CqAD/iOB6A8DT8XZK1lTrhUpbii6tatCsrUfmTTaNyvT0FfT06FZVKLgAprHfuaorvdbDS3BvAS+0282d7ZbKlNuVQpWxXxJ1SQCNQOlAA4uy99NCbSVQcc8fT86wjlwfaKHGFbXFEtMOOlZZElSFfbh0pBUW+9s30qrYTTWnUm1csuk/Ic0zT8+VMPe4N7p73AnnwXpz4plUOu2RuMImzcjz7FbXLSy2v/tI719lO3FtpSTEmGfKuMmklW1KAuKjt7En5JKkkwIoWgNjikLF/UdA08wGgDDihxU8UNQnzlC+eeISJwBd306lxHQFuAAJXEVQaeS80iORX7rYrj9kRIYfuP73irDTgnR0uR3kWOx4RdZglWd9BaaPeDL6FKceUmqUInOZtbXaY3sOX6ZCiHEK6QYOGJwUZDIkwW3F63uzteO6UOphUkZIyJyEHIqWnMoCgu2Ry3i8ubHZsOY4nbrnLtUeDf7HMiXKyrmW5xppEtwSJse2wG5bi0gJKQpp11FaJCq9QG2ofE7Ux72AktcHNcQ7HTgpKe8DCiP1rXSNbFJG17gA9ha5qtw1YlBqy5gkVjMlgW/L8el2G8wmJkGcGHAzIbStIksuB+FICdF7mnm6pUk1oSAdehcTjFIJGlHD0Spz2h7NLsqE24zOI4F6u2MyEWm236wlpF0tW15L8L7hoOsuBDmpjSUq3NKTuBHvUGhlsFy+Js4AMbxgfj6xxof8AUWMcjoyokacc1XpzHI1aXBdwxB7JLoMbdiqIhJS4GCqqUhdUjUDQknX116jXEUjYiHgCn7WSF9wDETgDmv41DvJC6JhYpnshypQxYpzigAFH9Nt1WgoQSAK+nUyyAE8P/CfxqNek/TzpiRIPiKWyzybjL0WI45tquJGClKZKTXsor8dtR61ppX06miRrSQDhTZDm/MCENSTk/nLDoXFrtpS+/IuJte2G0W9jJceJbDshx6jZ2ivr8vyjToi+1kjiMjiO8zAKueGPIc6B3t0x7WRBrsJFXgmPoKWlEt91vce95BLbiLjlbrSZEsojuUQFLDSgQVkhatE1O2uhp1ctpt47e0aJQ3IDHmMz7cjxqi7mZppQ6LViSCR7QO1M+Ar3eF0rF7dzpeJV/t65i/tu7b2lMtrRCkNOB1ZLqwUJ7yBQFRppStT0zu8w+iMTSkjggIx449lE9gY1t8x8oDmAL1Jo1fKC9cdX+A1e7ZYW0XOA8x9tJNvo/EKpTaJJEnYgOMq96evpQ0r1X9smnhuBbyOWFyk9oFW3zLZ7dL5eduGhL5sjQCBkCfy51R3KOXWyJx9DjNqaaiMpZduraJ6nkMtyQyhl9cRClL7TMopKxShSNRr1WN1nEMrpHqgeT6uzkKXt0JkgbG1PlAA6kY0LuW4NbeUItsfTcF22FaRGiuptclcSM8+23Vcxpsaq72hANSfSnVs22O9NiRCWo4h2pxIICKBhmKqd0+xN8Wy6hpBajWjEg4+zhh66pHIcYRgL8ZqeiTLalLJjFxVFhpR2b3Cahau2Aoevvp1brESlnhvGmQBTx9i1XrsNEv7ZVmKHn/H0FR/J8WyXkSA7g/Hdlul7yW7o2W+DZYYly1qdQQlTcUpABKKb1KICfc06cuI5ZrdwbmmJKIAvE5AUm2kEdwwkEuJQNAJc48gBiTTcvBjjrKeIuFZPH/MVou+OZg2FOJgXllqNJVFda2MrZS0pTblVeuxRFTT1r1zveVjna+Itc0cRiDh8OFdM2qNwtS26Y+N5VA4EEE9vxo+mM0v8Dx0ybAbvYlXa4S7fd7RaS3CVKkXGPckrTborba1/amelbgbQo7ELXSg6FxXlnHuEVw951McuGIwwxTHDjRB8d07aZbQNGl+ROYxGIH40qDL5Ng8L7NkuT8U5LJt/My8Lvdo5m8ncUmRbxmGI2MSbejJeGvFuxSlSbThsONd48eFe8xnx13W4zYjqwuDBYjoc5H5o803m5bqdv2pwZEZNIceJyVOaY6jjwamdX7adsh2+xE88YdIGBxVQ5w/1cmkH5RzBcSSg02vJTmW7+WPlZmnJNzs2RWSxmGxh+A4ZkmQycpyLCePsP+5t9std6yu4SJc2+XW53tFwulyuDr7q7jcZrsokB2iSFjEbeNkDCXPQK4qSTxJJxxOIU9OFSg7TC6aRC5ztRICArkgCAABAEQYUw/wz/jnyjyDs1rzy+TJuF8bXJlU/HZNtjg5Dltst7zjars5dHmvtsVxe7yXQYDSGHLjMQyuT3WmFJCq9ufmWSC4fZbW0G6BIfK7ENcP0tbxI/qOA6mrps3lJl9atv96JEDkcyEEtc4EYF5GQPFuaU3TEf4/uKOPhbolgx9sS9jaXbkI6r3dZzu0thv8Ac3kzZzjw3fJS10V+YgadVC7m3C8eDuMzpHHBXOwTo0YVdbazsLRmmygZEwch+OadKIm5eMDbFgiSbRjkKFbGF/8AdSbtIYt0VpJAS13JB7LvdkOI2GiVbSsH10I6eG2jBc1Xc+Xq4URimdqIcmrs/CqD5E4XmxmhCE22QHmEqSWhKkS3Lewva4qGmYY4aWyhTie18yVpGlDUdB57mCPANcSTzQVPbGZ49QQJnQsZJxTkMOLKS8/bC624taFomuRkyW2S3Rt9xxpsLL7WoQVJFSaGvUM3MeoKDSTA8N1YKfTGqblY/NjNo/cILhQsBuQUlMtRUKlJ+43rICKbSo/4gD8en45ml3cPp2VAmB0nDChv5R4wwvJnIynseiy5peWUuyI6WFreSFPlqLOZQ1KiPOpb/SeQ4FF1IB9T10Dy/f3UMSazoCIhJTtxxTlVM3i2hleC5oOYx9PQ0LGV8GSG4M+PiOR3eNDVbVJnRsqD13/UmLe3QXZLpZuMNt6MFFxTL+2QEJFEr06vdrvMob4c5UHBBj7zj76qE2zWhdqjGg8+C8DQRZdb71Z8lYt02FaISrDEYhqiW9qStlCe59xI70x5TsyVFWHQEqNSlvakD2JWOUSjUAg9PQ1AMGhzmj5lx7cl/Gr1wmfaLthcjDVKcgXuDZpt/jMzI7LCJ9gmuPyVSrIpoNKktQ1qCX2nAJKG1bjVJ0ebIHAsU4KPXUSW2PieIMsMeR69tQrgblbL/H7k7iryT44nVyvinJIeQPMtj7VN7xdLr1syDDrkhSVfd2+/4xLl2eaFHbIakIJNASAV8BLFLCVDQFXi1cS4dhQkcl5UVht2bgH7a8NEko/bJ4vTBn/Ofk//ABmkEgFa3AfP3Db9lPJ38SXk6xhGTP4bxxfeUMoOQLhTJTN48fLBh+KeXGFX+TcIaZEZ1GMxLncILrqv+4TKf7IQpZSgxto8xwbXtM810WvhtXslRrgA5rTqLVJQAEIHOIABCmqdfg7Vb3TrtjorqFjo3NcNJEjXeGWYoA4nNOSVQPOfLGEZ/wAkZn58cc5vZuQOI864GtHHnEGR44i4WN5OXWp+XaOW7NfcXvceJeMduFgQ4yx9w832rouQXmXHO06lCvtLt8uy+URsN9HLHuFhK5073AFk01651650Ure7K1hmdFKQhjkZoKqCa9Y2k+37ONpmDo9wjVzsi1X98Pa5uBGouYercQhBIkfx4XSZevLrHZz0h5iVmONchMNCRJWpgLuFn+6CH+4sF1TjLBC9upJqNOrPukBnidEzBzz7OKlMauWx3QtpGyyq4MjC9SuNCF/M9xhDxXnCLllkkMTWJDLFrvD0UKXHj3Nyi/s1uHRS0q+uuutOkQ2n09oxoRRnwxHFOGCUXZfNu5nuce/rJA6H+K5VOfHe6S5lnwOHEeehNR1W4PxVullSGhHHckJrRvtq27QD+b1FBqalu8ehj5ccQU9XD8aN7IQ6+a1yFuvjWxHxRPcl3bH2kPAoZx54IfQabz9uCVFVTRxxYp6mg9qdcPDku3rmprv9uf22LiQBWs9/IQxf818mXrNJ779rtTsp1XqtGj6tqQBuCqqV9AT9OiuwtjbZyOyWTvEZ4gc+Jqb5pP8A1MLGEp4QI5eyiN8NsKWxfmX3WHEqiNsBPbbUqiiBuQN21KVdv/4hTXTqueZntuZRBGQItaIOmKdmGdRbGM6C7LSPfTfZrMVb9maUwjaz9yEVKKhardMSoCtBuKFn0/oT0FAc0li4Ow94P4U6nHiq1tAqnK/KhNAQKE11Podf69eQ33aktbnXmBkbWgE4uFdfd3kbla11P/3/AEp/w61HIXlCcadXnX2mQ2yaAg1qASRr/b6VPTokaw6TlWiF6GvSmTvOnxA19T6ehPpqP+PUpkxyB7K0jcSgqIZdyZjGFQHZd3uEdktigSpwCq6EpSkAlSlKp6AEnrq/kX7eeY/Ot82z2y3e5pIUpl1JyaOa40Hu763tIy+RwCUFOeeU94ujjsbHEIt8UrUhMuUkl9wKBoplgUSgU1qo1/Dr3X5G/wAbPLWwxsud/P1N+MS1uDQTmrsS7klU++8yySOMdoO5/Ufwb+dDXdsnmZOparrMmT+8QVl54pQdSpVEJOxIH0pr16H2nYdp2Ngj2m3ht2AJ3GgH259uNVua4nnKyvJPuqCTsXsc9KkFKWVlIoAgIIIBCVbkgqJA9fenRjS05gr240yXPRSTqqGzONVpO63zn11ruqpSwkp1Cgk+pHpQe/WwAiKic/zrWqQnFq9lRz/bt7ta1hxK3O2SaKStNCK096pBr/cjrTu6FOVKOaceVdyVgrCXGXdw0WrVCilWuz02qBA0OvSA9SEOFaSrDxrE8gvKkqtjhSFHRLiyCqqqp0OiiaUGoPt1p0jGBScK0dSd0KathvjjJGmaTJgbVQhW5aPVXy/KSUjQepqB00buFFJwPbTuhxHWqvzDxZx7OUvC+WG23N2QNjkhqIGpJS58SO600UKXXWpGp6HXt3tb2ltzJC3nrcMh0Jp2AX0bg611tP8ApBC48UzpdnNn8RFmvTzmQYVDk2m5pPcSmPCeiPqCaqpuba+zkqBFSVjcRXX065rvO1+ULh/jxXdvb3PBzHs0k8A5q8/Zzq+7Z5o3yFzW3sZltxge5kuGB+YdSVFWf4PeHWU8Pcky8myUMOyGLVLtcRqRthuxFOtiOJcptaSS0d5VVsKr7U6leWtiZs75b0yMk8RqAtIIzVcCRjyBp/ft8h3GyFhaiRrwVIdxx4HKj2vMF60X9mH/ANs46y42V9uU+2VoKAW3AHaVSsapBpr69HLx2l6p6fwoPaB2hHZrxApMt9kOSfLXkaQp2RGfctTcUJLoQ7IQXnPiEo2oAH4UPRC2QPa3lGOznUcs/wCpkcULSaMDw+5UzxvkLJ+E7xmtyVjeUW65SYdumIYnRLdKtzYcEq1iY2VtXJcNfbSsLCEhO5WiR1IZdOYC16F0R1NwQgZEahimIOK1GfaNEzTE5zWzNMb26u6ShIdpxGoIQETPjR189cFW7MeErVhMhCHLXjd7i5NHUlvaERnFC4fNl1x0tuBxtW5ClKOu/wBFDqj3UrbXcp5WBA8AADtB99GmW5msIoCSCx4XnhgM/hWu95CZzeed/KLG+LcXdU/j2Jux2HmYy1KjtvoUllCghuqUFlncr2rUA9OTWTJZWiZqljVJXIEqg6nnypX1XhFzISoJLW4YE9eYGRqR+eefKg4tjHCGJ3FcBdqtbK7qI6ihxSGEJSsFJ+IU+6qgqfVR0r0TtC4O1AAKAnMJgE6cqH3wBDLaJ2DWheuGXpjS9eK2bob/AGiFe+4pr7N2Oyo6uOzXlNtMqcUpOq6rBoK1J6nSTuZDpmOBRueJJcB7eFN2cDXTtLRg1ThxQGtu/wAh3EeL/wDEenHbefsrrkWK2Sxo7f6Tjk3JXm1ydpABO9t0/j0dubhk+6zTxo2OKIMb26Q0etFWg7YHw7DHbzYzTz6n8vm1Y8xgKUJxvhUBjEcYviU1muwopKVOOkla2EtgK2jc4VhWg09fY9ZcAttmxD5NAPt61Es3n610v6tR9lN24+emjiuDDUhIj/apG4Rpu5EegHaDiXwpZqNCpO5I9Pr0DOXUCrGzAlB3S41jrhIbW7bGnkIILrdQrVJKvzBCHyJKQkUJINa1p6060HKCnCslaXonD30NV8tsGVx5znDdTvDUae4tJRv7Taty9oaJPcWaClfavU2aENubMuxa5iUKjkc2C9az5w8n2Uovx+s9gyrKW3W4+6NaXn0OJUgFZdDq2y4sH9NKEIT6AjX36sL7Lb44i+JgEioCPaaHRXt7JI1kjy6NASPclHdx5BlZBya3Oakvi3WMrLUfurcjsRoKVVd7Ditiw8sAq2n0ppUdBHyDxc+CD0/Gir1wQYkY9KjVuYjc7+aOMY06tS4VvSf3CS08UR4qW3Ae2XXVVYG1NQ2CSSPp1bobo7b5dfcNAdKGqnJcB7M/XVOubf6/e4mPKRvcG5ZhuPqxPtrZTwK/X/FLC5xJbHEJsrUJcaHfVJQmMmK+gBbJSCKyEA6LBovTTrm9xuL53i9e0B+XX1dT7lq9wWroWO29pPh44/mfxzoRube1jWO5dZkPontqtFwSpzub/goKDzT3zVueB1BI0qaD0IK2Tjchji0tUjA9tNyqwPYCulpC9g+NajuaY3hNqzTK7wLcpUibklxLjiQ2C8+tyqiVmpDVBr7jTXq3Xdhtz3md7Fe84rkqdOFVm3v71kYY0hrR0U5mvNbfHS3cuZFYrBhWITcuy/KZzUS0Y3aIvdkSZqloDjriyS3GjsE7nHl7W0CutdOhFlsdlud4beBrdXeJcoAaBmXuODWt4k+oEmpF1vt3ax+JPiMAGgKXuOAaxuZc7gB2nDGtgHx7/wDT38gzcYVcuZc3g4XJdhpl2zE8GUi5uQpIaqhN6v0sIQ+4hJO5qO2G0rFN56em3TyhtLxbwvmvHg4lixxjh3SVc4csAOlTbDy/5y3SF0srLfbok7rJP3ZHjPvaSGsPBFcRz4UoPyh4KyPxe5kyniDIJyLm5Zn+7Yr9HWUIvNpfIdjyXW9v6M1tR2OgabhUevVic638Nk1m4utZWamE4OA4h3JwOHI50AfDcQzSW1+zRdRPLXAfKU/U1c2n2jKqBVybm+HXWMuNPWHQl1CEyhV1EVaN5Q06oFxLDhKiQPf36hT2kV9E6K5xbgffn6qTCDBKLi27kmQTkQhowOErPyD5HWW929E9f7rELTdrmyFqfQ2laBIfbY7hU2VoXQhZG7SlOhU22QIImkBgcQV4j1fCpEdzK6ZzXlXIDhh/P8qmuEZbc7BeF8Z8iFs5jaWrmu3S51uejs3CMttcePFdSAUhxTSAo7zuFdAAR1zzedsdstx9SGtZZoEaFKF5IDgeLXn/AMBzq77detvh9NIXOvFUvJGIaMj/AKmj/wAXaKkvMecW+YrEsSvy4wZitQG3tkl9tx+N2FhUR5mQra2tspBBrRKUgIAr1Ks78ytcP/ca0DDP1r6cqgblF4kcZI/b1npgB7+3208j+OGbxfmeGXnhqQ1b3rtAtf7ha5bE9uJeptulNCPKdaeolcwW8bUqU2ruJbVRYKeisslzFJHewE/skagMsTxHI5LlzoXsYhcyTbp9DXXBfoJzKDHSeYzAzSpZl3i9n/ETl/TdssuF6wmFckXLHJ6m0NCyQd/etyiw0VISYr/xeSAGlEBXoadXaPc7TdNMsA0zOajm8V4qeI5dKAOtbraCYLt2uMEaHH5SBkRxBPI5H1VTjfmlzBIdv/HOfzbYLFBadjRrrEdMKUps/oNvy2GzsMNawCVELUo0qQOhMlltu13P1MTNUrXYBePNDiU6VdLvzVf75tgtWNbGyVqOdiXZZA4AHngh5UAUWHjc7kddlw0MOy3rr9xOltPNPNMypSu4ZCHnNjL5fU4SKlSQokEVp0Ttt/fK9J3mRwUlAiN5dvZVQOwgxhkLQ0OwC/1fl21SXlfydNxfJLbxPk8JKhcFKfs1xDPZbZfQgq7DKEagvtqoTSgUrT06cfK3cowwOHecQ3r0PVMjTjbD+2PTT+45oJxULzHTpwq1P441W3GuThHy5b9viXRmUxBeeKY7Djr4S8Yglu6rMkpoCNUhFBqeol3t0+32LmEDU7EDmnLs+NNsuoLjdI5pCAndJXnz5LT4ec5GHxMCX+xrCpDjMcJUwpLgiOIST+ZK17SpIBIJ+O416qUlxcywSNnPdRG9v8KtLGWrZY3wDEPx/LrS/v8Adji0UU6N234laioFzX4GhpRXsSfQ9V3v4LjVia1q6m4+mVQm43ebLmApWXNCFbFlO6gFDX8ze8+nvXrCAcSaW0kAA514rjeXmm06rWdzdBUn8pAKfYKJr66fjp1jBitJkJDe2rI4cj/uN6uh0BEZkih1SfksApUDQGtCPcdEYm/suceYoXI4+OAMcDVBcp838ecfcyQuI8pyvH8Vy7OrXPu2NXbNcit2Hca2O4fex7bjaOUs3ue+JgtgyWQJIRcHEKQyGEqVRC6ifa7YL18jnyCKBnHSXOdgpDGhNThyULkCtImvvpoGu0FziDjk0IU7xxIBxxQoAqVsFfxwXPx5vPjqm7eNPKUXmfFrpml1kZzn0SFHgSHOTXLfbZF5w2bHiqcbQ7g9rkRYrQ3LPZcSvcrublBd/sLjb7hsFwG/IrS1weHNLiNYIT5yF0/pRKVt95DfROnh1aiWhwcwsc06QQwtKnug5nEknAZUweLBk3FZQyNgWE7Wu4ras7glpjcoULrjhohJIBVXUdAea+nWirGPkwHHIc/ThUVkyIb8yexBe76IL4huElJWJCEDvJVt+NQuoABIp0tCinlUR+kPIYe6DWJltKfC4hZXIDgLbjASVhSVj5JUkaCo0NelsKOUFD7KSRqGnNa+IOJ3cKSYFvj2dCylKnmGGYaqEhO94xkMldBQqKiTQdbdIHO751HqV9iqnqp2K2kbjG3QOgT4Itel7j++Jku7b5HUtl1xsSYy1KQ7tqhS2ipRUptytQT6jprW0Lhgcak/Szkq12GPHP8ANax0ri+/PwHEfuH3zKJKKw5baHoTjfbU4dzTiluLe3oA/wCkWkjUqCqDrbZIw7WAjkzAx9v5Y1v6OcN0k91csxgKxd0xDJrI66zIgyJDDKhtlRGJDakNFtDm5UV9CZMctVBFQa0qNCOnGyMdkQtJdG9qlCg4+mVJE/mP8V/JbyX4pa5t8Mc5n4r5VeMkufkqOJYizHsXPGF2yN/uhUbExGShcHlOD9ipcW1yVLt9+aQ5DSlEh1sqO7f5gudssZNsiYx8Ur2vBd2aXRu4Fjhi12Ba5FOk6mj/AKK0ur03d04hzGFrgOWDmyt5OaFDmZObi1XN0vn38WnOo8geOeMuamre3ZTyvxPZMuudjZdS6zYsiMiVasqs7S0LWG24WS2yWlDRo4ygpQsJWkjpyUMfauLQ4YhA7MAhQD1Coaahb4W4saC1zSxwUFQo4g8QSMOlFD5TSU/7I5Eqa7sbuooK1NI79AUihNPx6Xajvwn/AEO+BrVyQIrpf6mj/wAzTSXrI2/cbdAMdK1KVEilJV/kEtJ3dxI9U+p9f/DpkPLsBjUp7SpPpjlUqzzFIV/t1vjPqWy267CU4lJO5KI620kj5FJDhFNU1oKe/Vne9sjGgppwXqn51U71mgLiuNVUi64VDmz8SfvghQmpkp+e26lh5BiRY53uJLqlKDxoD7Cvv6dWy/keyyjki0eI4NRoOKHpyFBNrtYZZHNlXwgq8SozTqmHwrIeFbmIZVzXkbzTCpdgs6HTMf8AzCZ9u6XIDRSE7NhCiCDuJAB9uqTe3MjLeTw3EvccOh4nto023hguo3OAbG0HLNOA/Oig8jeQsTyBifAxuxPIt1tacVeLtsQ3b4zjbiVCHEaUe46r4glZFARp0zs8N2ycPu3HUQQASqBMyfTrTW/XlrPaAWoPgNILuAJXEgcvfSqMm5Nh5hmFswjG3XHp0me27IdtCUL+5t00/ZS7Td2llTjLjLqd6SKmg60Nlutx3+O2LSIi8OLhwYcyTyQHHhhTUO728O0PljKv0EAZEOBQYZ4rhz50ZP8AseHgdms1ibdSt9uKiTPW+jclx0p3NFwEblOtg0Kf8RT366PbW8Noz6aFTE0IFzOOZ6mqTdvdJKZDg4n40OnMCoV0ftaVBp9aF/8AbpdbTVDzaz3EpAVoAjXWnoKdSGXEccxU4hlNiCXTqTCj+/jxkYHxhnN1yTI7bDevdxhxm4Dr8cOy24vbSl5qK4uikqKjRSUjcAT7Hqs+ar2SWwdbWTnBpQuaChI5pxA/jXQft/Z2kG9CfcGtBLSGOOOknt4njxo5/KvJ4+R3fFb3ZrfGjGE4p1l4JDYkNlHcERxadAhzZ6k0CgB1QtrJkjfE8lMq6V5vgZDLA6MhwIOIHvqNY5nmHclQWrOzJLV5xsNypUVqhkMTIa23krWw2tKnksPgbfxH06Gs26e1u3S/PCSuZw6fhQF00c0QhJSQg4dBxpYXkRhOHeRzXPHF2EZPacavWQ4xmuOX5FwlM43Kt9hyS5s3K8XOyo71mty7TabshakSoy25Dch1Jm/Oryuc755K3DypuAvYI5Jdukm8SORgdI5r394RPADi1wybhpe3LFRVosfN1lv0QjJbHcQxBkjHaWBzW4awSe+HfqJKtyRErXk/kJ8KbBwRlFi5HwW4YrCx/wAicVyXjy2YhbMzayrIUZhibuK3TMMntUNDbcWFZbnhN1kF0MS5CGrwQWCsLITMj/urbZ0t9HJE4Ozf3TpIKEgYg6kzTA8KkWlzBPI22Y5rmBzD3R3Q0uQBTmFxXlW2VxXxpZ8JxS1WaJbmmLbY7VbrDamI7STFi2qyW+Lb7XGjs0Dc5+LBitbXVg1XUbaVPXJLLxnN1tVrTxOZXEleq+uu/Pc0IMFAA7Ew/CrFXLYk3FpqBJ+3bjxFx3G2QhLiwrRt90MpDbL71SVEAHUgmhHRVtu6R+KolRnksYcFCr6fhXzln2TWPSxdn2mYL7MR5+ZdSg2ptmXJYjB2RKc7caOwqa622la1JCFqSCaUPT9xaAxaELiRyX2UxBIfE1YADDAofX6qUPzJ5a+LHEd0kYrkHLFvvN3jXm9w5aG7ReJsS0O2lxUeSiQqDDedmsw5REdvs70l5DhJCUFXUePyhulydTWKAhQkLjk3t4nGpFx5gtLP9ud2kuHDEYc/yoMst/kJ8NrqpdhHIz4jT6lMtWL3liK2UAIiqQ67GR3W1klSwQClJCwTU9PSeSdz0q6NmWWoD0IoafNe3NPhuc5OaV8QpdmyOxjLsFya2Znh76wE3bHpzN0ZjqdILoeDDi5ENxDnxWy6ELQASBpTqtS7VPZS+HcMLJAcnBD6uBHUEijEV3BdR+Jbva9iZgr7eIPaBWEk2OyXueDNUw2zCYdjrW4W0qDylJeiz4SUNpQ7IjvJJqSAUmiq+nU+0mmt26G8SCnuTsI9lRJreCUHxBjwPKoDn3H5tFnkP2O5JnwZCrhIXMfQyHozzkYmO8+y2n5OSVlbSVABJV6prRRs+234kmaJAQQW4KUReHZVcvLJrIzpOB586TfypaUXO6cp3tH6yrFgs+clQaUHUSI0m3w6Sk1QppL6VHb69s+o+fV8tXOUEHuFyp7apdwRi7BVzq+8l48jNccW26s22JAl4Lh9muFrvjjyTLQ5JssVc6BKnlJVW8pff7cVxP2ziVUSUlQPUh0xY4FCTqP45Ut8QfBl3kGPJBj6uvA18eBPg/zZ5i8i2jEuJ8bmQeM7Vcrenk/mTJLY+1x3x5jT8tuTe25sqUlMfMc1mQu83bMcgrelTH1oEgx2A44mBPPqmcyAB07m/KDg1QEc8/pHLieA40OuJ7a0Z4l27S0jAD5nkZBg9WLigbmuQOxFnHiB5k+IPjzyr4s+LNmd8hZ3lfyNhWCcNMy8nuTcXjHxv4xdzjPuRfITyAul8nw7PxnnHIt1zaDhcCLGkN21NlsMz7Z+T24SFc2+57NgsfJz5/NE19bbO6SGCRtjBJcT3kpkEsdqy3hY+R7HviYXMAAOkNeWxvkNUzzFLZ7/ALWLbc3zNY6dkr0Ble/w0SEag5WyEapHHFyIoU0AHmgeSeEvHxeGZ3ir9kyFHKmYWWfOhNpVjOUS2nLCiffcGuDTUEZBg0iWt5MO5pjMxpK0PBkOJSXVdx2S7/uGwWd34NzbNlgbJ4NzGYbiLUFDJ4VPhytykZqOl2Ck1k9wZdM7w4mVjPmUOAAJQjgenDCoR4HXGU75KcBTYSWW/tLu2H9wCm1RZ9omwXWagiq5KnEoCRVR106nRNJvAB8q4ryOHtXKlukIsXoMo1Hao93OjO/kh4esWd+PvJFukW+2v5hAvknOGnY7f/c2uBGeQ24wvd8nGwptIqNanX0r1PlhaY3NLQ54xx7QEPGpG3XQjvYZSpiKMPI4H3A8O2k++M+XQ7zdhCluBMa12hqNJfS6pIiqipaCQg10QoJIqdK0659usWpungp7eVXa1lbBcNccG6hj662E+Hs4blWS2t2p5yK/CtgbYUsKS6pKmg0HHUr+Sm3a/iPqadee96tp7G6fqKd7hl2L+Feg9nuWXVo1zVVMuzjQkcq+L8bMc3nZ0/N3Oy3XHJMlwt72k7huT6bdoVUEU3fTpdruUccRheEJOCDPt60Su/FuZA/Ao1MeAGX8avjirjqwYTDQ1aKvPdlCS84AlSyo/rEFVNdx0pQ+n49A5mCS8dcHVqI4lfT8KcBcGBpKkVP5kxf+6LRBTuKA7K3q2k7N0GUUgtH8pVsoCPcfj074LdOo5JSF72n1/hW0HJnNtL7SCFEV1B010rpU068OzXUbToamAz/GvMmGVeY3IJQST8lCooTWo9NdTTX+/TbboBcca3xr0MkhtUuSe20KrqTUBI1+v5T1NhZJKNZBJOQ5/wAK0SGhXZUMXN3kxjXHEN+K1JTIuJBQ0wwStRUR6nbU0+pHp16Z+zH2N3nz3eN3C8DodkjIL5CEBB/SxcznjQDdN3jto1cQpGA5+rj+ApVWfeQszILmbhdJq5L6wtbLG9X28JC1KIQw2TsBoR8zqfw9Ovpd5a8s7F5Q25m2bHAIoGgKUBc5Bm52ZXlkK5xeXd1eyeJKQeQAQCoraeQpF1cFdgG5Kju3HcabQoUUNQT/AG6tHjNICDCoWpChzq5bBLkzVNpZQXANoNdo9TVfpXfVQ0+np04JQ0d44c63hnV22XF7XJbDt3dbi6A/9wotgrNCVAgJI00p6dMuvAwFwTSOJQcF4+iVrSXOwUjlVuWHjqHOjIcslrkXME/FSWwlCwa/JtxZOxG41r7V06p+5+e/LO1uc2/v7eN7RiNWpPUFXpRO3229mAMcbkdzwHvqwoXjnJuwS7Pix4HcCS4h0mQ5QD4pqAn8p9+uabj/AJD+SbCQxW8j53BUQaV9RU0Yi8uXRH7jmtPFCvs4GpGx4oYXVCpklsKB9EtMhOortqsV21PVOvv8ndqY0/TwtBOSlD+HCpDfLDSf3HPJ7cKnNq8XcGjqaXFvMmOhAQeyiW200dpqQQmiyK+vVF3P/JPzBcROZtRt4pTgHENJC9pOI5pU+Hy3YsKyAu6KatOLwbiMdpKQuPLUgAAqAcWT6/JajqdeuT7r9yPuBu5c+bdpe9mGOLfhhRWLb7KH5ImhOi1nYvH2PWxNBbkq2nRW1AB9KHRPp1R5d535S65u7h+PF7j71NSxFDk0Baz0ex42lJQ7AZUlQoUEAimlQQRT16aZuL3lZ5pNX/ERSixMAFrpPF2DT5AmC1xkvgBSVdlkuNgAj4OKQaNqrQpPxPuOrTZ+Y96jhEVnf3LIAPlbI4AepUpoxMGBAqhOW/FbFMpZdvOPdmy5AwlakyYzaUsSFlvtpRNhpq260aAApCSkelNOup+Tfuvvu1SiDdJn3VkSA4SEn1h2JafceIpqS3ie0nTjmowI/MdD6q0zfL7HOc/HDzJuf++8Ul2qwXWVFXAv0bvOWu9W511yk62y1p+3kR0HaHGgQ62TtKR69esNg81bV5gH1e0TCWNrBrZ/7keH628l4jA0Fu7N9tCZX6SHPVrwqOy7v+lyZA8edF3jPE3IeRZLgnLuKR122yyn4sh69B9aHUKQrtSVNNMrRI/SirKl/JO4aex6tsWhsjZi4LxH4ev2UJl1Pic0NJauB4YcfV0pvHKt1kY14u5fPtsxyfcI2NT1l914yJDqvtHCqUpW5x5LjiztJcUdwp7Dqr7hom3XU4AAlU4YZUUtmubZFrTgDgc861tvBWxpjzeWPIrMW9qLem5SmH5KQE/cFbpS224slIDSW6CmoNCOpOLkjze9F7Mz6cKTaNDj4jvkjainPUc6ALPOS7pzTlOccgsOO9qXdJMa3dxa1EwoUlxAU1uCTtkOgqp7gDqayUa1bgxAPVwoSA52qZ3zOcpTBFyT1VcHjZFunIfOnC2DvW5X/wBt5bjcVxHaSFuJZnRn31HQjtBpo7vep16eFkdynZAV06w9yf0x95x7AlKF43boH3SgvDNDRzLyGtHVVrZH/nfzpnFOEOA+IILyI5vGWWuVKit7ai32OIndVpNB+elNPiT0B3XcLmwhbNFi2SYlxP8AQ0L71zo+yyhuy2J5Tw48B/qdgPZn7qE/EsQchcT4PeC4gszYcJ0tgOJ7TLpbG1RSohTqlUPsQR1aYNxF9ZxyIQ7Q2qa+wks9wlaSDHrcgAxpoWEY9BjcdR3UoWXHYSH0AlSSFFn4qIL5e3LTUgAV9vcdMPag0nM0YiMbjgOfGqNurrqJ8NlwflVU/LcGkgFSS0iSju1WfUbvj1jWjSQPTtrbWuzJxQZYULGBXS5ZHN8jMaktJG62yftkpQttt0AO6bqkdwtihI0I6nXxkDbR5/SUFBIAzxL6MZuB640InibwvGu1nyWy2K8ON5W7d7mgxkLackMqkzFoDL8NwpU8hsflCTQJ+nRK8E1v/vHAtVUwxzQ9OdQLBzJArdIc0gISp5cKLC/Y6/404Re5OVvwZFxmtKYKmd63VRUpUQGmXkl9iSVH5bVFOulAOhsVrLfuBthqC8MABkpojc30du3/AKnuOGAGZxz9OFKzb5Uv2PXK85ZjMp6FmV0uLj0CYUFK2XpS9kAEqqHBGJSkJP5qH6nq921i6a3+je3WHBrUXAkIAMOC59KqE8whkNzqLCxpeoxIRSU6kZda2P8AkbKORuJPE7iG+3e+OrzfJY+KR7xenG/1Vvz4zciW8lhKkpS42yugCagU6pV7a27L+4bGxojjfoAGQIKE+tDVv2x8r9qsnTOeXzRl7jxII1Nx55LXqx6445mHHV9Xk10ccfdskgypsiQ3vUFMlTawHVrb7u4EhNBoSfU9IaHh7RFnqAwqUsbo3teSAGHH1ei9K1VOZGbcrkPMrZAfVLtrd9m9qShCm95UuikhNVFPbAoTWvpr1ZLtjpInMeufpl8ap1vMrAQO9n6jyon/AONHnC3eNPldi+YZ191Owu7sGwP3J9VV2F5zaYTzC3B2/tHFna6NFeh9Qeh+22MksV1tweWy3EQ0EkAFzCoYf+MKn+odalMum7beWu9SN1RW8h14FxEbwhc3PvNIGKfKTlW6tl3lxhtx49k5hjmRwLhFYtipMRm2yWl73gzuQghpdXl1IrX36or9ovYLv6WZpjkBxBCIOddcHmza3Wbry3IlamWCrmB21rEjia5+enkDmPIPJEt3HIVslSGrJGnodi/uMSK+rspYkAdrtObKgj4qNNT10P6+CxtYraMGQMYgAOSlVPXpXJtxurvdrua7eWxvccUCoOAHbz4551eOL/xk8JZ5d5sW/wB2kvxLNIlobLc0JeIUhtW1qSzQqjtvUBH/ADaEnXp47o6JrXOi1AjIkigkMFxMTHHO5hBRUCYe3s+NRTK8X418GJbDGPPiRDkuqU4hCy72EFpxC3wab1FCBuXQ0CqUrXpg3bLqUSoIwGnDMev4VLtbd8DnF2qWRxzPzOOSDph7qrPyAxnB/ILjuJyXgl4Rbc+tVits4s215tp1aFzapWopO0PLXTcaLUdu0adTztn92tzbyd5wiHhkhWguKlpBCFpyPLhUs3P0zmyNKOEg1AlDpTM8Vb+kj10nV3kbLeQ+XbTxxm0KTZ7fZrlITc7pPdBn3yVCGxO1zb+ghK9ilCtSSPQdc6fsrvL8s9v3zKX46uCHJqZgc+SUefuTtyMevSIWt/TmVGZ7enGmRM5jlnj7kmCZrh17cYu2MXW0zoDqZhhiUl5RYfgOpaNFxJcVKmnUqqnYvdSoHUg379tuo7toDo9Wl7T+pjsHN9mI5FDTEFkzcrGa0BdHI1TG8Zse3FjgehzTMKONbrmEZFx35KePeLZPZ5LUiLk+L2+WkPbP3K2XJ6GhF5slzYcqUSIM4ONLSr8+1KhoodajuZds3V09qdVrrVhC6XsOXYRk4HEEEGigih3zZGQXTdN6Iw2RpAVsgwcF4gkamuGYINaU3nVNzDx18upXFuUG6NYnenbndMNuDqnExr/Y1uhE+yOPq2pdmW4ub0t1CgFJ9terdv0AuIo9whc3RLEo5YfMP+JhzGZGNVLy1I+2mm2+UPBhlRDjh+k45h2XQ1MLbl1hsNos/wCxS2hcww09armGUbrpbJPbdVaKodo3MtxpRChWqa1r1UrGR8L9Qw4dtXOWIT/MFYi8iDmvqqvfNGzHK8ExjlSPdEXHKrKuLPYXuO+W1GcIk20AdztPLCSlR3fnFPXqyWkzm3I5ByhMlGOHwoLdsZJGJHlXNCZ444e0FO2rL4cyHJLvxvYsik4zLtq4uxyLLejbmg+httz7VxYqtpLym1OKV/ls2g69WbeIZp42zlju8wLhkUXH41UbV0LLwguBLXKOuOfYOXspq3HWbT894UiqkRnEIRFlsFT2zehG9bcgOoShIS6hdFUBWU7qbq9c3nWPVG8q5FHBcMMKv9uHTxh4QDVwKjPFOaVW7ePtDcd6FJKfkEqNDSgqNK6ev4V9OgdGmuLT66xybc2xJUhRTt1So6Ag19UmhJIA9T6/6dac1W4cKfEgOWdY3I7S32ypDiK7W07RrQKWCAkUpUj1JI1NetQnvJWy5AtFH43Wnj6ZYLkGZMYclLeu8a8JyS7X6IxAtaHGDiMvALNbrUrHr3cJkRbqJ37tOacbloShpotLCwQIk+mOldK8ACFx+Yk6mjlpBwxJwoPM9LrSA3XoJCl3NEaANJPMvOBQNBBWtR3+UbMofIvk55Irxa5SxDenYRiQkzrZc4M+JcMOtFttUuws2e9NxLlZ1C7zXUONraQF0ChVKgsvTOmbb/Rnuuc0E4qmeSFE5kZpStvc0x/UEIdZQYg5gKQQuBBAwyywrb8/9OBml1zXwByB6832z3S4YrzNPwhy3Y/h7WHW/GoeE4fYsQtCJchuQ85mOX5RjeOQrpebs5tK5T6WU17aj1D8wTm4Nu9Gh4hLSWr3tLuRy9WGZpFkzw7y9iDnFoki0gp3QY8ELQFXEnUrkDVJK0/0SJUpxqJHbeUl1TbaYzAWtx6qkpbb2N1UtSidBqanTXoAGtTW4/woqpeQ33Dj+dB75B+YXhT4GxJ87y48qeK+JbrdCLw1x/dMgbvHJMppMd9xtFl45xdu+Z9djNjISW1GA00t1QQF66IdLloGeAJwBXt/BaXFZnU4uOp3Fre8QmCIFQlcnaR1TGkhc4f+rT8MMKck27xp8YfIPyEnRyplvI8wVjfj9hEopbpGksm/qyzO5kRaiCvfa4iymtNqqDpHechOrHMAZetxb/6Tx9cwROjYQxkbXD5S8jMcwzV1/WDl1RVHKX/quf5F8wWqJxNwV4p8IR96yZEqx57zRka6pKkR9+V5DidlZXHQKqUmD89fiTRPSvAlEZc8EN/qJIHrQMHvwp9oBlDg8E6U0tYOOK94yEH40FGU/wA9382eeKdcX5eZDi0SSiOtuNxlwhxFhkaOxKX24iYq04ZdZiUqCSmqnFONgbndvr1Edd7aw6ZZ7YEEjF7fxcTh249akx7ZeP77GXjlAUjUAewMawBegGPKqGu/8p/8vF7eW9c/5CvMGKvcsK/b82ZxuMnY5tWEs2jHbZEFDoNoAI+QqnXrcctlKQyG4gLjwa+Fcema03Jt87VdNb3Kf6vHI97iB151g4f8rP8AL5iq3bta/wCRXyylOQv1GU3jkFGVQ0LSNyWbhb73a7tbpGidA4khQ020Osl1q5qYHEcQ32ju1ruOcoUHo+RuXDB3uOGVMC8I/wD1Nfnfiee4fgHli5i3knY8nymAxB5Lf48x3H+XMdkM91TFvkjBLbjUXKoSZjbDgV2U3WOgO9lxwqQ10w8vY0kFqNaTyBTh0wXEYDBWpjTE1pFKXTRPdmFa5CR1BOJ4KCeaHgdoP+P+LxJb5N0ufDLd5s2GZ1kGfcuRcNvrlvkM4w7zTl135EmJ4+ulvRHTfuJ5d/n3E2lyQyxcoKw5FmILiUrUW23fId4jngaW/WW7WNdpVO6AAXLk/EagFGIIONAvp3W08Li0tjkJQHhmcObEXTkiJV++Sr7cnG88jPKo2qxXRPuCkGO9qVA+lfb6dHYVHgHihHxqFcr4V3zEjfwpT2GXyzWuyQq9sOfZMJCgUhS/gkHar0SgpSSfep6bYjP+KpTwCS0rUMuuZPXfJYlui7HWkIJ2qcI2D/FR2aLWdpKVJ+e8AU16OiGR0PiNyRAOfpwqvXxDZtDsh6dnbQ1838SZHj7V4zm8RHkWy6Nvptk1KVBr7l5KlFl9SShtLjjaapNd4NUqFQOiL5dVpGCEdGxHY+w+v3VF21vhyvY9QHSagowPQE8Ry9dY7+NfkJGHZjm6pzBuDt1kKhtMhHcNCHCEpaQjuK7p0BKlVUdKU6r12x3ghvAvz5UV3EMfMJQULYwEzVTmTyFMP5vvdnOOpYchQbM7kQmI7TkNyHcUh2o7ziFhDDyF67T8jU9E9oZ4lxoVdLfwSqrvB8OxIPykoPwpcvj5wHGwDkrOuZ7k+iQ2GnLmwy9I3NNNxG2lJZCNwSl9SWTRWtT7e3XVNqs2ss/Ed/8AaXt0KMtPFPZj60wqmuvEl8Id6MDlivAHmeXupkfj1Bs/kXaL3ls5n/tG3dkcNOKr2yhOoWs7e5uSdUmhpqOqd5gu5bO5ayykHhkLqGRGWFWbabW3voTNcMyOlPxoQPKHAscwa+pbt8pUe6JfUqGpMhIDL+9P27amH3Q293SQVE1/06HuvLlxD3nEjE5E9nWikVlA1ugNJa0nA8lyTl1qxsVsws9jxpEq4ON3ltEe5z33puyVEUUJdRNhqYIHYqPkFHdUHTaR1UJ7uYyOU90EkHj1x+HBKNxWrAxoC6yBkAgOYAPDtqzBzLdMvtc+HJuLksWVrs91D3yUVK1W84EuFLimE+g1FfbrLaQEKGovHn1omZZZ0Ez9YjwxKotZLxHy2wyfJGbaEqcTIu+LT0IZcCGWQmI8hTDQQf1H3Q2v835aDTWvU0SMljfGzEhnwNIDXMlikIwDyB2uGVBh5x4bZeM+b8yu+RSITsC83+DNh2+ShhbLDc4tUO12qVOLcFKgAivR2Pf4YYow4kfsgEjAkoiDmOJPOqnNstx9RKoahncnEBoxC8jiieuhO/mVtd/uXhn4zckYtfLJarbxV5GYq+q0zLZLful/uXKGLv2CIqHfGXjDg2a0xcTfTLjvNbnfum1NLBbUFcx3VznRzPYQQVBBC6g8EImXFceKJjXSNgdGy9hjkGoujGIKAaC13bietEFyZ/LZnt15JRxZ4WeLuSeREdu5xMRx3Ir7GyC3S+VLtRDKjxbgdvFjyG62aVsUqM87vffbb76kNMq0omz+SZjt7JLvUZw0EtamlgAUgvcgLgM9OAxzSuvT+cIvqzBaaHNHM4k80C6R0OPZRIeLHmVmnMdxyS2cocMZLxPk7N/dxuLDtsNnJLB/uO2vt2ydhQlWebd5gzK33WO607GktNoS6hbZWspPUXc9qnsZDGyJ4cMwfmHa3PlVitdytr2Fmp4Di1QTgDzxyw7cqv7nPIsqyTGrpxpY8LyG93vk7sYLYcUfjRmZOS5DksiNZYGNLtF3eZNz/cbrNbjLYolCUuF2qQ0VASyK7+sjDg5g1ZEEH1A459KJxttTA5wewtDSSQhAa0FyqMMgta93LXh9h/HszkzHvIHOb3a+UcFvcvDeRcfs14sthw63MYq85GujVrz2bCuGZ32+WS5BxgqSY0SczHVsS5RCjc7kXe1yvgVpuWMY7MFpD2hwIVCVa4FqDGqZMYtwDJwv072qDjqI4KMgPeMjWBjcAeGmL49Z5UvxYzTLbPe2Q8xnF+sea364zocijKLrCYl3q23WSyrVSECM0XAapSNOqxdbjuYkV07AFyLgEXhknt4VKhtNuczVJEvVF9pJ+FQiF4lccsN3Hlbwt5ftVkubUpdvuGDMLuUKbEmsdtX7JeoE65sPLYmLSUttTGS8BuCVLoemIPNFhcSu2zd7cGVrdRcWEscFTAnBerT7K1NstxaA3m1SuYSmAIBB4Bw5DrwyWrDs+WX/ACDBZuLX7Dm8Z5mYuUawsolW25N4y9fpDymIsxu77HoCsblONB6VLeUmNDjpcW84htJUJFjtNjLfNkhLHWL3K0lwBDCQC0qRjig4p1pN9ud021cZdbJg0q0AkamglWgAngvblnVGc+4zmdgtfiw7bORYuL2jlZzlrjLlTKsLzmw8gYJP5H425URBcybHL3bzKszrEPAswtjE9MWR9ol+IhdFHd3Ojt8u7I2YmKBjWh6KSUb78gO311y4eZt6PjxyzSyObGyRrdOklrm/KVC/M0kccSMMKU9l6MlteYcn2FnJrtldgj4/kLuUXCbEDb7ECHP+2it3J0WeyrEh9QZWmjDSXwuqKp9GzFDBJ4cRaQFAICdnAcMcqKQzSXFs2SQaXO0kjPqeJ9i02XiXxs5nza6YLJ5SuF3tnFmVWS3MQsPt06J/vTO4rFnYXHjR45gmJh+LwoKVGXeZKnZLaT2mEJO91NK8xeZtutG+Dt/euOLiSGs/1J+o/wBIyUqeVdM8m+ULjc5/G3p/h7a1FaMXPByC/oCYkhXJg3ErT4MK8lbX4y8IWTgnxi4h43sbtmxDMnOFMJvF0yG54QxyvKt8jMXZ2YzrldkZPm0/PY8GU992+/Dgzrg3FjqSIjxIq9h5x07nbwXcenb7i4bG97cXsLu6JCT82OkFQEbllVo8y/Z7Zd62i93by8x8e+WNuZtOo6J4osXxBmOlwZqexy6iQQ7Ogev/AJY8vcWcVp51zXOci5F5KzmSjJLher/2m37mt9plyGwxZWW4lqs1mtzISxBtkVpmLAitoaaQkAk+jLSX+3ObBbqyNmBDTj1xwJJOZOZryjcsjlgbPERrKFpBIw4OXoEwpe3kv5Tci+TeGtZhzNMQVx0srtEOK2W4zQb2pSuYpe5T8hDR2opRKBX1p1Cv55JCkbWtIPDMrzJxPwpu2aWDXPI5+KguRAuaD81rL+L3LOC4PnHDN9nssKfh8mcd3Bu4BxRFtt8O8MRpjJS2aqblCWVKNKAeooOosTg1zS7F2pqnjgfehzoqJAbRGqAYntITAlwIaSfeKdf/ACH/ALbbOMuasqgQocSS/i0q3RpyCQhyBdp63g2EaJ7jiKKCgAdpApTo8MXq/F4TH/m/lQuzL9dvGXEtEgXqQ0ofVWqlwjdUWTPFWtXdLWSORlrbbB3qZYdQqVHSKhBLoFAPSmp9OqRfwNdI8EL3yfeuFdBt5C6NrzwHwySti/g1N2kRI15ebZgIuTMeLB+5UWUpYQntIix0qHwSSkmvqoip+nXGfMm3tmYdCFusk446lOJrrvlbdGDFxV2kBBiAOS+mNX5kUiK0VW8LaW8CQ+lKkOIQpeqnUkaEE+tDUD+3XNZo3wy6HBHCuixyNkYJG5GsZa4UiE13Ay660p0qYU0FKAO1QQkClVFO4GhpTTpAeJDyPFaXUGueSWqBmeN2yXeIqMqvsiei12lElsvPJh2qdNkLdO/clxEKG4QCN1RT36KtsbuS2ddMiebONquehQKQ0e8jHKob7q2ZdMtnPb9S5QGrjkT8ATzraFiOuPOuPLUVJ1NVUOgPt9CPf6dfOmGRz3GVxUCvODgiAV7YRMqUXnVBMVgklRpQ0/xFPao/HoptcMt/dANBcxUAGbieAT39MaZe8Mzz9MaGjnjnxdnDuNYqpMucEFmQ4wd6IdfjucCakqp6D1PXuz7G/wCPL9+LfMXmsGPaGoWtIIMpGOhnJo/U7LtNVPed7EDfAi705bgh+X/UfwpYWdT373Ikyp8gyJ7+7c86sLDaiSQttHo2SfbXr6FbftdpttkyxsI2Q2cYRrGhAB+PbxqhSyzSyGSZ2p5Pu/AJQ03eypRIUVJ3kqJI3V96+hJFHK0NPQenUl0KZ005zg4BuVe2yynIzjUZhv5qO1NK/EqASQioPyCRQFXoNT01qIHSluaD33cOFEzgsy/R5kKPbYq5slxLf/bJUVJbRXSU84kaUPoB606rXmLzPtvlfZ5953aZkVnC0nvH5iP0sC4uPuGdP29q67mEUQV5zTgOtHRi3HczIW4U3JJP2yEhKnUk7VOKqNyW2q02n6+/Xzl+6P8AlR5i8xvl2vymG2e3glviEAvIXgTiCeIHLOr3tmywWgDpO+849MKN3BWLXj0FiHaIv3KEJQApwlQIpTUDQJJ/0HXALDzLfEmWSaa5mcuove5FOfpw4VZBAHDTk3hxq01wrzemtjKxAQQAksoCdpqfen+nReV247ixI3eCCP0/nnW42sYpcFaCgKV5GOIvuXDJud4mOlRrT7haUAeoojdtrX3p0zbeRHXL/EvJ5HA4/MaWbhrQjB7qjOY8O3B+GtWPXyZDkoQrtqS+vt7tum5JVU0PWt28g3fgF+1TOEoGWo4n0/jSBOHO/cAzoULzkHOfFs4iW6m72xpQo8p8koSk/Iq3UUlNNda9c0uJfOvlqfTOJdDTgVVpXivDqDxp9xt34tI7P4egq0Ma8wcEajoi5ndIlolpbJdMpYbjmhoujq9o0pU69XrYPuCLpngbjE/XkoCgjr19nSoT2ae808PhnWUvPlRww5bnbpa85x11EdKlqDV1iBSVNjcQhBdq6oimg116sMl1DeTNisxIJnFANJBJ4ADmaadOG5Aqfx40sjye/m+4f4VYfx3DYlwzXN1JKI1ptiEFbRI2okXElQbgx9/p3CkkegPXa/In2Z+5fn7S7aoI7Xaz811MS2IYojUCyP6MDk4pTM11HCwy3J8IIoBCuI6NGPrKDtpXDf8AOj5Vv5TBvrmJ4hCx1qT3pVncnyHLhIiJWFOsIW1uYSFNEj5VIV6Hr0ba/wCE722rZ5fNFw3egCRph/ZD+RV2ojmdPqqvS+bdvDy2G3lMajvFwVOaInqXspuHHfkp4ffyr8X3Dj/IWbfEzyNFQ5PxG89iDk9hujaApu8Y5Lc/VIjykBaHWSUqA2rFCR1zHcdk8/8A2V8xQjekhkJSG6YdVpdAZsXJpIzikxx7tT4bttzA+W3IltHYPYfg4fpPEO4HI0C3KnEPljwJkFm42t9ZvGD9xQmNnNrhPfdOQlvBphN0ba+Fr3M/FRSCzuqSQKdekvKf3M8u+bIRBC5ttvbQr7dxOpePhE4PavLvAc0WoFxt1y0h9vIX2hC6Tg5vPUPcCFB5CjQtTDuQcCciYQwylya5YpcUuIAXtfMdTfbpQkoVuJSdVLJPt0YvWF1/E9Ua4pjgic6VC8i2njaFLcQnFUHu+FIb8m73YPHDxXRxXDlMwsiyV+bGuaEii9z0iQHy6N2+qGyVV0AKeiDJDM/xGkcR7uHxPKmbp74LNluSsziC4jFR+AOXZSpbYtiBxzFfxtk7VdpchSvmlexS1EpGtVEfm1ofb36lRjTnmUWoIk/bQ5KmPOmyfxC4anlzzX42krtxRFwO1PZVM3N0QiTtEdhCyQQFeqx/SvVh2+U/SXV01qeHCGLyLynvASoV00z3dpaj9VwHEYYtYFxXgCQcMauz+dvk85V5V49icN/uQuOschpU0lZUlFwuUkKVolSkhxLTX0qQehd9ZxSQQ20oX9gr/wA592AonayvO4XN21dOtjGn/gBJ95olsQKp/jzxuZA2lUOxrUyoFSRuDde6NyapWSTUUP016KO2+Oxt2wxr4bUAXNEWhjbuS8ldNIge4uJTLMjD2UdycglsYfYztbabZiMpdSmDEU8tQSlhoEfdd1KWdoUCQCf8hXqJKAMudEIAEXigqrbwv726wHW1rQS8Q82kuIUS4dhW20+hQ2qUomgNKajptpRMkWlyYNcRmB6qltv4PteNXK9Ziwt0W7I7XS4xUrZfjOsJbJcdaS2e6h1KlEqrUH8OlXlxM+3ZC4YRuUHj/KhUFq1tzJchFlb3h+XDHjQYxeN8c49u2X8gccMf/b7MuapljvLZS8tYWUrjs7gWVJKtToE6/wBOpUm4XM7Ww3Tu77U/hUOGyt7TXPaNLpGggAmlsP8AkDk2f8jXTFfIWRMspkTnY1ltt1UTFfYDiktBiepCSqU6KH84ABp/UhFdSxDRA0M0f0pjyJHULQSKHx5XT3Rc57wMCTgVx/4QqY5VY+FcRwEc0cdW122qyDFL/llijRndomPWwuzGnAmY00FJkRUoQaLAJB1Pv1Lsdwun3sehxDtWKZFASp9la3KzZFZSOlZqjLUHQlAnvTrwp3/8mlwjxLVwdgtsQnsiU5Oaht1G1m3xWorSG20CgSkqrX0SB0DbI+SJ8z8XvlLiefotXOYNhlitowkcVsBhkFQAVUljw926cQ3cS5P7e+bctSElICUoSFpbb+5KqF9wkFBTQCoGpPSy8xkOIxGNMSs1RuYUBIT069KUVYsExPj3kuRG5ZtTTuLXu5SkQ8idaEqJHkPvL2xrkQg9hTZP560XX1FOsN/cztLrZ5VcuX8aZ+mt4Htiu4/28QqYH2cE4cKx/lN413HEoCs44ogM3/EH2kyH4Mdz7hUdKk9xx+J2kuJW3tNaiu3TrdrciUkSlJgMWnlzB/DPiKVfNFkGOaxbQlA4YgcCHJkE/UcDkan3h9z7BzLj+TxS7eHbNlFrdCjZrjIcacfYbKh/2Dz7n6zSx8VIpuA/Dpy+FxM8XT3eKzSFccXdh5jkfbUOC3tmM8JjNE5cS1B3SCcm8AenrFHjLyObdMNTbcZtbdgyi1sFtqbHlORRLXE2pU82UoKFKcATRJUU6V2jqLbQiB5kkesblz4LSrqZj4/CDAJAmI/UB+Pro5PDiOhnAaZahTF7dS8txU6WuZNuLbyy4HytpB7bRr8R6E1oKdE7hwfDG6Mq1CD20Ljh0ucXNQF3ZgmHtoTv5CeJn8utbc3GbUzODdO48ylciQWR8nWVNbQtJRtr8RuFPx6iCTS1A4CQYocFHIemdSWCSN7ZGR641AJH6SvzexV6Ujji7Irvw/mgi3m4XJdolzbWw5DUVp+xat9wU4qO+ySoLaKlEKSomqnPwp1ctj8wxxj6aZRbuc3BPlcME56SuPXGhm6bO6djprch0zdRVU1A558RzPAYV980wrTnvJtiu2GW/wCzefXcblNeaShKUTplwYLaWpCAkkOmup219/bpzzZFb3ETJW6RNEHEjAKHEYdeNRtjldATDPjG5AOICAqeg+NEZl2FSl4JFgquLT12bagx4yFbpN2uN9eQ93YceKStQYZa3lKqfEj1oeuP7tJ3iUAaX+zsq6bKhYmJRnYM/b0pw38YnmPFThsPh7K7oqxZbjr4t76Ja2mP3phlZRCu0QbtwkLbY7b4pTuIodSD03t7pRdCRqPt5PmZ/S7i4f6X5rwKg1OcI47UwPIY9rlY5V1M/pJyVhwAzLSEqmf56uLGebcR4nvuEO24ZPiWTovTd1acWp/tz4v2D3acj1WWm6oUdxqfpRJ66FEV2GSB5/eZcMfGuQCFrvaDhwUGq9IHHeoriADQ+B8bzzVHNK/6SMTmFpG/DU7ILhk/+0Mheeh3azXCG1MtjjrgZjz2do70VNVq2O0CkqSkV3H69V+2CyyMIQghOi8unKrBEX+CC/5kP5FetNo448ZHOeM1xrGZT03/AGbY5UfJs7WhdGHmYrhTHxxAW0CzKv8ALbLRXWrLTbiz7dGbGVkE/wBTMFiixTg536QeeOJA4DrVfv7J11F9FC5zZ5nZjNrf1O6d3AdSvCjW8iM64s49ds/FmP2uAiBCgsoyhUCK2I9qXLSlqyQUhJ7aXyirqmhqncjdSvVl228urmUu3B5NzKNQBy0ni7oeHIdKE7rYsAadvYBBDgSM3Ob+kLmGjP8A1YV34Zi9xxXjN+7xJcdVmu8aVNDTLgLDZJWptqOtNGy2upB2gbzTXTqu+Y7aJt28xtCNanrIXDpyotsk8gtm6zg9wTkioPXzFVunJENthK3dp2itAApdEhLiBUEhJ0qBqDXXqiNaDVy8JxJVAlROZlMRyRq+kKSklPzCKK3U20Fdya60NKj36WY3AYA01k7Aj8qxs7IC43sQ5vUVoTTcdqUkjcaqP5U+o/8Ad0gAg5U6jiwL1phPhDhuL3HkDI0589dI9txTgS0eSfIBgvtwGbPxTlasrawGyuTFPx3lZRn1mwi93eTtUy3b7PHjslXfmKW1X/OO87jt8e17Bs0rIN83vcTbxPI1Oiiga2S7mDSHNDmRuYyIkO/ceXaToANWuZ4bjdm7c15aG2r5pXNOlxgBQMhdkJJHag5zk0MYQ0h7lCPOK+F+Hf5v/PrPrCi9QOKkxnuROVs3zHhDHLPBt0bxdxu2cc4j4uYjxNbL5Acg5Zy9JyHMJis3yW5xFOIVAWlBcbEbs33c2bTtm2sjsg6R0SN1Pe4mRxJGtzipaChci44DNTW7MXzblrSWww3J1ABocGaGsLg1h0kuQtjJccUfK4uJFbQXAuD+JH8X3i9c5LOf8GcD+JnHicqu/JGWT+QLXkkxGcpuceJaHJU223m/XrJ8zvsP7pDtsjofuc25OsRY0cH4JqV08vZpkZIJmgFqgtAaQS8nUAMSiO5LnhRWxiIe6dssL45HO8Qtc2R5e0hsYa1jnHAEgtTAlvygEjU3/kb/APUceVPktPuvEPgGrIPFngS8NzLWjkiE2w35XcsW52S9GRck31hU2JwdYLklhtyPBshXfG0A/c3BClrYRBeAxzMy4hTh1KaQcggB1OGrHJlG2MaQWyIISUADswQARK9ueJI0McIwmLpcaSh4+eB3OHkzkuRZdZbTc87lNXaUM+5Oya+zncat1+edS9cYuVci3NdxveX5e0opdet9vVMlN0/VdaJp0H3fzJtOxvEVxql3JzNYgjV0pbkHPccI2E4Bz3Y/paRVt2DyzvHmAD6FrI9vY4tdNJ3Igf6YwAsjgquawYfqINOD4r/iUwi3pZcy68zcxvEVxlTtqtMORBsf3G40Zbh28PzpqULIBL761LP5kg+nNd187eZ9wKbe6OxtwTgweJIRwBkeMD/wNGOVdX23yB5bsUfuGq7mBGMjtMaj/wDFhMOrnOJGdWfdfEjAMEW3AicexbV9mHIwScYW0639sgrI3Soq5JQpRO3eT8tRqSeuY7lfbjLM76u7mkmdnqleSe1pKY9lXm223bYogLOGFkQGGlrQOiEBezGoE5x7jTTj8ZEGJElRXUpQ0YjTDrRVsWpaqoSkqCVVUPU++nQMyScSad8Ngw0o78aw86z2yCpUaVEbkR1JAo/GacjrZCir7hRKS0kJr8gTQDQ6dMIr1auteGfqTFa08ho0uVD7OtVNK8f+GeWjPVEg223XcfcMJyfAbjBavFkkpSQH5VuhuPRrjHZKdz0eWy4243VNRUEW3aPMnmjy9IJrSecRqFim1OieORa7Jcg5hDgcccqrd9sGwb8C2eJhkAKSRECRh5gtzTiHAgjCk68vF7gnM41wdjM2bknhbmjELpcXLaH40G8xrRKF3seb2FLLiZMa15Va1ha0Nrqw53GkqqlJ69I7buNvv+0x3sQLIpY0c04+G44SNXLu4jqEPGuD7ntk+030u2XCOlY4hcg8EamOHR2BQ5Yit+/x2tXHXH+UYLlPCNkmjHZ+T8cX2zzrnf5F8yLO8K5ShM2O82aO+Q1ZkKnxsuVfITDLLaWDDKVrWsKWT2w+XG7TdT3j7meZ81v4Rjdo8GAtOovhIaJFeQA8vc5QBpDRhVKvL1z3RRiNgLJg9QutwPd05oAWuJCAdaKnyWdP7JnrDSwtf7JdkIWgkpUew8lK0k0q24fSo6s0RGiA8VPxofdnG8a3i4fAUkrGbDfp9nhklaGVR20qSsqB3UG75HRaR6f+HWRaWOGod6pkoLlTMiiE4Gwbj6TeL2/yHc48J1Lf3luEub9mwoRlqZffW8pbaQ6yANiDTaan1p1fNsgedrc9kTZJnShFxIaBhh24nlVPv5WG/EUsmi3DMxgrlyXsyFSfmvkfjrlPhPMMCss6HdLjbW5DKHozodUm5WVzdHlM9tLi9kss/FYFFBZJ6ESs0zOc4gCVrmkAqF5A5YFPwokzQ6AQMcSYntQu5A5kf8KigM8ULdjuI5g5M2tKuCnQZcZ+qW25K0bnkqUlDY2oK1DuIqmo9K9Vh8kiaXfKD76kbjC2NzXRDAtXPMcKvzmnLkZrk9ptzrqotvcjyI8Bh95UxqUwgqSDBmpA7EtpaFApOhKeimzXPh3oDfmd8O2gO92znWPiu+QYnmPQccqGryDuOS8RcaXeKi5BTuSwFw2EpAUGdzbxYkvL3ApL6HQkCpNR11B+7stdolcxpErWFoXLUcj2D41RtvsxcbnHqPcXUUzTAesj+NGp/FvmMtrx77LkEiQt552r7B+637if1kqqlLZXXb7Go65peXT7vwpJAGu0Aeznyro9nYNha6AOVoeT2jgnPColzVhEflbke43a9uW+O9ZX0LtVvnW+XIkOLb0XKYERSEENoBoFinqD1klwGsbqAcaV9O6MOcHIMQU6nI1VmXZfeMYtULB8cjyZsyY9JW5cjDbbdbtvbLejrq1vNsN0/L67RQ9BrmJtySQgYuI58h68zUuLVEgDS6ZUzwH+pPhyONenjzMsZNiuOE4/2pd6t63peRy2yl1QnKUT2FuJIVvUpevyppSh6ebBI1jZZcA4YdnDsHIU5BNDI6S3iKlhGtMge3ial/jnKex/yw41ly464yrs/dra24tstgtyYdCHA7+dKlNAoAIOh6yAJNpcCA4OA9lTJXgNaWkd2Rp58U99VL/IxxdknIXm/bo13dlNcew8fx68Sdyi2xJujUsMtsDedpDdAVH+o6YvGgQwyp3BGf8AmIJ9w49ahtDjuF3E0nvPYV4NGlCf+I8K8vnNOvGNcQYhjODQ8au1odzHii05PLyPHseyVnFLJdbwqyz8wxUZNcLfZ8bzWzKuIbt97bWuZbVSHFMIJWoiuvcscj9ILtTTjyxw6cl4VZ9tghffW8UyiEMcmJCuCIqYleWR41jBzH/+QT5OWuxePXDuEX7P/G683G8TcvzKNCvt6zW95tiFzssaRKzRamLv+wP27IHXlrhPMkFlEXaywV7q15TkufMrH7g17zbOkcxrSoBAOkgDFEPdBHaa6dcmxtbBsTWYTMBKNALQHalIzLlb7DgKGvFPKDkZclXkNneNMYbhfLfJmRPW/KbbhdpwyPEza43u53DMLQ1bLFJfhXjHnLyt7tNApeQ0Q+h0KB6Gebhvr7mTcnB3jSSaTiSpY0NIAcS4YNXUp1fNxo7sF9YTzjbIVL2RNcQ7MNKAOdgmPEFDTAfLzkfGIdqxQ27Jsmw6+zstw+JaeQosK5Y9H47uUlmwofk2nO1XCPdIEm1T7kG0S44aUkhRL1CT1Blntf75BB4vBrtQBLQ4tHdDjmQTiow5miEsdwNqlnZH3Ud3Q4FzgHEK5owAIGA5HIUjbynw3m6zXK95Ne8fezoz+V8fN0hTcmi3u8zZGMty7rcchyyXLdSxam25LKZLr77zglPltzYpshRm71Z7qyR+67g7VFI/511vVPmeADp5DtwQCgG33NpO4WsCg6FAAQIUCNPHDlw61beN+FXKKr7F5gyKfernhP7FkbrcuzXa/Rr9lMK6i4SYOU3mVNeQ3imTWoSWkPtuOvswFRaQ96XhQrNuVhDsrYZ2eN4cZLnaVdIf0hDgxOPDBeNCGbdfuu3Me/w3FzQNOTclbye0/wBSBQcsKpXAuKsga5vbvlgz9lybdUTbI9YrLb1XWRCx6WouN3fJW5I/fLpabV9t8mVPsul93uNLQQUnkfmDzDBHaPmbaOCd4IHHUQUDA4YBzlwdpIQFRV5tdpuLdrWmcySIAVQBOJcOXT2UwyTxNf5FrtOBcsZVYI+SpsyptolRbRdI+HRrfan/ANwjTLhlAkNmHJauDf3KmZLq1qDe1QWk7FTditZtuujcMlEUs51uUK0ggag5zgWtKDBEQhQcahXMVvcQv0xue1z+/iV1ZAtaCulMEFCdyBwVzX5S8XYXaOXc2lX/AB/hPJ+VMzvnJjVyhXBGUWnNrJidtcw3CpblrtMduG5dbDInoSxbu0z9xsRrUjpG7/cHbRAI9mYZb0sbqL1DA4BC4cXrwyaapu2+QZ4Z3z3hbFaKjWsxcW6i4Kq6QFAOLnc0oDo3BmP2W2+XWK4lZULs1r434j+DkiTcpbbWSc/8bYjMukmW59xJlGTHvCmZi3nEqUhzaFJFKDtt3WS48O4vTqke2QZBMGOcMOBwzqdfWMNu3RCMPGjCcgqH1JTj/Kjk/GMInZZx4cZvdyRcM8vfD2RWvCr/ABMfv+I4bx9IhyckTaZrkGcy03cI7UKAhkdtSrY48Q5tqTy02k90zxXFoRurvY6nO5+8rwKca7LtJbEQxpUZ9OlVzclYXyRfPHzNOPbxd5NuxbLMox3k6PLlmdMfGGYxJ5F4/uyH1NJhxdluLllmpqpDrrLS0fFaussNrl3G9tdnQsdPeRK7PAOUpxGDT8a6BFvw8teWt532YNc2LbZnNGSvc3wi3H/VI0jniMaq3zukwYmOWLGf01RrTaIXeRHAQymQwhtx5YbSkBDa1tfFNKGun069UPcHTkgI1xKev8q+f8sTo4msw0saiomKAYUCGLxIvJmIG1zYJahuLWY5Ug9tYBUihT8dpUkGhOtDoOolxpAEg448iE4imopGFivCtyTP3V72OG7did0xyUszXwq52/7eNFQt55sNSW3B2GU1W28lSAQo0ApXTocJRrBAR3p76kRyxuOluDR6hWzt5j8bN5T4gclZFMjOS3blxJbL0mJ3G1tx7nEtcV151l9BUlDu5X6g9lA116tEOl0obISGhF9o40Ot3+HfQsYQWfUJyRpXL0yrSpw2bcIuc49Otshxt9m4sx2H3ACoOOja6lFfzrI0FBUkjqu3sJM8v9Ooj3mr1ayfLFihJXsHp6q25rfcIGIcP8YNWyxJnXBeJx0z5l5jlt5uW4lt59VEghQWpR0NAsEe9eq7v+0QM21paxrTpAJI72S+pD66J+WNxklv5G6zpDggae77s1qqF3qBHl3HIMgu8e2xXU9471hqGw22Kqab3qqHCoGiEj/GtKU64Lu9m+S6MNuzVI52A4mu9bZfRMtWuneGtaOOQoKPIX+QJq1WxeGcQJbkyo5cZmZO8lBSjcr9UMoQSSsA/wCOnsT1dvKH2yklcNw31WxKC1nPoh4LmT2AVTfMv3Djt2vstnR9xiC/gOzrSt3uWc4k5tD5CfyC5uZDb5LkmFJXJUtxjvR3ojpZbI7LLS48haSANUKI9+u1Da9tbaHb2wsFm4IWpn2nPAoe2uSO3PcXXjbx0rzcN+UrkoQp2jDnX6Tv7i2iOWkKCNwqpVaAJ1qqvvrXr4X272vaIGBXOKADjRVzgpcThQ081c+RsPtL2N47LaVfJrS2gtBSpMQLCkrkyADuJQK7QNSf79e6/wDGf7BP3mRnmfzIx7dpYVDcvEOB0N5rhqcMh21Ut73kwN8OAKSCAU48z0Hxpdk3Mu20+VzX5MuStS5chxe5xx9Tm9SlvV1JVrpSmgHX0ngighayCBjWQRtDWNaO61oGAA5Vz2QvLy9xcXuKn8ffwyqGvXIz3SsDcFndu3BNKf8AKK03Vr606nscSMc624LjitRO9QlLSpYTtVQ0KUmm2u5JBpSik1FffpLzgAtaAJTpUOhxJkV1b7bO0oUdiSflUfLYonVYWTQmmnUCRcufp7BxpacD8tNI8YeMJkfGU5ZkcOkqa2mUhtSFJUhoVEdgA6AKBBOmvXy//wAnPunN5k8xO8sbZMf7LZkjBEe5Ue8pzODVyHWr3su3i3hXSjyi/gPz60Vdrtz1xnJW+VtsNqAQ3sKENgGhACQPjQUHp146JdK/UV0qg5Va2sBj0jA9nolElizEKA23RKfjtGoAKh7D/wCLXq5bM6CAgPIwPxy99Ke1WgDMe+rXhye42lSVpaQCaCtKU1App1fbV5c3U1yNFJc8OaB8uOVY695fEs8Zx5+Y2200kqccWobE09QDWm4e3UqXcxajVK9GdSgTtpohiKUH40KWWeUEkSH7Vg1ufvVzbPbKUIW7tBO0KogbBr9SPUHqn3/3RtoZ/otqa64uVTBUHVUp4WcunxZtMcXMnH1JnQnc1cz88WbErnkOR4pHYt7Md59SXo7btWEoK+yox1f/AFCkAkbtK/h0Iv8Ae993aN39xt9MJz4IOC8+tNvgt3ObHby/vOyJBAX+dap3mZ/Iqy7cLhb8VTLfvL7rzLTJWhpbTg3JUWLehRQw0wSUqU5pX69dV+0n2L8weeboXLmi12hpWSR2QHBupMXkZMYruoGNNyNbbt8a4e44FoBCAkZovAc8h1NKQxLl/ly75q7errm+VwWLo6pL9vh3yYiOlpS6g7Css79qqVSEaDTr6O+QvtV5O8veDC7b7edsTQ3xJmNdI5SF5hreTVJHFxoPu263D7YQ2kmhwVExTioJUrzOFHfb8Xst9sImwgE3SSgOS3nFKenSXCPnIkOrWtx1bqjVRWSR168t9tsrixaIGtZpYgDQAGgcA0I0BOAAFcnn3C+juQ6Zzi13F2JOPM49mNVx9hKiSDGkqXtSVJ2ujUhslPw0+VT/AKdQvAdCdL8E+FTHzMlZqjCfj6fyrz2zOcl4lzKxckYFebhYMqxuWzcYc22yHY7ilMrClMOlspS6y8EkFCqgg+h6pnnXy5sfmrY7ny/5hhbPtNwwhwIUscQgkYT8r2nEEckovtVxPAWzRfOCiE4OH9JHEduRrdf8DPPPBvLLgex3PNRDXfIsNEG+h1tta49wYbDMpZaWCrsSDVR20oDQg06+Mnny+3n7Medrnyvu7piyzlBhlAJJiJVhLgVI0piCo4LlXQ7Qx3GkxkI4amnpyPIg4Jl6qJd3iG32pWQ3rA20zrfkEVy4N2ZopdafcbZUuloeFEK72v6ZIBV9D16t+2/3wsvNe3RWe9uAvGM7kwxD2HLWRmR/VmBg4KKjCyEU7mtRpccVwx/D4GtKDzDYmc3+S2Z224NXGDCwy53C0m1SmHIimZTrx+6TKivJQUKaQkIUdRUn8evUe2RsuImOYWuYGqHAgtcDxa4Zg8/bVS3eQ28rgS7W1GZIicuQ5HiKpPkqxR+MsXtlptcf7mMpUV6SaJU3tA3uN6fkUPUj0IFOphGiTh+HKh7AHNDWOc4Hi7Ermca2Iv4C8Mtc6fzVzQ3EbZjWm2wLBGlKSEijLC5cin+IA/yNfoOjPybC2Fvz3N1jjiWswAPQFU60/Yfu7066/wDbtrbD/ififWAEXiKTj5rZ7J5W8luW8wDveTceS37RBdqHEiNaXjDa2HUFAcBISNK6/wBYk8glvJHnIENCcmoMOzGp9k0iwY9CHPLnlcVLicfWgPQU6fGrY1A4Z4xgJcSp5UexJSgN915+SWkFfdS4sN0SqgFKAqoa06LXz3PJb/rw+FDbdjYowMzpPvo7L3ZUDjuxwn4TSpDTEVbi2YUCQ04tpIceSZLakzVPKqPirT6k0HQiQq8rzqWCWtGlQhKkVQ1qdLWT2mOpTiGHZCUL3d9Kmm16dxSXNyKN7ddRQe/WmgOIbxJFIc54J1KenNMaKW+W97H5dpVDMByDNhOd+Ize/ukyCoDtqVbxGSwy6Ss0IWkq9q9GL/a52WTp3NSMYdVPLBEoJbbjFNdCFj1JClEIAXI4qD0pfPMORWNvIrpj9guUOx5Cp3srhrWhKpzQUX1uJ3eoClU2+tPr0BtonvImc0uhROypl7OyGT6dr2suVBA5j8qEfkDjzj3l2K5YOQ4sC2X9llQgzU9lEvvtUKJMSQ2pK1kKAINamutKdT2l0Hfi70a+sdvp2VGD2ygsdpEhainP1CvL4O8YcwYR5e8VYRdnX8040auU2/2++rHdk2iPbY61Nx5pVUuthatPQg66joxZPhkbPdNKPbA/E8yAE9+Boc+3uGyw2zwHxvuWFFXIqqepUpgf8geVx7x5KYla7bPQ67jNihBcHvJcbDlylIcJeYAPbCwgCooSDXoL3oo44TgdC+0/wq0SkPuLh4xbqa0dE6+uu/MIcjIOOLhZ4KVQZzttadiqYUuMw28htRD7QQE9x5txWmm4E16bl7zEyNYxpe8gYkjDtpS8TkaTjUqXxbzvbyW5Lz8W1ZNMYDsWexJeWhLUtawUoVRQ+YNQda16pzN3faXYt7ols6915+V3IOThyNE4LaOe3LHNLohmFVzeo44c86lmO5nmfAMhbLqZmecIXKhcghwzrhi8R3870NbgX99akNqO9FSpKderbG6K+P8ATdDHNT6jxFCpWXG3SF7CZNvedJb+fI9RgVxqC8w+OVo5DdtHMXjBcx/uKbMhzIltsj6i9JluuhBRHajFTrTzSjRbJA0BGvROzkl1C2KMuNWB/SenTj0NRtwa2K2+piBdAQFao1tOQI5J7aJqxZXmPHgxvFOTrtHsubTAhEdu5IEM3dzsAymUMvI/UUhStqiDqSAdR1Jv7Qsj1QtOjSVHUZkdPhQu1c26cBO863YNICLyXLHt+am5+G/JDD5uCMtjfcJjoeEKTBZaH6IQkhsthJCFoCqbQoVrUe/UBkLhZjwnI0H40UboZc/9W0vRqELyH4JUD8ouaMLxPKBPlXBhnGriWGZ0WUEpkRu4NiJRaaUgkV1I9BWhJ6221M+aeIzFch2LkFrU0rIx40LXfTuwIwwXpl+dJT8xeI7fOKOSeOJsdcCaz97MjJdSkS4qzvE6Lt3pakNhSilICUg+p9OpdpG6Vz2lRcAheX8+zOornw2jGuVptnnDiQTw6j3ihg4ix7mJyK5kI4+yhOERyURstkWlxUGYptSHj3X11U0jcgBJIKQBUnXom6wv3Wwlkik+mGOo8BxOaphyw4UAvtw24XBjjlZ9Vp06W8+wBAcVOKmiDzmxcqYxboXJFtlyG7Y2azUx2W5Uy2qmNfbythXow4qGpxIcTolOtR1XfMO3Ruj8PugDHkWqMCvEc+dFvLUj2knUSU48RxCc07Erz2y/RHYkXk7BY0i2XJhpEduBBkJm5BDt7ToVLud4f3IbbeuKkbgAakUV1UtqZcQXQhLklbhqTAg8uYNWW9mhfalwGqIguxTDBAO0U+iP463HnvgzB8thZM7Nv0i22yUYMyWhMdcUMtiQy22hYIlJAKkkEhVSmh66SGwxXctrdf8A2dwGOOBABBHTGq3byTSWcN5bobmNVaox4EEHjxoDuR/4+LxgfM+N50ZsZpE5uIuQ6lwMx7rF3gmHJWyrb95bwklsqSFlFUqBoD1Ig2yG5Y+SF6vbkvIcCBmnA5phT829vgkEUkWDwVQoU58l5p8aZ1JvuA+K/CWS3K1RoV4yWVap1zcix32Uu36+PRFNQpKC44pXahlKU7QAENBZHyX0Imge5zTKos4SXHBNbuI/5suzsqbaTucXRWwH1swQE5MbzKcGjHqe2lI8U2CRzFxjyRf80u8qZeZF7ul/uFwLpjz565YdkmTGJSt1AW2S2Ak1bbQlKSNOpUW4zNvI55MZJHYpyOAAAyACAVu4sYYLWS1iB0x4jmubiTzcVOPOmG4rCn23xdguTJ7UqRbrUhTzDQKVMhxIREWhs7mm9qFJPYBPaQPkSs9P7q3x5pAcy1fUlBLCRvhsMYRhkUe1fjx9lB0DeJilq+afUfGoJFSCpRUPgkjUj36q8dkRkz21cJL1paVeAU4entryLsr7a1KfWQpbddyKknaofA7gmqzUEgdShakDvlKhi5JCKE7Ki09yZ3FxEuLS5IJitPIpVhSyWEPBKwAVNqUCAdK+vQ+4hR+GVSopyGqveHotMH8Wsxl8j8c/zK5cpaMftV/8Z8fx3jQWyXNlN2TjrAvEPNOPLLj8eRIZ/cf3HHslx29LmxyN6Zq3dvxcTXk/midsn3x8j2srtEY2vdcHJjMLiEahwJ8Fwc139I46aoU8pb5nvop3Fsf9pjdGAMS4zXQcGgBVLmtBbkECIta/38QVkwu9+Z3mFw7w7yxlPG3G+deIHkXxFxfybx/LcvuR2TBbnJ4wskfKsYl3T9ql3iezjbjs+C479ouJIll4ALbB66Xv7mWlvPFCWvijuIQuHeRzkQhQhOBRQfXV8e1017AZ2nxC25UFeLWgr8pCsB4tI4FRWvbFtke8Z9zpisqNEiOYzksRqxW+PARbWYreA5R/tCIiOiOlTEa9t49BAXIWhUmU4p9x15bq1FYi2lkn8Vp1HEEAkkAAoMz2H4AVYJ4mtit5wGxkxoUABGrvFuAGCqvvU40wfxx4TxzmWdzJnbQfwjjTjuTbcFyrMLVIcjZXydyRmt8No4y4a4pjlxcexu3qVN712uzQS9Bs8Z1SW0vOJWkNvu/RWu3vuLGNbtoeAqldOLnBg5DABQC5MDiKJ7Vssl3dxw3D0hLmYBB82DQScgpBcUwBOIrcU8R8DwXifj/BONsCskDKBBVcLJjWIYLHtt4n5DeIyZ0q72XCrNHfMK43WSq1yZEhxa9Q24/KfSkLX1588q7d5h8yeYvDnY9t7OHPk8dxjDQMS+UvQtaxhGYwGDW5CvQ2/XuzeX9ha+OVv9rt2hjDEPE1OOAbEGLrc94IAacTiTmaqbzF5n82OGs6ijgyDwjYrQjGrVcbzjub2u+sZnYsxeTL/f8ABr9Blri2yRccRksIYkTICFW2U8o9pZCCo3Tddp2Ty1e/S7ldyz7jiSLYAwhv6SHnF4cMchpwBQ1Wtqu928yWAvrO0jhsXBW/UPHiuBHFjSQwgqEUrzpR8jyO89M8zB655HI49veQvSVSLhZ7TZrey5KTHHclkR13UPLecbHbQhpwAABSRUkdVS62zyffyG5L7wSvx1nh2jTw9+R50etb7zPAxsLGWpawIGgZgetV4VbF8yu4Ry/PzC3zLHLyi1WzITap1qtsK5uFxl1iVFsLFyc7cp6EsKQXHltsFzbuJQeqwfLTXXCW8odCH/NiFYT8xTAKMuvZR07noaXzMLZi1dK/q/p9tL1yDhy48nZZdomY8h5zdYE27M2zHcTx66RGnEie+pq2x8gYtcm2WKKHwUIebjrkEEFSSUjToVm/atsjZDtdm0yoRrfi4nmOJx44DlVMvIbzcXukv7hzYlXQz5Wj07TVq8U+N3ixZs0GOY1FwU5tbWrVKeyDD+TcoanpkTIq5jbtvyC1XGEXnmVNKLgDamkhJQtFPXLh+8RwE3jH+AcCHMa5hXghBHZ1xWt2VrsWvTZOb9Q0g4PcJF4HAj+WYoKP5J+LbLkFm5C5NtNvu6bxx2jBsOyZSZ0WbaX4uV3Z6PYrhI3MtXFEvcFpaWd7KgagpKgOr/5K2+K32F9xCf23SEOZyOSheiL0TlVB87XD377HHIO+1gRxTEZgYesfCtjD+CnnFznbx18VY8qM2xJ4DtOWccZdJZQ+1Bm5DxyJlh4vbid5CPuLo3h9/TcpriCptsttpJDjoSOnWbzPZmTj4YB7W913wwHXpXKr2JtvurGkjTrJHaigH/xZ5YCnD87XJBaypDuqFWq4J+nx7K1Gg1qQNfTqU0ftwf8AEfjQ+UapLsZAIfYBSr8ZzqzptEJtvtFSGS2tQ202ajfsO3ZROgIoajpOiQnBp0rmlSNUeYIISorkltl5HPQYMtbUcW+V8I7ZEb5ujd9y4nRK1D82tPTQ9Xex3KK22s27l1kEZ44j4VWJbV09+JGgFocMx1qAeNGLWqHnfJcu8S6RFzVhqCl9CEoTEYCXFgO9uhWUCu38w/HqLY7f49vjiSQQBlyx41m57q60unBqAK4FxCnDgBlVg4pjWE2a95BemLilUt511TKlusqciuy1rb7jbKSEupabUpaFKG3Sh116gbvY29qgYUeXYqeXDtqDHuNzdNaHFukDDBPQVWzNjuWe5W5d4Dr67FCuDzbiW1pajut2sitwaip2qYfkFP6qU/8AzF6E9EvL2yGNg3Wc6RqIC/qJGTezI1E3rczLb/29oUaQexDx7eFZ/wAiPGPkXk7DmcqlTWFYxBhtGTa5bLqYs+2xkpkhLUllSFsXRtNE0or5Gu0ivRyaXb7uF23vkc1Xd4Iod619hy51XrGO9snG8Mf7YZg5cQV4D4riKP8A8U+JXbLxhYILDVxx22S7LClJe+1ZTclNPIbbEZe9IS84lA1JNQCPSvVN3WJtpclkZDomtCDinUDnmvGuibRObq1jc9uh7lU5gjJQuPqoFfKDJ5XGOU5E/HdnzXLRc5LNvQxcHLa85IdShtt6OQhXeCVH9RtO7bQn0qeoN05zWNdjkMsDiM6M2Fo29jfrLG94hXBQUORTL8anPh7xNkHOFhyXJM4ucOBIuNuMO1yENd6dKYcCkyEpWtza2vu+h/KVa6EAdatmxRtSQEnAlc+z8+VDpophIdDtIJQdgwX25DlVK8H+OeQeO/JPKtlvEu4ZFBk5FPmR7rPb2Phh15x9iEFuoSX2kIolsqpUDUmpPRLcWxvjjkiXQeBzA4erl2VA2qGS0dLC4h5afmHE8QeuNWLKzZljyD4guRjMQGoGW2xC1NrKFOCY4GCsJKaUCV7QKH1A/HoaHATMBwV3xwozO0i2c7PQ0H/zA/yry/zYcp3fjTI+JWcbtcgTc5ii1LusaOFrhhE+KtxwrSCC92l6VNRXToXuTpYtuZJHqL2zFiAKi4r0FS4mRv3mVjkDXW2sklFLcMOZNYrlHBouX+L+YolXCxW643bx1ziBjd4y2BbLpacSz+DaY1949zaVHvUeXCbudmzq0Q0MyikLi/dLeSoJQai4WNlZKJEAcBicUPMjtok2cw3VuWqqgKCigph2FeGdX3Z8A42Yk4dmPJ/F1yXlHLOMYLAyfIUFhy5Y5ym5Zbe7yRhGZSkMtW3/AG/P5IZkS2ZOxlwPSm1ObWkfHinlbzHdbNfy2GosgkmcGkLpjJcdOHBr8lHynpXfLzaoryBsmlpkZGNS5vAAQhMcBw4gc6lmYeKFsyuFcYucwWsB42x1V+uuKQrbbkZdmOL39+z3CNaJdj+5Zh2C2wpd4fQZMaKgUZeedU9QE9dA3B0F7C5m6SEtHe7q6gUQFeAxy40Jsm+Dcs/tsQEji1pLkDC3UFX9TiBkuRAAFUd/JdheMw+MuL+NJcC0OQ5GG2PFxboxQPsrPDs6IM5bsh0PT3Yj9wDjiXnlmq16DSo51fxljw5pAccVGY9WNXq0eJI5JACGeIRiBjiuWWWY50vniflfO8BuOHO3LhLAubrjjdri4NkP++bfI/8ALDOsItUSPa8YGZY1jKZF9bze4Y+h635E8pMiHeGuxNa+3f77Ky587OitW2szI3SaNJMji1rgMGkYfNmHBysOBGKiqtN5UinncY5JIrYPDm+GO+0kq4Ko7qoWFqObiCSEIMvEOEeKH7Lk2GWmZyDlWC5qq9uscS8YK5OuLOEW29SkzkYrjl0vEWFLah2FIEJT0txC3ozDaqBW+rZmtHiTw3MELyoYHOOkOx0tJzAyC8BjUplheSOY+TVrYAr3aW6i3i5Di52ZTiSlefj3xpuOAxGcuwy34Rw7h0iWq9Q2bk1cr3yDkkeM0qP9q9YozqplscekAvNi4T0uOEFAQmteqfdsBmbNIrtB7oGAzw9Q41Zm26Rut2sOpw7xGXt44fyqMZjxarLbjKvGaZde85EN5a4WNSVMW6xh9ZR2pTmKWRceyswjuAdiJVIlNqQFqdOoGXF1cXTdD08EHBoJ0hOnMnFTUZtnBbHuNAJzPHHr/KpldpdpyvirOsYXFj2+727D7mq0W6BtbYaMCGmS3GtrTQS2htpyJo0NiFbtdanpu1IbI0PJVc+a01csOnA5/hSL8AvDLXLPP2Ai7RoF78iMG4z8fcXckMS3ocO/8l858VuR5hENuS+uRbrdEmy2FFCktuR/zJqFC8bajYg9wVkUcjk7GOKryXA9tUa/YJH+GChdLGMl/UtM78wOOonNvmJacEONZXx9gN95W5Ni5H5CWDDI2Q2eKzf75Hh45hkuDJvVgt+QZbjN0anXGbMTJ+5h2u5CNtU0EEVW3dHENcxaGucGkAK4AAanJxGSevGup7OxLUFn+62EuAJQOcpIBIUjDDJONevAOOOKuI8TlceYVMVk0FnLMkn3Pku5Fsv5yrD5rlsyK/wIiGxDaxdUhuJaWUxyGnJCJJZW622pSrt5B2913vMu7uANvaxljTzklyA4AtYC4n/UBhVX+7nmGS18s23l+N2m4v5Gyys4thixGr/jmQJyj7aWjyW3lfN+ZZizaYZkWaM69bolxeRJUhS9ykIbZTtJ7YQAR/p79djiAe9rSgAxx4415luJu6XlSDkOA/hVycC8FuxLQ7Zr3EZtyittpCpkRTe1TNQpbakgJLQruG4hVPfqQ+0gc7USCHetEoRJcSZOHdUnu8Ry6kYCrEThWHYIi45He7s1PlW9i4SG2nn47kJBS64w2wGBV9K0ss/qKNVAuBSE7QT0pm2WVvG64KmVCikI3sHPr7KiOubhz2wxgli5Ad53GnW4jNvXJvhLDev2NfYWnkTjabGxhbtXFXNqfDfh2x92K+e5FRNQ0Ft11Ukg016cg0h4kYe9p4+4mpFy+TxPGkGmRrmPIATShUgccvieFacvj/xdHa8nbJimaRmoxxTOZsZ+JLBR91cYVwUsRWoziUr3Iis/AkVNR6V6gNjEl4siYvUdSccOyrpd3EkNm+6t8C6MnEYAEcfanbTZuX+frk5zJkGKyby7jOJQIcPZ2mkvxYtraZ2/pw107bpCCEqbpQq6ib3bm8c6IKWAfLkCTip/hwrXll4srOKcH9w/qzdhw5Icc+NLb578hbxyZc37XZbhNgYRbSYsRjvFuRdixVtUyQWSmm8pqNan606DbV5esrCT6uRrX3hyJaO70HbVj3HzDeXsYtoXFlqmKHF3r5dmdUDjONXXKJqIVnt8qQHFKqppsrIJ1qr8yUVJ9PevRa+3Cz26Iz30gYwBccyOacutDLGwu9wlENmxzyvDIHtq6/8A8nu7M28MObjdpiS7HaCDVIZCXlpUR896m21Cp1rTqjO+4e3uvmtY0jb2uRzuJVQD0CoauzfIdyLFz3PW+IBA/SDxHPEKO2t3bnDnaFgkKc3FlI+87bpQ2HNq99Pifw3enp69fLD7FeQb/wC4HnKC2ZG76ASNVxBQBcXckAXPOqdu10LeElxwCnDnwC0q2+Z7e8glTr3KkGVLmOFa0FaitCFlRDaKklSmwaJA1GvX2r2jbtv2Xbodp2tgZY27A1o+Lj1ccT7K5ddTy3ExklwceAyA5enbUOjZGp5ag6upICVoK1Ap2/mokmhLdKmuvr0ZbKAVpkkcasnHbtFcUglxAQdCo0KAqtTQGpO8fh69SmSA4jOswI5VZYgR5rW9RSEKRqEHUAagUOitBUkeg9ukueQ7mabKxhBxrNcU8WTM65ChW6OVuWWHJZkXB9HzDrjSgW4qDQgpoBUU09/Trz39/wD7pWn2/wDKEsUUgHmC+Y6OFoPeazEPl6f0t6qeFHNmsjdziUhGRkFeC5onHrTsINghY5YIVrSlCA002XQAAkrSjaNE+yAP79fI+/upLqV91dvLp5XFxJ4r210i2boOkZZmumAhgvEtj/I/Ko1IOtPbQ/26GROauBqZjnViQexHaDrygEo+dFUINNR7gDXozaPjjPiylBw9OFYQqIMFqm+UucWMThyGIMhCXW0ErIVqgAGu4a/KgNKdZd+YLgHwrchBkOePE5dlR3kRuOlS7imQHHPiKW3P8uLzmucpwuRPTGjyHFqcXvPcjwwsBJ7W4VlvDXaR8RSmteqZufmLdLu5dYsLvB0952CcMFz44pTkLG+ALs6Sru6Cqkc+Xq40dmG37DsUxr7mDHjsLWyp56dIQhLjp2lbjrjq6KO866nXq1bCbSztQyCP9xzs8F6kemNMyTNkHjSO7wCZfDhWv5/Kp/Ka5hViuvFnH77N1vd7RIgxozLiVkLoUrlPIH/TiME7t3qSKAdenvs79ptw8/Xovb5YtlicDI4hQGjINy1SPxDRwzyFMIxqXM7T4bflAKF7lVCODf6jwGGdakTVkvF1u8vI8hkrmXS6yHZU2S+a9x595TriG0mvbaQVaJFAB19JNj8u2m0WkNnZxMg26FmlkbeAHE83nNzjiTQO/wBz+s1ANV5zPrxA5DkOXWpSJ7dqnRgEJQKgDQUCdK0oApAp6/j1ZdbYXBB2ChgYS12njn2fwo3OKL640Iqn3N8d4NtqDhJSap0VtB36pIH4jX266d5funFjFKRkY+yqnu9uC3QQr0ReZFTHk6xyGy1e4Y7cX/qPFGqSopKhQgEApHvQCnRncoSD9Q0KxMfzoVt00ekQSH9zVp9On8qgrbNkyqzPRYobFyYa3HuU3qASTuCTVBWgaigrToVKLa8tCWafEAGf5UQYJ7K4Ek5P0xJy4Hh6GiM8EOX8o4fyy/YE1eGIKLutVzjMKfZ7n27n6Ty4ocWlpxs7tykfmHXzo/zT+0zd/wBpi81R6Wbnax+HIQCQ9oV8eoDHEAsB5otX3ZNwbIxrGh0kIJIyUcM+CHn1FbDfir5W5ThWTpxfOsvjXbH3nwtpD8tSmIyFkOMuwXE0+2U2hWqa09uvmV5N80zeWr9kto9wiUgxBx0n1cCMcRkatskfiRqI3uPAnA8vdyr7/kb8R+L87gveS3HMqGzk11iNS74m0llVuy5gIQHJjj7OjF7hJNTuoH0j5a0PX0x+xH3igubmPyvfSMksLnGJyo5khzCf6jg8IO9iM6qO9bZ9W0OCtu2hWORQUxLHcEzLHcDhkaQPyVxY7fLLCbjyk3KM06twdsDuFptYKD3CvY+VgVI0B9vp163HgPcfFUAe2qlolhbqYQ4rjmE64e+tj/wFwRrxk/jQzrLksdi7XqxZVki3FpKXXVPx3kQUqqkFSgkgU9vb26J3LmNltbchI4YNR7SrsfXS9ua5u3X184kSSyljU/pajQnv99ag90zO/DI7c5k9tmRpF0yiTcJb7qEiM9IuF1XJSsKodqgHR661HVdgleZh4mGt2PrK1ZnM/wCk0sI7jAAF5DGtki2Xlubg/GaI6QpHZtikkJQtCVMxmCVNhak0II1rrX0p1ZLl3eXgXLQRo7oXl7aOlrkG3oxePaLu2l1chntplKVECEuuBCR9ylpSHlrKqUoailNwFehTzqKjApUqJz3tQgFEx7PTOqTu6o7V9ZVAc+KkurQ4kyW/nsbC1NL+aA2lf5TqD9PfrYJaQ4ZjGtytU6k7vE81zFV7hmc8hXbloWOXc2nLFFC2m0tWiKy81Vte9SriS5L3rQKKJoNNKU6uO87y8+XvCVgkcGgoBqIwPvNU3bdmjg3sSs8Xw2udgXK1EKFEz4Z4il9eTkq2/wDnVdYky6ORrlX/ALVTjpY7UdDi9v2zgO5bij6/Wn0PVVjmjZAwAgHSqVNuLOWW7meQSzUADxwFU7nF5VeLOxFnXuQqRCQyYk5pQjXNpBDdVIkJUKoSqpIPoPSvS45mkFHVFkt52t7zXIvb/Gm+fxV43mE/OJWRZFcmcgtVlxRwWy4KcRJlFE5YbCJDyAP12G0DX1Nae3UqXw2bbNIMJXva3t/VU7bI7gbrAx2l0DYnSc9LUQA+v1iqh8jGGLv5R5pdoS1CQ/f4kJKdiylLNtSlAcClGhBVUGlQAKdRrgg3HiYq1jW+xtT7SQyxEJ3XSuPtNWHytlOQY/xrdbpa5JhXa3xmVwnlNoWC6hhSu2ApLZLTn+WpJHtp1HxPcOSVOk1Rsc+IkaVTp+dLPd5MwzmLiu527km3x4eWsIlJTJMVQhuOqcWEuwpgohpTgAVt3Cp/HoJPYW97qikatq7MEqWnm059hp6O7kgAco+oAUOGGroeRHLKqE4uz3NMEEyxXuVcMn457j8dkuxFyZ1oiKKqKZfc3JcjBJ1QrUex6TZWxtRocXvYw908QnP8akvuopQ2UaAS3vMVAVzRcAvLJcMK2Ef4pfEnHsaxrJueoskyWssdFzTjiQh5EVt8uqgSoTMpwRbctxgJ/RRtKyta1r/Knq73P/R20MTj/wBXM3UX8gcmj1IvWq7ZtguZ5rmL/wCzxHBpxUhccckK+yln/wAxMy2cx8l4s/iaZeO3/DrhJhwpMBe2SJjTjiX3whrY6C6UVG5KSoAA16j3kjo7aOJsjjIxyhwwx5Y8MwVzp22MFzdOnka0QOYAWuHdPbyORCY0QHgRds6teLRGMuuc92YYbalOy2/tn3EupDZfdBqCHG06ADUGnT9u0PgRCGuC48+JTgppM+tsgDSpRcOIyX2fCrr88PGi9ch8DzM+wy1uy7hBZTcZDiZSm35bsGS2ZEqOqu98RWkrUpPxSUpO2vTLZWtjnje5v+3qDVzLcfgtInMngROYCWmUNcc8CU9yheVJ9xV7JMPszuO5xIU7b5SCmI27J+8jqaLZK2428KLSqKG5IqAPx6asL6CQeIqxkZ9OHqqLc2UzSWgaXgqmHrrYz4lSxL8HLMufhlqiuXXDWXEy0MpDi4lxeQxHkyWEp7ZUpp4LUmp0IqagDqw3l0+PcxIHOCRBWLhi0YJ2VWrW2ZJsxZob35SdfFdZCqmfI8KTLyZzbZuPMje4yvENEi13dbrAZLIUlUJpvtuGT3BtBQhVUKOm6goT0JudFy9dQa7gvonSi23xyWzNTQ4sbyzx5cVoM7gxf8Dub9zxVv73Cb5KbfEPt0+6jrdS6m3vbAFrCFq0TUJr9em/7exoEgYNQHdI4dPUfjT8l0XKwKMEcMEXrxxoysI8r+b8CtFtZxXJRZoUZf3sSBLR91EYK9iVoVDUrt9kgBJTSlNE/Xq67UYX2LY7iNkuGJcqpyw4D21XLpk31DjBI6MqD3QM+ePP2GoPzJ5qeRObSoL93yOM0uK4TEi2dlxpj7hI2iQlpxboYO1RNKlIOnUiSeK0b4dpBExpzRXE+s022xdduLru4mkcETJiepuZ61NePM05Q5Lw+6z8suCrimHFfejt3BElb7UhdN5aQhW1LC1oqUJAUj20NOqtvDpLiRrQGhgxIyx4p+dWLYRHbOfK3U4sci59FK59g60SniXjEq44nl9suSSjvPykKKU9pSW5TSyEoAS3tNUbkpJI0odK9A5yWPY8ZtKirN4zLlsmsHw393rlVsccwMjfss/DJWQvybHbTLbjR3ihL6vtXllmLLKW9z7DaiSEV1Kq+3Ree6c9gUK058z6+VAotujjdrYT4jSi4ph0yBrIHG5kZztsspWPykpKlEA/mCvQHeD6j11B6imWIhCU7alugmGYWsVcsfeK1LkbGkbNqlHcdpAoveBVSQVew1+nUZ8g/R7aejilARwwqAXGyoK23UKZLiX2F7kEqKVpWD76kLAp9f79RnhvEcKlNaSNIzQrV1fx0Z/jPE/k35QeOHJ1ytdq4/8AIfAkZTiT11lRoSLgcsbmWfMsRx56c8w1crzdm71McYgtb31yUrKEkqUOvOf35ml8sXHlX7pwte6y2De2svtIUiyvAIXyuRdEcTg0yPPdDUUige9iGxmh3gktibG6GRztIDGucJGuBP8ArDmgFO88D5iAdXLx/wCYYf8AFp51sX7P7JcLtZeJMg5h8Yub7LbVC1XCLaLlDmYrYM7x5TyHUzIN9xhiwXTuoQ6dve+G/ZXre8uiMElvCjnKHAr3dQIfG4H9THtIAIKEOVcDV5222muYYZXvIOlh1AYSNc0iQAHFjlIcF9neqp+SuFLmMZ5j83XrJifFeNcseRU3CcR4dsuVzMyng5jjU3la75Jab5IhRFzcTtqUxglUntPt/uDTZRuJAqvl7eYn+YZNkD5Li5dYulMhAY0Bkgj0aF+YlxVwUHTmVq3bptd03ypBuTgxltBfCHBS+R0rHS6i7LTGxoa1ueK1e8O+SeH+Ov4/uDLRFm3GGsWvzS53k2yK9Ibg5Lyfn9sstlu19fixXkwLbjODQG2TKfHZislanChKqkfsE9vL5muW3ckbBFcttotRDVcGq7SpGpxc4oApyIxFa3C2lOyi6t2SSNdEZX6QSjA7NyfK0NAVcCmNbR/iHjufcRO8jZH4yyLc3DxTlbkSbgMV62PPS8Yv92tsO2Z/DbuXIcu5XmTGfucpwMy5v3DMhMwKZbjxtjJqXnO/u7D7nbja7YWs3qytomyNeDJqEsYLXOVGnU0oNPFoJxxq6/bmXb9/8gtsdyY523MvpY2ljtJWJ4cQ0gK0tfliShPygpQbeYvGnn3lVuuvJtxy7g+yO3qa9dckduWd3trMrC9KnqmXm6SW7ZZmscu0m6UU04VPpiMuu/FtKRTqKx2yAHcfMH1Eu4zOWUtazRjwa0EaGDkBwzq2SR76xosNh+ltrCOMNjDi8kAc1COPaeJJpObuHeQfHee4w3f+TsUzRPIN8iJx+04al6/3SPb7tOCkzscv1t2NtyrbJcDJce/Q+63NUKEqonc3eXp7RwsbWSJ7W4Od3ASBgHNJUg8Ux4jGou3QeY7a9Ddwu4pmufi0AuRTmxwTSW9cOFPa8reNsnyrx/j53jWSNLunjdkWLYeJb1uh3OZmGVQokK4ZPjcu8PNuBGI4lLDTElpgLSZzqq7SjSn3N1Nt8cDmuDDA9upACS5xUMJObGnAA+vOrnbWTNxinfO3vzMJYFwDWd3V0c/ErySkM5ZjF6y3k2wzrKly84RnLmRTrbbp8J24nGb5dvvG8ssl8eiToNzeu/HNzcUtb7r7JfjKjraBQoVNzeYYNh2yXdH+HqYjy4lMQ75MQQ0vJ0gAZkGqZdbUb2UW8skgiCtIbgMs1Bx5545Cib8Qf44cOvc+35Hi2d8iXiz2+TCuOQZ/lcJeI2XLOy+WjhXGiY9zulwmT2nmNr0x8KaZQ4EUS4VJFg2bzhvfmTZ5p762tbQmZzGxseZgQACHOkc1ml4JRzGt7pGZWh8PlqwsJ2yB0z3Zly6Sh/pAXApmcqiP8t2OWHjThfJ37UbKiPydkWAcSsWeA4LhcG5uDXx7KgmRPEZZRHh48y73pankvvSm0fAocND/AJJ3WNttdbLKSb0yGVvEFjka/HgjgNOCISlDfP21l0tnu8IDbYhsTuYcxXsPYW4E5r0o/v8A01dgK/GnI7k1cUqVbfIXkdpNufIMoRH8dxJJkoShxSOy4+2d42o+aQaEGvXWNqljO3PiH+4C7DoSq1xndYJnbiy4cEj1BO0NCp0Hvp53OiJM5eRsoB7ci3z2ErUttCSpUcpBT8u5QE/4ip9OicGnRAP1aqDyr4t04fK4fhSrMR4mlftsR5yehKf1RuXQUV31/HRZKwa+tKevRTwYmD5nHE8KiiSZwwa0YBMSnsq47Da7VYWHbTIC5UqRFRHDbSCG5T8klTaifkrehStdaeg6Q/SG9zAJx4/zp+3ZJ878SufDD3oKqnAeFskgZDl11ukCfBtcyU8WZb8YoYkNKW5sSylKQV/Q/HWlRpr0e2+4+mj1gd7SAOHUk9lV3cLR13K6InT+4qpmvLnnVRO2thfIV4tEhtMYbxbyhtSktjurKGnAAUjapIPprQ9AN2t/qtzPAPlaF5KmKdKaDH21qXAKWNPuq57enG8CcxnDLHIa++yia4JKH1la2Qh1O5wOlRdb3rc/LUjSp66a+3Zb2LIQpiia4rzccST1JGXDKqa175J26nAue8Z8AcMB0plSuJrLmHFGT45ccjTam5LsWE2XZ36cF5+FHW3LS2lxKKNrO71TQgCu2o655BcvbMyVzdQ1YoKuMtmyS1nibJoOhAvPp0q+puExsT4Yw20LvaZEi3RIkd2WtKIkmeY0ftCY05HcQtLagmtAaFNDUinQ+Z/jbpM8NQE8ccOFWSK3Nts9oxz2ucI25YLh7aTR50Y1ja8YXeA8wj9uK31dpTTzy3TVxTqlr1S2o/5q0KjQnpVw9rIy+UAJx5J+NKDJQsNqXK7EtBwJ5k/GhC8A/K6UjOpdgL0idFtbz7UW3sPgNtRnk9twNtsFbZe3A7VlJ+RNPTofFeQTd1qq12KZY/j0yp5+3XUDfFmcHKARmoPIdMPxpp2Ycn2TNYtydbs6YEqO27HW7J2PzpK07j3nnaLQlZCabSpbgTqoJrTqXM9pYjNWAwX+HCkRM/cU/q4D+NK/5Nui4WcYveiooXbL9apjKGwqjaY8+MsqUKJ+dAa+hAFa9QnHvajkoPZRAMEkb2fpLD6sD8OFMs/kb4XPNPHHCmYoDR/Zbna5Ic7jTKn0TIsRRq49VQCduoANfw6lTOghilZKukStKDqqenKhFzHdTyW89oWgvt3NK8UAxxwCChZ5pwZ7JMDvOEy21O4bfuFeTsJvrKJKmY78K/8AHt+sdwRsbBU6tlidvSoApCwDXToDZFjmzggK52RHAqAD0qbetlbJbPYXaY2Zg46mocEzywprls4nwG1cUcaKaeuVlk2rhjhW1v3CFNXJTenbBxPiFmavd3s8tuTb5t9uUSEkvTEhDro27tyiVdcRt3MiUuDS4OcpIxzJxr1NZReKyNjArHRjigxAKA8AOXNaGZWWRsx5Lxng5rL7pl6pdwiXWRZpSGoWNRbPYXkXC4XLJ7VC2zcjVBQ0lTQefTb2Htm9hWtYlxuNzdyNsmSJHqUtGAIH9XEjliAOVHW7fbWkb77Q1k4BAK6nY4d05NXigLjj3hVH/wAgsKxZVk026XCd9+mzQoVlgxY0hK2m7kwl772Y5JYbIfXJkJWlHxDbi00NBTqHuEuiQgkakQ9D0NOW1v4di0OaQSC725ewcKTsvja43YXu5QZeRb7dGU1b3GJEiAzb5KQ5JelSJrKk/bfaRwHHCtZaQoAEgA9DZbmAoJA3njivq4qcq3BbeK4EEj8PXyog/CzztzS1WhvD+Vrpcs6x+2TzERkES4vu5VBtsKS/Ct98ixy821ere4B/0lLDxbrtKgUgyZon2jw+Jp+ncMQc2ngh5cwcuBpcUscjCxwZqC8sQvolM9zK5WzN8cay/GLqq8Y/foK0w7ixMDrDyI6A053e3WQ1MQVJqFBLzSh+okVFYlw4O74KgVIZKWsLMEHL09OFLtucy7WK8S22Jifs4bm5LXbKXQ+ZAXJfQ8sVYDO6oFCF19d3Q7WGAALqX1UxKWuYXEd73VlrjkjbuN5POQzsucCx3BLrscstSJLL0RUZb9HlhO2Qy+oOJUVANg/5HqVakPmYeGoL0Sgd44sicinuk9lI94eaayP+Tfxtsa1OrgxeccbyGeww+02081gllv2RwVqUpHaUiO7b0rPoFpTUUJBHQLYmPy/cTnA+EW9e+QKo73at1gh4l4JxwwBNP65nEVHLuf8AI+SXTKMdwLilxvlPIbhaG4lysy7dCVa3Zt+atEh9rt5N3FsobYbQpU55bZIKUqIo1qye5u2WVtEX3M7g1hVBq6ngBiXEjIYY106y3Gx2/a/rL94bbRtJdh3kxwCDEnIdTjQj+POW5v5Ls8reQmfWhnGI3MWb3dzjzjazRexaOO+ObM+bNheE2OFFWYsh8MIcn3SUhLf3t1mPur1IA9D7DtP9m28WQLXO1FznDJznZu4FCgQHIYV5l83b9c71vL76QcBG0Kuljcmf8i6Sf1O1O40T9i4pxfj6yzpl4ctdsS+zLdTGeeQwrvq3bXJ8lSdu9tKlUbT6KGpJ06PsawNV5Rcu2qe6R6kgDQmPq+PQChMcv8q65JPbsrrsKytbuzIjrcUiSGyoAtOuJAS2SmgUPb216WyRAnKnGQtAV2Lvh6qpYcc45l/JlptF1vclm5zb7HN6tb6XlQb1YlBtLDMZxiq2TIfWGHq6qBI9Om3NYZBqxdiSOY9M6m2viwP0Na3Q4hHcWleXEIPbwrbN5hsdrw7j3jXHbYzFtNnsmPYyhi1ssdtLTVlgMdtqIxoG2e4Dp6kEAdTLHva3P4EdnQflQO7/AHWqpc9xJJ4lVUntrSQ/lbwTKeHfI+H5I4kVNY1yJdDdYUiCkxo9vya3foyojvaSEtPSEJNVUHzSKjXqDu4Mbm3MbUATIon5HHsq2+X7ptzt5sXI50Q0EEZsd8qji39PZQ7zfIu4c8YIzc7xhy7dkUFz9skZh9wUu3u3x0gFtaUaFtBqkV0KfauvTcdyLuLW5mlzSinj+Hb7qdZZ/wBundbRyEwyBfD/AEsPHTxxGGNQnG7E3fZDe5QeY+4aQ402qm1G4g0KQQNB6DU9B913UWEX7SGV7TpOYUc6N7btn1sumRQwEKMinOmF8QY5bbAB9nDbQ46g9pvtp3rWoCg3JQDtSr1rT8ffrhe/XN3fyF925xOrmcfThXZ9hggs4Cy2aA1BwC1bknFMmau1vuUsxI8ySp9Fpta3E/fXAIjPPSUstEBI+3gNOLVQEUT9NegTWN0FozRTyGKY+tPXR4vR4cSFX28cKbzzhx1nd+5RnTm3JciysJWsMISXULWqqBVs1G1IqB7j368zf46/f3yZ9tttm27e4XfUTvaNeAeAB3Q0n9GonUFHCvNW8WonibDEutoxTEKuK8yRQiZmzf8ADZK40iI82004rUpUtomhKi2ofqMEJOoPr/Tr6P8Ak37l+UfOtrHc+Xr2OSVzVMLyGyg8RpJQ9oOPKqVNt0kbyJQfDVA8Kn8PXUUtl8TdXCZCSxs1FTtWkHSocFBuPsDr+HXQGXRLtLxpK8ahz2nhN7pUpU0gXZ2C6FGSFsN/MblpS5qfgVBIUFgE6EdSmyp3ge7UXQcAAdfpjVi2zOJt0WxboL4Wp9aWqgkuIKiQmtKkpV6a+3/Dm33L+5m0eQNgm3fcngIx2ho+ZzgiDMAKuZ+NE7Lb5LmZqfKDiuVOd8SsCax7H411mR2zcJTaHVK2pBLjiBucX9Tt9Ovj952+5+9/dLzdPv26yE266YoxgxjBkGtyAToMSSca6BaWbbeEaAjW4dvN3topcouTLadpUr/XQ0rUUHsAOqbfXDTLp/SKJQN0tU8aw+NvJkPAg1TWpOn1JA101Gv9emrbF4B40+QldPIWZJsVte2rG/aUpTXRRoQKUP5a+vWXt3paYhkqduOPqpuRxa3Dj7v40qDnrlFi3RrhcJ0xTi3C+3EYqN8iQ4gpToTTsMn1P5TSnv0I3K7NnE3N00jkanZ7kGNMwMDgYWdrjyB5deyhV8X8OmZjyNcsymKckRW3gp2Q6DR14qKhUqBBUlNPelQK06H2hkwa8HShVx6oXfw9dSbp7Y4QwfMEQVKP5CPM+18JYHcrBYpoFyEJyCkR1p77stbVENNpCqhQXRJpr+PXpT7K/a7dPuHvsUbI3Db2kFzkwDRiXcssUPBOJoWzw2gumI8FuJKqnq544czWn5Mze78nci3nK8rkruFxnyyoBwqcTCjoUVojtFR+LbYOtBqrXr64+TfLe1eW7GHZdtjaLKBCSgV70xe7ryH6RgKB7nevuGh7BpCIAuTRkD1PE8TWfv7aEpSqOgioJSEppv8AfuECiQVD+h6vN6GYOZkfRaB25d8r8wfT11V90WXpsZpypoQBtFSBX8hXQkio/p0GlLTIGmp7XFjXOHKis4tfX2mG1rKUtISSQsChQPhtqancRTq+bG7SA0nKq9uLEGo4qcPyomZNzevlgetboQQGVpaUdpBcoT2FUSlaQ4B8SfTq5TTmaAxHiE/MVX2W7be4FwneVSOFZbxJ8Ssu5g5ftH7m3cLXhLNzZVOdQXEOS2Q5V+MFDbVlQFCo110168Z/5A/fW1+0m2yWO2Ojf5rlaSwFwcIg7AEtGBeVyJRuZxroW22LLuETSNLouARA45qVza3MJnW1Ra/4k/EtbFkzm3YvEOT2y3rU3PhF1SHA5G2FtxoqCEuIUSSoa1PXzp83/dH7i+cNgnh3DebyW2lH7ketQWgh2hQARo4EY6VFWq1imiAazwm6hwYBn1HA8RS2ea+I2+GOVJlmjQ5EG1SlMP2d9xS3llhP6TjLRdr23Kp0SPRB068a7nJdF01tK0t0OJaMlacQ5eIBXrlzFWK2AdEwuIL1IJ/PqlHt40cj4tk2Kz+IMhhOy03OC8u3puEkSIz74ZUh2P2imjal6hO3006un2187/2zdIbZ7pGXUb2uY4uze0ZA5gvGAPAgUK3CxlETntQgYgDhiuXIcea0njn/AIvyLiHmOfgsFl+TZ7jOauOMNPhXaXbrzODSYrZJSd0N5SmzWoGnX3B+2nmlvnXytZbuwg3LtMcq8XgDvFMi5qHtWufbxCIGvuE0xljnBMgR8w9TvcRT8PKq9Y5wj4DYXg17mxLKMmsuP48GpLqWO+ua0w7LYRVSAXqLOm4KUR10G8mH1NxcZsURjmeGHXBahGFdttbRRHO/9w4LiO8QeSrnWs5zrxNjd3vODR7K9HmIk3GC4iO52kSW2ky20/cKkpCWyCnUJWArbTU+vUa2ZFIdTACQW+1akSPnji1uXUWu6L+f403GVibOPWjjuywkuENphoLG1C6qQw2VDY4RWivko1oQQR0cuQFGQzqNA4OBIKjTn15VcuRRXW2ILYQUKT2dFfYPfIqCQlTdQshNfUGhroegTxiEqVAgVMfdXS7bFxblbC6dw2rU6EtrSDtCSEhDbpqmp1/xUdOnCQKx7yWuBwQ5c/TOoK/e04jm9tuUW2yB+43BpmVJ7a22nH1/otpqQ2FJabVqqlDr69ZcMNxEYjiA1exKieKLdzXp3nFM8eXupafmrjME+Q9ukgK7txtzTigoLUFEvBaywAoBugVrSp29MN79sxThpT2U6NTbiRg/q7eAxqibriqr3JlxGpC4rEdktturqp1IQj5DdqAtdKJHrXp6OPUO7lTRDo8OYp1H8Pirrh3EPOmWzHXn4VmmvxYLEh0hJatMJx10VSClrvLG4EaV9eiyMO3W0M3yvneeulqD86g2LpP7he3TB3Y7doHJXAnLgOyhqt3KjnL2ZKyp23uQi5k11U2p5xBcMZyY7tb7qdiO0CgKqAR0NjeJGvcwlwLszmcfQUTfGY4YtbWsdpCgc0C+/wBmNE1yPjrfIHHl+x9MpcV1+N2g6lY3rUuOpICCVp0Gh9PxNB1pz2scdSpjlW2EnuDinuzpTOC2G28Oz5mD8tWZEyz3RyRGtOWJeM2xvplOLCotz+KkwJR3UClkIKvQg9Yy2kdGXQElvYi/x6eynX3DYHabqMhhPzISEPTl1GVFLxRxbiDOTwMNs9l/e7PmkxqNB3vqkRbW24S48twlSnXYjDSa9upI0oSD1Hht5JHFsbi0nMHkOHTmtNSzQ2rQ57QWEhDmq4dhGXxpzNkyn/8AJaw6Hx5jkVx22T4si62+CwktoZVGQlKw2lwpk/aCQUBLafuWCQr4ilOj1xcNfFHLJi6MIE5DIfxzodHE+CV8EYbpkUniMTn28evALSYubmcL5ly+ZebFKhycrxqaqbc4vcdjzjLW4tTsW5sk7imQtS1AgHcfkNNOgsk6H94nQqhOB7M0p+IxShzLUgytwcDyRMvxHrplvjpiqLxx7Clrx42i4RYsZl0JUmUZJb1CWlpB3NdyhBoKEUp69HrU+FAhK6j7iPdTE8utA1ulwwcOJTI9hGQorOU8rViHjfklquE9i3MJt1yiomvRm5P2rUqO73IbaalAMhDhQFUJAUqgHr1AfHqujIwLJpTtCfl7acc5bHw3r4etSUxHH4gVrKXW0f8Amvl1us9nfkvRCmPHt9ttQT3JEyZ+iGozwoFrU4QlIB9P6V6hwwlgEULVkc4BB1wTsArb5V/dlckQHzHNAFOHEnrma2YbZx1yxxN474Rhme2lLeNNW3GLIqawlt9htlplh6JBkhALkZ5C2QncoFK9pB1PR+5u7W5vHyscDOGgOHYA32YJQOCzvLewit5muFo4lzScFUlwHsOPWkTfyI+N91ih/knHoEmetAVJnWmCnvXS7toU282mJIR8GkslIUtP5lJG326FzOdcOIjHeGJAw1AHMDp0zojG19swyu1OgeQn+lMCvT4eul48Uc8sTLU1iWSIQu4sOgrCglTEdY2NR7cwlQKlyYxbAV77j0SZeO8Dw3hXjPggTD186gy2jDL4rS4O9oK5lc05VIswu1/nZAI7bf2dsjxu4y96NrQA0KNhAA7ppSnsB/fohtW5SlvhBAwn19i03PZx6i9wJPu7ev4V/WckiWln7u8RxLbDgi9skJUhugWHtytCrbX4aVBrUU6MzSN0kknHjyqHo0uGjIe/t6deFNr8d7HJyHhJeYsW9MS1TIymFpbYQ+4lUajbJ7xO8h9aEIUs1A3aknqO+KB00UOsGVzBmMTx9pqPb3MsUE8+k6WyHI5cPd7FojcWdxvH7fbWbK7EizL2wTLQ0+he2cyopKH00Qtt1aFGo9qU6GblaDUXpg3Ps4UY23cXzMY17lc4/jj66r+1OyrNkN/ebfUjvCVKDgJ+SHUEKUn3BDgp6aio6GyK6Fg45Ucage95PdJWpJbctcQkB0hS0oSDvSKk6EgihqkAVO416iSNdUgFpGIJWozlN/mSo7pacS3XeUFKQKfEgJUaaKSr69M6nNGJrQKuAaoCjrVHov0ll4JXKKz3wEE0KSSpIUCFBOhUr/2evTLS5zkqU4sjCcffXv574Wb5V4Mz7lfGMcF/5p8acXZ5q4ZkouLNtn2HMeL8hxvkqBf4CXyi33Z+FAxq4xXIchSQuLcHFtKDraa13zd5cl8z7JL5dMrWbReiS3vYyzX9RZXEMsMsII7zHhz45o3tXvRaXAhxoJuNpLulvLt8chjE8D2PIICtcEKkhEB75BwIXEYUpzzRw3jHzxy7JeauKbXkOKX3CMNw3KfJv/zL495A4/RZMOysOM8N83rayOwRrk7hqXJqMby2TFbkQ4saJDvTTjkZh13rgf2Bu/NMnki38iedHWzvMW0uks7e5ZcxXJvIbYhrHSeE5xjlawsDo3gODS3AEkBHkDcr2y2hlpuxtn3MbnxtfFNFKyWOPSj1Y55a9ge0ODgC5uh+IBSvOWuMb5g/8bcHEuRYbdg5RwvyXkchLshWLhHyzCcsiJwO73uz3eC+u1XDGoL+PwZ0F6rgXCnIW0QFGlstrSfa/ulC5yBp2+W3cFXvECaMDDHHUTkVwPKu/N3OzvftrdbYVN23c7e6iw/SA6CYnsVqLwcowq7v4k80yK7eTPEGa5NFbftH+z8q8ao+UTG1LF4udpw6ZkVmxiUy8hxi4IiY6yUOJKS32dgWCVUPOfuttsdtdXLj/suuY7oNPytLiGkji0qp6HKr99tbhjrG2ljwdomgcQq6mq7HmC1OmKGtqzC8Uh2aZPXiqBh024ypl0cXZIsBMKVLlrQuW9Ogvsqiz2ri4whTyFhPcUhJqCBSubHfX1zeOmnlfJciMAPeS9xa35QXOJLgBgFJwq+3Vpt9vbeHDDGyAvLnNY0Mbrd8z0aAA9xxc5FJzrxcrYznk/GZtoyDDeKrnYbt92HL2lnI7NfnWJDKm5SLlGhyLhCRHfbUopbQkp3Gop1cbq9Ig03NuwtPEFCe0cKD29tbST6rWeTUMNLmgj1HBepNKD5WyLF+J7/gGGYBIxHHMquuUWjA7Fc4NqSYmN2zOLxBtdw7U7JSYNtTDTLXMDv27gjyAHVDcaGs3W4MklFvGxXAKdTlAAx9pwSj0Vi22idLc6UOADWoXHlhw/q50znyBY4atnFd84xxjIMUn2LiWLasXynizjrIbXeLyiFLDkqZKye6IuEqdBzXIHg7OlLkt/dyHZS3hu9tbvE2SD6iQnQC1Q0FHpmQ/IkHNPwpvazcCdwkaVeHd96BMMGhgxDUyVMBSIOd7DxPh8235jxBk0nE8byy/u4dl/GT+QRMpybGXbPbGnV3i6ZE0htNwdJkssyBIZjyI7mxO5SapAC9itdxaxk8JMDXB7PEB7pOAIPHBUdj0pm4soWSDx3NchQlqBCBmADgeYKpRpcT5piFoxSy2TIHMjuFptlrahWS0YXPhca4hHjbC4tu4WPFYqLreJctS1uS3Hbk2qStxS9tD0dsfNEllELAxMZGzBugBE9a4k4l2ZNIfsdq0+LG5xBxOoqexMEHLglLk/mUt1iuXiRgNzsrcWNb7P5CWR2DZoUZqMzb2Lpg2VJWhtkAOqX2oxUlxSnHHKHuKUQKWLyBduk81PuHvKywFpU83tDQTyXlVW+4rQ/y3FGxoHh3GrDpG5cOysR/A7yVfeJORrNhv3UlOL8wNX1/srcKYLeXY84hUd0DbRtyVb3kMOlWoCkGpCdOt7FvrneaZbLH6WZugctTAR70OPSuI73tLX7Eyc//AGmB+tV/S7PD1hP4VtAczXBMpNxnxQ6hb9rmPBxFVK3FpIWlQHoppQKD+KT11C3xjjX9LzXO5m/75HFi+wUpizZTkS4yG03OW0WlyUpCJBUoASVoO2vsmnoej7WgUF1EkOUqg+FEpxNbLzdZ8e8vtSp8eHNjpMh1BcYStKU7wSfzlIWQNDT+3TL40kBaMF9VP+KTbuUocvdhRb+TvI9owHie3XW3QUNTXjGjPLimjrhO0lpAUEbHXNtAToKGhHSbeR4nkDgXBMFyw9MqbuZmfTwtJRziNR9MsaUXYspay7lNq6OtSYsR1TDs1p3RxC171hx1xQrRAoU1qUmoOlOiELBNciaQYBwPsyqHfRiPbnGIkyOwXpxRMPXVbZhk17vHlVhkSwMymmbQ6oyW3W1qbVCS8j0YUEoUHiig2kEpUVj16MbluMj4/CYC2IxuJXI/x/Oq1tVsx8ut6OmD2hoGeePq5HnhWw1hvEc3PMMXfl3m4RFSGrc+tm3NtNNrjxWQFNyG3Vj4rVrQ6AH0PVSiufAe0gKTlVxk29lxHIQ4hrfwxSsO1il3i47Ht/3jzdtgsTo0VC5DjxZjmQtKnWWnFEtNhoCgRoB7AdZNMHTF7j3iacgiDImgNwDQAeXtpRv8luGf7c4lfNnuE+RdboXIzUZuSH3pv3JP24abZo4gLcIAGqfl9U9MXTTcWzmsB1lQFohZFkDwP0A4+0ULXjLx1hPiFxVE5Y5LS01lGRfZpLRaBlMLnACBAYQDudcU64ARqTu1Gp6r1tbOjH00fecPmcPTJcuJote3fjH6xwPhojWlFHBep/CmYQLc9eMJGZCM1Adv8RM0W8ugOR0vtpWlstJASh1TZ3FACUBQI1PU4P0/tKUFDXgatWStWgr5Mxfc/Gn3Fp1lttan3EL2EdmP+uQs/wCSXAj61I6e8NQtPxAtaG8SE9tM98pYczlHw04wmYxeF2yMxIwedMmMr2vqibmGVw2dTteeUaKr6AGvT8gDzKTgHRtcPUmX4UMuWF1pbaCUZIWn1qEPMLwoP8+ySXjXL3EnGLq0rxa6WJuDe3W1LLrFtmKaRcGyUJcWiQ9HUvWhJB6E2MbNEspxcCvsoheNLriCAORjmlpHEqowPBKKviTyDl8t+L9ryJTsU5zgN55N4H5WtikxixYeWfHrJZ2AZBYWmojhRFadxmDY7swoEb2Lq0sUqR15539ku27xdbefkDy5vVrzqaR7SO0V6Z8oXI3DZbS6PzCFjT/xNGk48VTPrSe/F7mPJnOf+ZeVbeuTec7tyL3h1tipQqbKi2hy6M23I4jFpW4wmZLmNpB7W9CgNh3DTqLs+3fWMN9NJ4YIIBGGRTE9AinnR+83GBt6+zI1FqADlpxHrXtomfIGw89cm2GG6zj9rw54oRePvWm4t5l3b9xdbQxcTiblytN3+wtSiVrguKTuUApalIqFLk21k9wGNuGOaDiocCU4YYY8xhUoTzXMOkAsdzJwy9Ex7aTFzlgvIUeY9jV5yy43SG2+62ly75gEXKWy2/SRHu1kxqQ9bGm3HFUTDaaUlhA2qSpXRO3t7azfhG3xEzDVXki4r76HXe37iQgkBjzxccuSfAVFcYx23YrLbuDucfsikw1QpcmO3MtiYzUxkx5rEBuSyyJDLTaUpQCCsFAqE9PfUg4GIHFcUxTnUI2srMiQ48R+FGb42c8owrkfGsZwXkqJyNaM3mps+fYCmWiE1EjPmMyzlNlsS3JMiDdbK7IUpckhKZLNUqJJQkDd2EU1o6SSMRPbixwx1H+lxGa8OIONN21xdW9wCpkt3EBwOYGWpvVvvCijV5ixxNgkN3BLqe1NRL3peUHTHlwJTrTzDTRQhTrSy2oblEUJJ9tKG2YzHHAAe2rHOrAf6fy5UPWcSo9ixObNkvlCnsbE2ZFeLba32XSlxh6UQsuJYfBR/wDhN+w9OiG3tfLOGtxK/Dh20GvXNFu5xyypT/guxPzX+ROw5FBjrkM2vC+aL9A2R0PJL9tx1uxx3llKlfblFwv4YS+iq21qASDXrpt6Ws8tujODnTRg9mLvgFqiRuXeRJH8rWOI7FT1Uafn35V/7jyPJuLuMchgSMPFiiscsZTbm27kze7/AI61bLjccWt0xkGOuz4HPtrLV0fbCjJui0RmjsbdUqw+SvKf02neb9pFzj4TSMWghC8jMKDgD20J8y+ZvEiOyWZWAOHiuHEkkiMH4noaMbBc7s/if418N4/lGP3BrJJPGuO3N1bjC3ZFwk5Bbxe0yGrjsDBakOXTc463VHdKhX46dGaxwZqwzPp29K5Hf3UP1BahfK95Rowb2rwAATT060AOecych8u5/ZHTLfes/wC4syo2JQXlS4cSMXVJD12WAn7naNUhVfXQE06CSfUvuWsGpC9SOnXp0oixlo6EuempowOSO6DgeuaUWltiBuO0H2DDQmEv9FaQ2pVEhW8pSAlIFKj0oBUgHo004YUoRN044441O+LuFcYvnNfEU265U0mROye1XGRBskhKZ5tMN9uVL+6mrHYZhLQ2O4j/ACoCCD1L8FUkLhq05DNOPZ2VHluPB1SMjd3Tm75VyGGZ9VPi8rsuckzBEt7bbzUzH40G1PqWO4y0luhkMIoQVHaAD76n21fs+7blpwV+NA5WnWI5MkOXPL861lPPWy2zk7gyTx7kqFQrxZ7vebuqYltxTVtf7jn27zIBIHfKUqO3QnXUdavP3IDG9Fx94SiW1mS2vTcxInhtb2jDMdOFa0GUZhkGONwcHjTCzZLQyI6kw6tJlPNrIW+tYpq5tqR+PVTuJpIx9MP9sNHrq8wW0bpXXLws5JX+edXn4/ZkqTfo8F2U2hToUlUV1RAK9wU0psmoK0E6f36rW4Ruc4Y5lU5YemNWGxeGNACa1Tr2+nxpyHGuQWPF4cnLskfbatlmtxefQ+e2XpLSSttlgkV7ikipBSTSpPVA3Tb7i7e22tf9+RyAoqL6JV9269itonSSn9to5ovSghvHmXeLx5K4lyi+043h+I3C5xYNnTXsPxLpZbnj78hxjcUBKI1xKh6Cqd3XQofIlrB5bm2lpBvp2tJeQFDmkPAB7RiPVVKm84vn8wQ3hQWEJcAOB1NLCezHPotbwGQQTEvrsgNgoe3J3EAg7wKpVuG1QP1HXwI3OIiUvzY4CgcjAWENwOdURnnFliyzvyZUJhDpCjvbaSddhB3IpRen+vp1rYfOfmvyneibZbuWNrXAopTNefBMDwqJNbxyN1ZSJ6kHuPxoPcx8b2PtnnbL+i4Nw3MJ29ypqkqaNSdlNBTr279sP84N+2eSPbPNrRPZKFMpUjmGvHeC8lwwwoDc7RHIrmfMOIw9ZFCZkeEZjjslxmRFkusIqC6yhwpUFGgBCalIKh/7Ovevln79fbvzdYNurG+bbPcBqZI4ICi/MPcqUH/tdwx5BZqHDgfZRJeM/Glxu15ZvE1hwMRlpWhKkKAK06gVIB/GtPXr5o/5VfeJ/mvzo7y7tMz3bPbOOog/OeATJoVXcVwxNWWxsxFC3V/uZn8uqU/bieGuHYWi4naENJCUkbaUSAKH1offrh/lyT/pzIcgPjRlH+GGvGBQern07K9V7H309KSohIWNKaevy/19NOp0kofL1LqkD5SDWXVOtuOWp1zutB1Laya0T+UEnT03D69T33TLWHAgycOKfxrTnBoU0rznDyNU1kUm2oU6IoU42078thbZBLzvuAko+KT9SehMEnhONxdOLTimC8OXD8zUZ0L5kc0kEnDp20rrO80uXKOaNxFuKZiKWmOzHaUVIiQ0rJ9gQXFnUmmtT9ehzRJM83sp7z3IwHJoyAA6DPmaJANjbpACN5DEnnU25I8osS8ZcCNotMuI3d1Q1Fawui21lsmiUg71Pq1qVetPSnXYftp9rN4+4e6Q7XtcT3WxeA5wB4nvPccgOpw4Cg0xdJIZZHBoTE8AB/CtdTyB5zv/ADJdrlkN8mOyGG1yXLfHddUogO7qvOAkhTy60BP5R19hvth9s9o+2PlobbZI+7eweK9MSmTRyAOPU51WLi9E7hHEB4IkXDicl/nQjYHJKZUmSaEvOlaSdANSnak+hCh/7uugbTiXyHi6svmhulreAq9JJD0WqtaN/FX5SUrG4bk11on/AIdWSZodCpxwqBGNLyQfmxPLlnVP3BSk32O3RJSpwAkA1G0fGhBpRA6r0n/2hvbT7Wksdqz51elonPQVsphvALCUKUG169xSU0bOpBBAr6dWS3ncyQMYUHH8qgzta+Mh4UBaab4E+MOb+VWfW+CWpETC7a+0u+Xcgo+9DTgJt0YlJS7UAgn0Arr1yP71ffyz+2Oz/wBrtXCfzhct0xtzELXAo9yHF/8AS3MDE1uy2Vs72zTNP0yK0Epq4f8Ah58+ytqed4xYtwph1tj4haWI8qHGaC32mkBzY20ErC1UJKqp+WpNdR18fvuhvG67xuR3ve5nTbhO8uKnBoOOXP3DhV/s7bS1ERoGAGXUDonCru8fs6S4BYrm+kLOjKVq0bcBCSn5Gh3aEj6dVPytvmmU2tw7uuyVc+HpyqWWs1jlwHCqY89vHlzPsROS49GT+72bdcIa2kalbaCt6MQn5FMhAIH0NOh3nvYZIU3CzjLogFICYj9TR7yOoAqVbzshJB+R3rQ8zy7eS0mTBsiuGNXaFPhPPQ7taJiVJSpWxxqSw8A60sKAIAWkpVX1rXrhl62WCdt3AUkY4Pa5MiMWn+HqosmBackQ0ame4FZ/Im/8HZ9AaYTcbbmtjbubSgCUoclMm62p8Gg2peaDzG4bddPXr6lf4X/eO1uL2Ly/fPa1t1ihPdZctBUdFJUYYtc08K535l20stprdgJXFpA5pw6jA8FxrC/ze2yZnlm4m4osk16MuzJcyCSGW0PsIVDjpZYakxd6FamhSoFKkkVHX0DvY33FuyMEte6QvKchgh9dB/Fjt7/QgJiha3Hm7H8K1qsUXnGBcsYFY8hlTbnEXdoMSLElSJDsN5hUwaByTWRHCF0ohRUmpp6HpezwTx3scM66XORc/wCZ7aibpJEIXyQka1UgE5HDGtlC4lyVeuN0q7SVSWmklKihXaDaG0uUSo1WUAVqKUFKadWq9bpeg4aqHw/tMIPFPfV+Z/abfANtjlSXS9sSoIdgSQgEb0ulsobebU+fYHbWtKdV9zu8NOVE426B2nnVXXJMeDkMVYdSWG4qg6vbUdtSBpRKz29+3UU9umzqcQAEJFY4YYpn6qofnHOr7bbhir1psbMm0tX+2CXdAvezEjSHGmWnO22CXCFK/KSAPxp0VtLNvgukcTrc0gjJP50A3GaVj42Nb3GuB1cMTVQeUuOWm557YbtLjp+8ctQqtQH6hLSaIGypCqo19KgdBoyTbtbycfwo69BdOKfMwfGhhxWy26dPvkSa4YbSJCmyVEEOEIWaVqNiSgAg+o16nWkiFwOIpu5BLGluB9OdOX8YOPb3h3g/kuN8ZWC7Zln3JruSt4xjOLRTcb5kN4uq1RI7cVC1ttIbbQdzsh5xqLHbTvcWhIr09vt9t+07d9fuc0NptNnaOfJLI5GMLyUU4lznuIDGMDnuKNa0mhNnOLa1nuWte+Se5axrWtLnvARoa1jVLnFMgOIyzq8PEb+HPI7RjNhvHkZmxtV4Lce4ucbcSTLdLVBU44iNLtuS8p3mO7av3mC+XHXmrRCcCQ0pCJCyUqPj2/8A8lLhkX0PkHazcRHSReXv7bCPEMb9EAILSxC/TMXOcwAhjSUozcC5v3CT/wCzMGIYNEkh7xBD3k+DES3HS0TuacC5VAbDYfCHxpxaJGZjeP8AjWXLji7OSJ2Y5zf8ou81UZCBY0gX0N2xl+7oCkvEJQ1EUQVb0kkc+3n7tfdzcGte66fnOXstbv6fUAQYGMZ4LY2mQKCS8+EU1FwpP0Nrp0SQunadS+JcSHAYtADRGwLxKYYKoqZ3Xwg8Ic9gOY5nXjRw5+2y4iAq3zsVgJZdQ+0FPW9m52xTDTlyYK1I0UlKlpqk+nR7yz5kup9xEO5eYd52+4OhzD9Y/Q/U1SxsoJidOwnS5hABIOnUKeZtHl24cI7q3YwYEK+XA8g5kg7w9hoPMp/h48T8bujN88asj5N8er9bnu9bYEW+y+QOOUFPzSwrDMvmTZ9vYcdHzVb7hGKE/kFdBez94948s3TYheybzCC7xTexxslLUGgRzwNjeXA6gXSskacFbgVgT7DaxEs2y6umNGIExFxGoywcRK0Lg4iQkjgTS+vNmLy14yWGHkPLeLqyK1vLYtVq5NxJiRfMFmzl1RFtUl15tmdhd3mJJLcaeltTqztaedPXZfKH3O8refUtNrlMG8BhcbSUt8cAZlmlGTtGbnR94DFzG0iRz7ctNyz/AKgjAtKseRmGPKEFMdDwHAEYHOk051aMdzW1vc2caT3sWz6K2td0aYIBuCkD/wDdd/t61ID7KabQugUn29+rQ5sgn8N+Idk7gR6ZcjWnG2dH9bbgsuG/O3iD8MeKYEUyHxU5lyd7iJmXPhxY89mNVTbalutlZSpMpKVbSNiyCU+gqerlbRtNq0vB1huP5fxocHud33JqcfZ07PhXp5k5sOScfXnDZ0YffXBDyksIbL6He8wWkM7FV+ayADoAkDQjqG6UMkEnyjlmtTkkdEYkBL0xyAAxHvpUXjwu/cYc2Y7jN5sjkkKu9pGOz2Sgi23uVdGG230oSFLdQ0tSCVK9gRSh63s8JdfQtao/cCHtOI9lObmIvoJXTAOd4ZDhy7uBHp1rcI8j8lu//kvbLFeGYZmz02+E59uyS5PnxGG3i8G1ntsNlbdTr6GnUWC3gZfXEtsvh6iMTzPCnLmW6dYW1rdEGQNBwwJ0tHqyrXW505SvOOZTc8WyVTBxp9t4KQ7MKXoclxlLa0tO1RvSC4fgDSpoPr1j4HK2VgKg4EYlfwoY65lildG/5SPl4Y8R+POlz4dwDgmR8kyL5EejbjJN1jxmGgWWQ44tSQ6AFbVugbTQ1HrXrP3dJUoeK86h6CXAtKBeA4chyFSXmPHIVkkPMQEobTCiqSpttChvc+CVK3qIASjbQDSv1r0S2yJzZA9VVKkSnVChzBShSv8AJYiWxLkthchBkp7KUmu8qFClSAASAk1VU0HufXo/LI1jFcFqA1up+CVsafxXJtuZcF37HL08mMvusRI8dLDD5Tb5cMLRKcQ6hxO0F/YkfpsL2rKlhaQOhW73BY+GWId5p94RKjbREyV91bTEISSOKgrw7aw+GcVS4vkibJkVyhNY+xcFyrNHiOJbauBdlutJksKcV3JO6OgpKSkJ3HcPUnqRebhHPauliadRReh/n7albBtDvrhHcOAjjYS0A5kfghxponIvgu9mGNOZFiUpqBOhRJq4qhGQUzIjjCnDDfKNqR3XEhQNDtV6ep6rTd4t3SNt7gkOJwPJfwq1z7fOGuntWq1oOB4py6/Gk8XW1yrJcrja5SSiXbJjsGUgGoS7GWW3E/WqTUUJ/wDDo0bYtUOzFCY7lsjWyNCNONYKe66mG8ipP6ZKQqpKUnVQNDtUU/4+56gTW/sqdFcB2PFD6H4iqZW0FyKvqTtMhJbURUqBWk+utdAQqnr6DXpTLZB0/GmH3CNUYn0zpi/i7FgzZGSWq6NNyrPfLBNsl1iObtkm1Xu2ybTcY1UmrXehy1oSqh2kgjXplznxsMkZSVr2kdCCoNOxFjnhkgDmOheHA4ghw0kHmCCRVkW/NM84lu8Ow2fkS58ijF8FhcTysg5st2J8i5jl/H8CTNn27H+R8hcsNneyyJB/cHWm++2kGOtSXEulbil8fd9j/tVb3b9y23afoN0klbN49rPcQyslaEb4bhIQ1gGAjQsQBqBgAEfbtrtNumElmXiQQtiVxDyIoyscRLhiyMYRtza0BoKBKTF/Irw7Z8m4tx7iviDCbBgEe93C9QrPimLuXBGKY8i24xdeTZuPYzDvM+7TsdxqZKgKcagfcmHEU6Go7bTaUISC3lo2PzHa7hLNPdyC5R0kxa6RwIbGrixrQ4tDvmQEp3lzrrGysEuzz2zQ1jTAEDRpGCvRFKAlvYFwQZI2/jdy3NJXlXw7ZMGs+W5ZeG8tg8iYzheJsyrpdpt5x+1Opyjs2mPVLsVzCnZQnOBBKWmEqVomoc+5uwy7ptcs9qwvlihljlQKkKatZAx/beFUZAmrL9u9+g2+9+ju5BHBO+OSNXBo8ZQ0MUlP3WFNPEgVvfWbIrR+1WzIbdKTOtF4gQ7nZ7jFfTLjz7dLjtzYcuO4hakOsvRlpqQfgqoICgR15x2+5ksyrgRKAh9XTqld6kSYdwgxnLsoc+VeeRfGZFlhyJc67R4yjEZbcWtqG448sJTIUmjZWtCCKfNX9ujE+8m5DYi4l2fZ29tZa2otiXtDQD0pY3BnHlh5X8z03bnC+2jGOOuBLKxyZm0nJL7Ax+zIvF6vDjPHWMpkz3kiRcr9c4KpK2EBTwiRCSk7wkyvKm2Xe7Xr3xsL4mP75BAHZqJA5eqtbq+8fG2KyjkluRH3Q1pcmo5kDLAHHhzolvJ/yE4betWQO8XX2yqttxlLumeZBjHHkeCzdEpln7W6quUe32kXuVOntFBnTSpCz8UrHp1at12HdZYmQxPhbGXEFpkBHQJl1KU7ttluMbNVy0sl4aj3ssQQuY4DOlr5ofHa64dNvNuy3MbPyDFjIZyNee2ywWvFrm9NDjs15Fsxpl6NisiAZLT4VKf3uspLjx3KCuoF55cvTaCa1AklaFRrwVAw7gOJXgcsCKizwTROdJMWhmJXl28M80qZ8FXq3TMMxS9sTGrpY7nBiuW0tOJltMTGFuQ5SY0hlbrM2IqQyvtPAkFsp1p1za8mfbXr7edrmzRlHAhCOOXrxqRbzNfA17SrHBR/AjMLlzFYHzZwtXKXjLZblJg3W441h3LVxvr6Icf7i0Dt8aZjao0bJpSqORi9cXki2FK0b5CFj5JqBcPIty5+6SPc3uuYxuZBafFjII6/hVS87Fn9rj1kBwkkIbnqSF64f6cD8awf8enDl1wjjjxu5LvUBbDI5As71tSjexcLlCzLH5Tk+awhdAuEy9EYIJG13bRHXXtlinffw7mWpbi7LcMCTqd8vQfq4LXId1nhdaPtGlXutWkck0tPe5FSgHDOtiXKHDcbepyS6Ky4LrsptClBcaVPQpD7Oz4lDanWyUbfijdRVDSvcoHkgLnqXtrkdyAyWQNKt0J7qXCzgKmu45FcQQJco7lH4AGS4VKqKEq3fXTQ9S/7kdZa4EYmo529pALXEd1uHq/Gj08drZfhgkuI1aW3kwUzGF3FxYQwlbinXWSKAqckllRJSP8ApihOpHU2K4ikax73EJgnE48aizMcwPhYFIUnkMM6gvkDcZf+0HY5gM3Z+OW0KtqQiQtx1qhC2g5uaKl+mlCQKEdTQ8NuAWgFOFCHOPh6049mXJaWzbLhcJHLuLsybOm1f96ylyKGlJafbWohxl5B2F1SdwFDqPbQdT3SO0OKJxX05VLDWS2aqqhE5Y5eumUSvHaxZBm+N5DYLPIRPtsKJdJn2LAcnuJmKS2VOzKqS5BjgH4kbiaBNKdRXXj32r2TFWlmHU8KF29nC+7Y5vdex6YDgv4UbPFNyyCyJy3EW3G7jFtURtEZxxxbR/U7m9t57fqgLqKGoBJrTToG3Q9oc5VB9BVojLtbo2JocCvqKL+fOhfh8/SMrt+UYizWJc7Nf51rLakltTLkaYpLqUP/AP8AQLUlVVE12+v16k3duILwFvy6UI6pUS2kkmte98mtV/0g5dnPlQw+UpVabLZb/kEFufbIjjjpcUht9pDyElxD6V7drgTrt9RVI2k9Rbw/tgsUJUiCN2lMCvIr6E0pzkzk618uZ3icm4yg3i2IyGnYFjXLBYeuDRT27jLiICkd1tQq2CDRVPcdRLW3fG0N0FSVJPp8adc65eC4tcFQAcmjPopz91HPw9yDkOYX1cT798Yxb2EIgW9Tpcely1thJekIFFIZSU/AKIKvU/Trb4tDMR+5q/jWMkfLM7UE7mR6calnMDZRGjCVFYTUO/8ATBWx2nUFtaAred74Jpp6VAr1toIZp65U+zVrahKqMfThRe2L/wD2d/HpHt9hl/byrbEjNNuJJqyqyXYNkpUdQ4gN0KjTUdS4mq6NyKx8LgP+UnPphUPcATYzw6tEkdyp9aInauFVIvjz7/KcMu6g7PftWPtqXJcUVPPyFR0lRccFXj8lGp9aa/h0Egge2OVSMX+nsqdNcNfPCQDrZH28PmPU0NXjxyRb+IP5NfJTxRzR1qHhfnrgOF+U/CS3oohWh/n/ABDGZeIcs4rZ3Xoock3nNbdj10cXGaWTJn2qI2o73G0nkX3J2lZ2biwFEDXn/S5EPQNcAvRx61137b7u5lubJUIeS3qRih7WHDq2hi538duQvHXyIzPIuOs4mcbRs9yeycicZ5/boUe6qxy63q2DEeQsVnWuUh613ePdbbKamsxnUpLrkZWxQWpNOfWd/NaRutCNTQVaeYOYIyPJeZ5iuo3dsy4mbuMTiHOCOT+ocV6+6iK8EuHchRlPktxR57c+W2z5pgmW8d3fhrkjL8p4/wCPbNlXHudW/J7RLiwX7+uBb7oiZmFviGJH77lxZ74QglpZ2kW3dy69gg2+IeDNA9zlxIcwhCnEISDyRTiad3Ld5/LlrHfSlstjcEBpRNLwmuMkfqzcA7BwJTJKs7yE8UvB/jywXm9Xzn3CMHlf+ebf7lNf8iOJITty4iejxkjDlYxabxblOZDdi87N/cGVIKlK2KCykVG383maNjnwMe6USFneDQCwr+61iAiUFHBuvRoBaQT3qE2fneOaVrDGC025JcGvcBLzVHIzgnvpPHLVv4Qy3jjGoHj3kOPcy3RF25fxrJMss0tyPh+HyYb6U4TfsmzS/wANlmwwbTAkx97jYlPXRTtWG3RuUkbY/wDy2fcnMv4xBahkTgqOGDu+Gc/EapcD/tpgVzsjLh26tM1jC7w3I0EggB2nvF5OHzLpAxKgJnV5eAXi3h3HvI0LKnnDk3I1+ujbmS5eY7lriWq1296Pe2sVwy3TmpLluxCEuEZD7z5XKuG5IeKPg2kpuUsndavcCnSMQXFQXHqmA5DKoTbWONjg46pQQruoOTegPr50cflVltok5Xj2M2xxKoQekTltwWkIBXcZbz8h90ghX2/bcJKFqCCRX83VZigcVcAiAKuHs7akXMwRrSQSSuHJPwpO3m15G43abXOxmyZDCRepyfsH24lxZdlwYbUVDYcuKUqK2oyUrA2UUKCier15X2KcPZcytVrgcE9QI5clNU3fd2jih8JrhmmGJVOPL04Ur3iPljNrBfc2uHHV6cxBzI8CRxdKvsFhuHkMfEJNxF0virZkBUH8XuGXuxAm5SIyfuX4ZLCFN1Kuur2O0Wro4xMNTon+In6S8ghSOIaPlBwBC1zq73GZr3SMJaHDThnpHDtJxNW3gTEJVquzF2vMnGWbXjt0btcK3sQlZBkmXyIsiFhWN49b30OQ46P3B0Se+sGNAgxZMyUpBbbC7fb/AFUjhFA0uleUXgAc3Ho0KQBmU4LVflMIa6eZwbC0LhmTwaBxLjmTkBgpIon/AB45rgcTY1L4+5JiX7k3jS7KgTJ0e2XdyVfcUvjG9uVf8CbyB52McfkQnVoetKXIrMyiJLSm319Xl+zxXMDdLh4zRiTk7tT3O4jpVJu2vneQ0BjtSgHgM9JTFePQ4HCmZ4/xxwvYW7NmWGXmPkFiyu0We9Y/corKoRuluuAVIiuyW5G2VAXCeQtl+M6A9HfaW2v8tTWbq3ZbSGAtDXjP8vV0pVh48pL5NWtSEOICcevAg16bun7m6SR323Gy9IAAJAbQpHyaSEqG9e2lKfTXqBpR2CItWGIhsICd5KmXE2HuZHl+FTLWmYXrJf7bc5qovcRFNqt6t8tmRJBR2GlJHyHor306kRt1O05Zn0601PcOia5ulVw7Ccjy7PbTreb8aVkth45vTUhy13CTAat8m3lHeS40pRRGKVp/KhxQFXBpTXpMBIL2ZtBoJIzFSqof5fxrVb81ctymPyrceG8cuCblKmXmWwtPZQZbb+4C4QX00SVxYzZK0kUKk0Hv1JuBIGsjjCukC4jFPyHOjm1xwyQm7lwjAGHBVzPXpQTeanhrwpxTxdhua2bmmLc+Rrwy7IyHAHIIburDaW0uCappsb2kpWfkfy6gV6H7jtVs22N14v74aTpRD+SHhxCUV2rebi6upYTbOFs1zQ2TUNLi7hzJHuOGVLB47du9vzTGpNljv3KUi4Ry5EioLjv2ylhLjpbSFGu0jWnyOmp6pNzJAxrTM4NOpB1JzaOZPuq77fa3N5diG1Y570JdpC6W8STkAqYk03DmOBkF14qYbflwMfhIeYRJsjq1NXqf9w0hz7p+MpYcQipoFGpWkH0p1ry7aSt3B0lxHoAJDNWB/wCJPcKI+aY4LbaYxDN4srsXgEHSRmCnDkcQcaWqbasXpNqLyAtUhUcErGqAmugrQAIrp1cdXeX/AFc+tc6Xu607ulcuHZX6R2axZDkP7loKUpOiijandSpSCa1H/sprTr87d60ywdhqzcOlQqItt+ECVEqVTeabSk02pApUhWuvVYmYwqqhfT04VGcHRyKBh7saiN3bhRltt6Jcc1JAqAAqikgDQHXUnoXMwPBBx50hEQtVc1qKXPGrBdVKbnQGHC4UkuhtKVmvuKUBWkge2g6kWm57ltTiyxnkja7MAlPZ+VMFpLlTECrZ4/xGz2Rllu3xG0BagrdsAKtvxA20FaCuvT8Uk93eG7uXukunnvOOZwT0FSomMDAUxVaOHHWftrE0EpKKtAj20I1Ovunrq22R+HYKiA1IA4cBUGu0/wC1ecXvJA3UVX6D2PrpT06HOmc2QlVK1vsoV+ZuUXIERcGNvcWtJDob3L7TW35KVtodxHT0AfduBfgwHDt/Ht9VMyB3igY6OA+PZSqufs5bkwkttRksTpaEl55QSl2PFAUEtNooFgvD5KP9upV45kkrLRgOYc4nnwHZxP5VJtmPjYC4g4nSOmRU0B925Dj8dWubf5LjTMpbThYLizuZQkK/VINKEgfmJ9Orr5Q8oXXnPzFbbPate6IvAcWjHEgYdVIGCnHCtTuayMMQazwxy4k9mfWlH8wckXrlfIp19uE19Vv7xVDYWtXZ7KKBL2zcSApKRQ+46+0f2s+2u1fbny3DYW0bBujmDxngIV/oHIDj1qkX24fUPLIv/s4PH9R5npyFD3lMxqNZnG96lOPAgVJrRQoV0oKa/wDh7ddEuJWtt3AccKhwRudKHOwQ+n8ah2KJW32kpoULqKEkhRChUkilAVD06RtwLIU5mpN4Q/U8cKIJcYptgdUolQQEVV/1KEDStNdPTStKdWzwj9MrlDtNC2yfvgBS3j2jlVGX6Wpu6NyFEhTRUEqoUiiSBQ0P5VJHVRunFjhJwFFYYhLG4AoTV38GYxcuW+Q8XxCyuqEm9T48NbgJJjsLcT9xINK1CWwUp/E9V7zb53sfJvlm78z3eVtESxv9UpUMHrOPqpoWLn6opHANDVc7k3p1OXrr9BLwb8e8Z4B4uxe1WuCxHuCoMVUhe1KllxTaS4+tdNwLpUak+nXyF3vzfuPnHzFceYt3kMt3NMXKSoAJyH8MAMKs1iwuDZn4DID+kJh0FHtldnZu9nIWjfvQQSUhWpSdtQPUdDPMdv8AWWrJMCi9eztow1paBpwd+NAbdbRNwjLW7g2pbbCnw5QJoj8/yVodFjaAB6H164pM2ezu9SaXA4J0NK0hDiR20c+PTIWcYilDux9MiIWngaOK39vaF0JNDT/TrtG2zQ+YNmMJ70rRj28+eVMEFj0cUBCH050inzJ8crnxxmEnOsZgu/slzeWq6x47alCNJUrWWBQ0bdSdaf5dcI80bI3a53tT/pHPXj3Sc+wE+wmi1rc6w2OTCduB6jgV44Vh/FzPBbMotdrmyiqDOu9pkN9xdG410gTWVMvKUoHapaQUEigINCeo/wBsfNVx5H8/WF/G7w4DeQuzRocJAhwyBaXNK5g45Ct7hatubZ4dm1p/l8DVK/zOZbfLD5Jov1mjzXU/7LtS7PJiPuNIWldF3SE4lNWHEpUUHUKJSrSnr1+iHyNu+1+cNsklge17ICA4BCRq7zXLwBB7QmNcV3ozWU5umd10h0rwJaMR28fhSsEZZj2YZNxg/cLcf90G52Ve1WxsJUl0OyVITtG0gD6Cnqerxb2MMT8ASGuGlxzH8fwoR9TK/FxCYAgZKoOHbxp0Ui6z3ckwd5tQIhppEQkoQhKNWtm81UFloep+lfToVfOJcUP9VFWFrtSgfMPfV0ZXfbpcpMISHi8UlkAOPQnCkoFUlwbG1kqArUaCmmnQB6axwwoi0YEvcpBOPxqt8slPMRb3NWFBxizvhlXbYWoKcG1QqyUqSv619f79Px4PamSitOPiW7wMVBHuqH+LUn/zq4+yvG7sgOXKw3+bGbW+0C8Y7Kg5CfShe4p7S9E1OlPr1YNwIaRKwFrHgtI4agnxzqv2MbRbmzJJaw6gpUoTz6H3VlvIbA32bfZsikobC7YkRXFuJG5xlhAQtRH5khKq1/EjXqoxk4xt4Ek+nSjjA9fHdi0jT2Y50G3F3H2RclZ7aeO8JsMvIs05Ivv7JjVtjqCO/PdQuQ/PuUspU3asdssNK5c+asduPFaUo1O1KoW673tHljabrzDv8wt9mtYi+V+ZzRrI2r35ZHEMiYMXPIyAJGtznbawiQNL5NTWtY1NUj3FGRtXAFxXE91jdT3d1prch8XfHqy+PHFmL4MzNZvV5t9liQcmyVEdLCb1c2XUSpBsp0lW3GWZQKY0ckLeQA4/uWqg8BfcP7lb/wDdnfBuG9D6Ty1C8fS7e1yxwhju5NI8IZbpzQC97u60q2MNaAsfbrNthA2GRwfP3i9wJLVcdRbGSAfDBwUoXpqcACGgy4zTMu2MsQIj8y4MLkPvKjxm0IRHUArc66D9zKcG3TfRDY0A16t1nt1luPl6O22m3fcbtCXOe6OJrQ1rjm93zyuyDS7utxAGSnmaZYAyFpdM0klAPl6nM9FwHCoi/PDZKVLAIPy1Hr9BT6e/XL724Nu8xvcjgcfTplUIzchXbGnx31Bp19ttolKHFL2lICjQuKSdFJRX+o9uiu0XVpfPbBdSsitlDXuciBcNRBwIGZ48sa14oOaBvGu++fbW5ZTHuEW5toQikqItXZWNtfVdauAaHX26I+bbS22jvW93BdxtYO+wq31lSCeaHtpchayQtjcJG8xx9vKqvySFjWX2G94tlNjteU4xk1ukWjIsYvUBm7WK+WuShTcmDdra+hxmVHdQo09FoV8kKSoA9czg3GT6ll5t/wBR9bG8Pjfb+IXxvacHsdGC5rhwIIx6YUl2hzXRSta+F4RzTi1w5EfAghzShaQQtal/8k38bOYeJ8S+cy8BTbxfPGWe+f8AclllfczMt4MduMkJZt+UTXFd7J+MHnnQ1b72usm2kojzyobJB+gH2G+9G3eep4vJXn2IWnnotPgSyxugi3LSFOkPaxsV8gV8Te5cIXQgOWOqRvNjcba83THuftpIaHr34iTgyZMHA5MmwDijZA15Gr2eOEZbXEUJtSlJfMVhUhLaVdn9TUKISoqoEioroTTr0dfQC0kfE3BOHLpUq0mEsEb+Y49M6wvKWMynZsG5W9wsOKlxwFhVVOJSFACgITsrrrSv49VmQjM5LVgjLQwPapciZ5cqrjijFDkHPWOSLhPjITYr5ZLrJUUBUyWuHNYf7aUEHtpq2EGlSoU+lejNhJHZxsu9OpzSSB1OGJ5BVoRuHiXBdbtdpEiBxzwwXDmch21sP81ZSnNLVjkaEva1a5qpc4tKDqe1KbbjLS24rcEOIZUo1FSTrToLaSND3sT5nH3UWvEldE+NVa059U/LKtdn+V23Y1jN5xN7HZYN1k3OVHlM29xwpMVdrDiJFycKlJ+4S80lKPRyu6unRczP/tQdp0yCRMOIIOfryodFbtdubTq1xmIkrkoIRKHvwsxTL71crtkDWH5Fd7BamSq53tqHMXbWloZ3dpuW2kIddZBqsIKtgNVUHUZkUzovFc1xaqLwJ6dlJvXQNu/DYWggBQP0jgqBAvLlUa59uN9nZhfmI+IZEizRO01LvLdqnv29IKu+aXBtgx1JQFJ3pqdg1P16sFpY3EcAmEb/AAtKk6Th7sutDTc2xcY/Fj8VU06gpqhLfi68gucC0tS2El9CpSnHAHmgy02QUjUFe8OAAip19OtXJjbF4kq6FGWZX3UwXSF/hxoJCoBOQ48KYVwJkznB90itSry4zEQ1A+6ajOLaT2n3We2ZLCTSTbHXy2gtqSGWikuL1BrXdyfIAJoAfCB9w9yjP4VI22Jhnd9QniloQjnz548efGioud3l+QXIca9Yhkirbf8AC1xpjd2ZeaiwXFT0SEsISXEOokhxUZPwSlDaw3uSpCdSxaXIfFrBVgch4ZhceeFGGxsjuWhXNlLS8DDEfKf5Gm78M+beRY1xzc8Sz60Jk5BjqplsYvESSym33FyOgoS4+lx0rYJABpVQ9QCfXqDdbXZzztni1tcD8qKD2cl5JRm2u72KB8ZLHxFqh2RaoxBH6vVnSjcrujN2yTJLuHEqF2vU+6KcSTs+4nSVyJHZJ17SXVnYPdNOrUJXFoLh3+NVkRCIaGklgyPMcKg0+alqK+tVT8SVApqSsCoqNVUV6emvSC4E8FNLCtOoYOFUvJmpXNAT8f8AuEbd1KhRWn8gTpRJ/NT6e/WBw9tJJKE0xbxhf3XO5skncqDDrUFKXCEKqd3+QI+voehErToen9Q/GiVu396NxxGg+uolmkqcM+yaCytYVLutviNuKNUpdlEtJNalZ7ZWCR/yg/2cuNLGeMflbHqTmAFT3VqHvJEM3PI7CSg+NVNzlCRcbZmWWxUNJt3Fac1yZ9TDaZMdowMBnYy4qRO03idAfku6VSgpSn0BPXB/PMRjtrKaY/vSOVT3cZC0hRwDSWg80U107y7IJp54YmjwmKOYRoIPaoDila3Hj23n3gBzhw35icU5WLxn/E+UR+QINxx2DKHBMC15dbbwblwtdMzWiFeszay7j28SLZejEENDcd/uRd5ZS8rrcm0MtLMT7iWy6mEPDCjdJGBLioJJRwwLdQBRMKphu/rZPpLNYW6m6HkHW17XYENBHdRQQSNUbiw5mti7+MbzswfzR405VxlHHUDhfJeJ87uT6uIoGSS8nteN8dchTLjf8TexK+XZiLeZeJ229OzILSpIU+0oNocUQtAHjfzr5eHl3cRLAXO2y61GIkYsc1C6JxHzaWkaHIFaCoUV6u8p787erIsmAG4W7WiTT8rwVHigINIc4HU1XaXOCFCKMHCcZtQyDLGrnFaYcbVcFiWptsLDCYxZjOMKCVLWWm5JUk6a6nqsWrYy4l2Wk1b5nftN045Cl+eMXhZzbfOWeaPKvFuVsQxfnt/M77x1x/x1z1xnF5X4Mv8AgGMt21iLl/8Atn92slyx/li1z2O/Y7gh1yKG695CSoq6vvkK7t3bY7bdwVrHyuOtvdJcqnUQCoTBEyUjGqz5hgn+sdPHc3NvE5gY4w94aNJaA5hc1WlSXFrgSUwPAnOZOZ/5KuNLc/i+Yv8AgTk0bMICWXXmOBszdx3F4sbN7pl8ewXqTDzsTb5Ht0m5dpKJba1ytndcJcV1fX2W1QW7LWEwT6Q0lz5gXHSSQoLQhU48UQZBKY237f7dvMBu3eYLyO5jerWNgAaCWhmpuuYPwYEBHVaBTmiw+THktbJ0Wf5H+Pk08hxsnhcucRcQeIN2wGysxJ1miY9eZo5gzjKLnKeyLKLFB+3hfZxlLZUr5BGiug19aeUNua3dPFB3NjtTGRyPQPBJb3GgNcwEqQUHGtjyrPtZfbv3CW42xrQ1gc1gc8OzGD3uaxp4YErgUyobxywRHDOM5xhl1sc6y2nFC6nB7Xc3Frk2S1znFP26K2VuvgqZWtW0k7ypRqa9cY3m5N/fm7chnkJ1kcXDM+mVH9uthaW4twghaTpHBreAHZwFYXnq3T87ynA+DsYmoTkuOeO+XypK7hcHmLDbc88lcrh4Vhci5xWKxy5Cw2ySX0yHkOOxWpVUpG9Vb15Btn/Qm50n/q9yiY3mWW/ekA6a3gH/AIelUjzzcx/ViEOAbbWEjncUfcnTH7Y2E9ARTXsJtuL3LD+HcThwP2tVoZi29hiEuOdqMKxu8QmfsnUNj7Zlu5WwthNEkoG5NAadehrTbnR2kETi3SHuOHAq5yD14+uuHzXX7sjj8wYAV66R7MhRMXfMod6VFNs7IYety47jLi2UvuLMRooLqGC6tvuqCgjdRThAUulerxahroweo61SroaZyqUCUW85RGenRGkvKYZnzwgEap2y3Sa6navdoRqB1PfYRP7yO9VQ47x7AEIw50fWCc4f7W4j/a4kT7S6OwtqGpMQfbQ5JCVSbip8/pytR3ADRS1EA6DqLO4RTtYERoHt9M6bL3yQOLABI73f6uuGXqoP2uT5OY5DcrTGlm5zYs1x+4tBKlF9xzVNXKIShRddG8eqRTadvR21ZMf3tKk8hmeVBJTC06CU08Sck4rUGvMaZG5iw+VPiIYWl1vuLbQkuNb3Eltv23bkmpJp9K69Sp3vjY5kgLXEZVMsdE2kRkFmI9dPI4htN/tWHTMsuNuE2FIgw34+91IkR4sRghLYW22W0hwauNA/FRBBBqOhU7myRshc4tl/CpFrE+1kmnDWui4Y+09Ki+GXNtuXkmSO9ptd+U6ZUNSkFUVpl11TD7Ka1JovaoVoR669QJHFjtDQoNTY2ho1DNPjj7KC+7wsQbzu+3SBsROn3OTNvRYbUje2+pRW8pnXbuA+Q0CiNPoXmy3DyBMVaPlJzSm2xRxN0xBCc+SnOqm8s59zzzDIuN4lZ37i/wDboQ+660I8dgNJAaVVKEtAuoFKeqgAaDXp6RmuErxP8acic1r9IBwCjty91IgyPEHuOMpWu9R20uune8y2kpQlYUN+7fuUuixqqmlenoZmyM0BdSUQma4t0DEDHkez1c6MnxIzJF8z64Q4a+222hhbOxQAbGzVPaKCSpR0TUVGvTNywNjVxCkr/GoBwka3QitOPEmr150yK6vOxoapCFtsSV6oFNqUq7RFEgFL4Bp/RNehMr3JgeNT7NgdIrhkMKPzwgbj3/xPzrFWxV6Bd8ijFtRBUQ8592kgUSAFKIIAoAepFjI4tjachI9vtC/jhUPcm6jeMAKlsb+1APyrw4932cpjw1PfFNkQggLO49tKm1JVQhSNpGpBrUdLiANu54GT/wAaiqRcj/8AJilF/wAufDmbX/hDDvJniOZOxrmvwj5ARyxjmV2ht5q+2njt+7W13I5drXJdLS3MBy2DbMgDJQvvR/vjtKSoGt73ZxXdrJFKAWIQerTg4c8sUBCpVk8u3z7O+bpJAemPJ4PcPMcR6xRu8JeSPGf8pPiZjnI1ph2nFuUE3FFm5HwZlpX2uDc04w1bZGQRrA8wVljAOQWZTVyx3e4FMszFQSVOQ1LV583PZ7zbLgxuBLGnuSEYPaeBP9Q49Udk6vQG1bxb3UCPIEid9ozYV+ZP6Tw/MVanLHBeOc14FZLTyDgeBZUmyNWsuWfkezWW847eoyYym2JbMm5Q7gLVco7SCx3glG0DtpU0tCHOnNuuR4Zt3glHK1CQ5pGaEYoeIXgtXnZNztrGdwu2CaxlaVBY2RDz0OBB5qMRmFBIpdOc+IfjjhF4fuOC+JeEW51+yy4YfvV7xSREirkKQl1yLbIeOS4sW0W9IW9CdfmOyVOrLingpAHVg1NDfDhE+ktPzOBQnNEbl2letWRj/KOgTPZZ+JqDi1kTmggfKoc5F/qIbpHAY0PF4gKvq7Eu4tWsW3Eyq1YvhOL25EXHrXIiLIemyXGu3Gu9zmMyCVzNz6nEhPyBJqPc36ZpAAZh6eugm67pJLqjtu5AcgAga05Bo4e6jQ4SbPHuDXLkTIE/tar7DfiWh7elIg483MLV0uEUyFEbLjLQmI0oUB2KO4jqn3Mv1N8YIySwEr1Pq9tA8IrYyy4NBBXp/GlW+TnlC9ar7yRlMQGTLZgXNNotZcQ0pN1dQym025qO065GYjp9XkFRSoqJNAa9WrZNgfcSMZnGXhzjybiqLmSmHAVT913YMD5WEd1pDQuZPBOQzNKpn8VHKLdkaHsiYu2WrmM3y+ZOwlM+ROzTt96+7pZT3pmNWmY6u3sIbSyXmGVOBNO0Ouy222xtiLYhp0hBxy68R/POuWSbjM6TXI1x1FUJxTgUy1EY9MBwNUbDkzOPC9OylIjPRHpLFtxZl9uXNu9xhKQyqenaFNxbCp9KQiU6avpoG21KrRsGSJxY4EEZ8v49OdTEjuYXeE4EOw6j8qt/94uuGxJTmROOSuT8utK1XiL8exx7Zp4C4eLRVkudi6z4KUuTqfrNMqDKjuW5S2Wxft0XhzEm/karh/8ASaUIYeTnDFwzaDpzJqozlt85YE+gicQ0/wD1HDAu6tBwbwJxyAq4cNyJdwxiEXwA40Sh1vYpCw2KlL4UCSQTX4ilUmpp1bNtvXOtGswVvtTP+FA7yLw7jUBgQMevGmReK2W2zI+FeRrFc7g8/cMJzyDNxZYfUUs2jLbMuXdoRc0O1OQWpTrZrtR3lJFKkEduoiuJRcRkEkISOYPsOH8a3BJM2ZrXBAQVBzTDH8KNSw25ybao7gcT3UFpwk1VvLjBUEHQgjWvpUn16Cv7hQ5UVY4CNvUH41enifm68a5GViFwtUyZEyCRJhsSo8NyW0pckBSGHwlNWkOOI2rWK/E0Og602TSodzGNKmjErCWfNpUhUTT28xTquS7g3Mxm2GSGrUmy26I7cpUd8PKjx20o+2ERSSKusEjuoGg+vWoTpJIzJNAiw6tIUgHiM/ThSLfIrw648z/k268xJv8Ae8KyCfIRAtF3siPu+8p8Bty5CO6oFuS5XcogKokVJ1A6kOfqka/vCRoQJkh99S7S7ktojalrXwHHScCE6jMdDlSUPI3ww5i/3vZ8kwp258iW66PO4ddzdfu5C24yJCEm+znFt/8A2Zb2m1hagolJqAPkR0MumSFHArrBB1HLq7pVj2sm5DrYtDJAhbpKDHtzPxzqDxsB498M0XCW9MhZXyyvuKaXIQ27CtinEuDsRhQmO7FVsU3s1B0Udeqi2Bv9xD7dgk8NWh7sgpC6RkG5ni7LGunB8VhsLvFl8F0qK0YPl6H9TgOWDc+a0HPJfON8ym5yrrdZy5kqUp10tBIaYjqcUV9uJHRRMdlClGgHxrrTo3dXbLZwOAenatUR8sszkiJDBhl8eQ6Ch3VfLiuc3eVOKS40tS0Ml1W5zcgpJSoneSltSjoPUdDjeyGQSZuBVOA7awWkbWFgJ1OzPHAr7F/nX6gt1SqZAdYCd4KVEgkfKopt+hJ/H1HXwBI8SItzCcaK51SUKaiK9KiSQW1tOLKT6lKVFR3q9KA/T6DqtyxuUqOY6pzqPOFQ8cqjV2cjyJJKdpoomgJNaapVupQGo06Gu0Rq4nD3rSGsOrS1FrttbCZT7YcBKUbVlRrWiTQKUa0KgP8A9oHX69MgCeRQpHZlSXsLXIUWiNwm3JlyI6QBtCmwfWid2tPw0GvqB0esLZr5QG5qPjT5PdAHEge2iclvJh20I3ABDZGg9fjT0/t106WRsNnoOCNp7pQ5ZldhHjS5JWUpbSrQkUKtSkbQNKEf36qk0up+huJpLiGjGg7yzI7Sq13WXOR3nkkkNUCjIklJUy2kqSKIRSqh9OrHZviiaGhNbggHVPRaiAueUUhPWicutJ15jy4XTJZrLjgAMt0vLQTRCRUqSBWlEHTX0H4dS7OxcZXXKHxCMV/q/LlRYFMSiAIP+HMntpLPmPzO9MvEbDrQ+ptEhwNye04TtiNLSFHYKAh3bShpQmvX0C/xU8issZZPNV6zVJA0eETwlfgD1LG6iOAw41AvpSYDIRhJ3U5NainouA6knhQ3tzHRboqVDb3EJJUAa7QKgk6n4DSmta9fQ23kc6FrTxFUhwjMhcEGPqquMykOLU1FTrVWo9KggDQ19fY9RbxU0czTzO6QRWXw9j/u46aUTsSCRqQT+Yj8Afw16KbUwGRoTCo9xixOdX24249CLaUpCAmm/wCW0Cm4kpHyNPb3J6tkrSWEAcKGRkB4J4VQucW5yIhTraFfKpUPUHcP8R6ihOoPVE3gGBhanZRqwefFLXZJ8MTRx/xRREr8ibXPntoUiKtuKw6oDYlbjqQvRQIICB6+tevG3+VO9vtfIbdpY9HSyNe5DiGgo3DtXHhRrwxJC+Vn6kbl7fVW/vg15K4trCHAWkxWW0AGlAhtCUgg+gp/evr183dvvS6VGu7mKJyolaOIYI0X8xRaQimVZWq/L4IqT6kj1KvetB6ddOQT7VjjgDU4FQoPE1QPK2FC4QFyW0J7iQVkgUNQapUKafKnXNPMO0PA+oahamKcKXgUAwNRzg7KXbNOVYpiwlsr7exZpXcdoUCfjRNP69K8mbqdvvxA/GNxQ9nPqaZkA0q7DH0WiF5M40tOc2CZBmRmJTE+KtsoWneDuSqgKqV3muhB066B5n8tRbhA6SNodHI3H2fjw61qN+oacQ9vEZ0g3mXg6+cKZuZttZeRa1ThJjPISpAaKV7kJCQKDYoAVOhHXk3zHst5tMpimBGl2BT5SCoPNOPTso3bzBwAJBcW+3gn8aKC68Jcb+YuI29Wftpbusi0IVar2h1tuTDv9mg/bSbP90UrMb9zioC2qA7lIoK6dfT7/Cr7uztvX7ZuL1FzbtbicNcaBAf6yPlH6go4YhYdi2rddydtG4hYJiNLjgjgcE645jlSN8q8SJmP+V1nw+xxGZcTHpVqmyH4zrKZCH5SiWGFOqR20KQ2n9RKAVKUoVA1p9To7iGe2NyNTQXBO1MSR7q5z5o8rv2DczZQua6NV44AHPsQYnjTHLzbJFo5Dslpd7anoKBHcQFR0IDzKR3A80sH9RpR26HaFA+uvVcvX/uYZaVobbt0sXiSq/CrYv8A9sqVHadO11I3jeq3KUlRRVVEJQFlsK9NTX+mnQF5JcCOXWiERJbjVYX+ZGeYyOO4hLrSLWv5FuOSfXVaGyFAlQHpoD1Kia58kY5uFblZogcW4d0n3Gl7eMvkPcOPPJhWDsw3WLFmM64xEraCg0iVEd0W+pJ2VdRXVVSTp1dZoGXVjIwA+K0amnq3P2hapMM7obiOZxPgEoQMcDhiOI5jPlTEPM2ZcINotqIkttm0XVqDcXSXQnttOn/ugtyu1LStpUdxA9dOqE5n77nRgq/AJxVMPb8auEZcNESqFy5nFF/LJaZt/Ex4oHj3A5nkrndoTFzXlixog8e26az2puIcQl9uT+49t9KDGu/JEtpEpaAN6bazHbUTuUOvE33589ReafMA8nbc7V5f2WVzpnhw0zXoGiQt4PbbNLoY8SspleBlUOBwvbk7iq27WuZB1UkTT/8AOnhRlVMTXFEkWm+vz2GiQ0sLQNpJTUqbKwSGXDQJ7yQPlSo+nXAZp4IykR1RIDhm1VRrsANY/UmHI1NLgOyvhOVSobD7ESQ4yJDZbcW2spUpJ9UKUkhSkLHqK06J2fnXddps5bLbJXwtmaWuIKEg5gnNDyGVZ4zmAhjnAEYphhUQmXV6o7igk7d4/wDxtRuoSSFf6jql3l/O5wMuDkX28T29aZMjkRBWLTeHVKSgPgFwpbAcWEIPcVtSVqVRKUgn1OiRr1Dh3Gd0gja8AvIbiQBiUCk4ADiTgBjwpPiO515ZWSyoDnZLrDrceQSporS+wt1lZQttK0bkONubSNyagg1FepkXmq88u7pBcyx215b2l02R1vIkkE3huR0bkOlzXgFocMFLXYgUh8zkI1AYpnxrI45cM8u2X5k43ytg0Xj+82myTuOrMePHUZtx5fYMZr/dVhybJG5icbzCy355ta7aX2WLnFW7sWtaEthX1G8qedfttv3lvb9x8oQgzzRa5GwPAjLHBRGY449VtcwHuTRa9Li1Q3vLS4bq6kupGMuoGWj2N8NvgF0sLwmtr3/7cjHofDDhrBcFciCpQ/Pam423CyK5QcxiX+33i1ZRj1/xKxrgyLTNKrfOsOT48qV9k9aLzb3loDbbj3daKiqi6dP7judlfRsfPtW4SQFwcweA6SSJ0ZBa8h51xuDgHMIC5EYVNE7X2oFy4zeI1zXtdFGFacNL2B2nS4ZaXEpiSHCkXcs+MuPeL2Q3XGMNYkL4lyhUjIeMA85IcfxuCpalXXj+ZLk1dmLxR91IgrWtbj1sU3u+TZJvG0+Z4/MEU8Ur3/3S3a0yBzHMc5j8GSlrgCCSCyQD5Xjk4VXhax2UrbWNTbqsaqO5/SV4sOBxUhDxoIuc8pxzDsMfvFwdDT7KfgN7aEtvlWxg0c/5QsbhWvuNelprk0YnACic7hFb6lRXDDmeQ/GlxeOWY3zNfLHBPsbnJZjzLs7Hc7ClbZEWNGekyUuME0U2p3/I6gAdWe2lc6J9kA02zIXlEzQKvMIT66A3MISOd2r6h87R7TklP45F5Hfxu/2vE2ldvuWNqS92lKV3HHZYZjrNalJIa/ABNTXToAyFrP3M3mjz3nxHRjIEe+lm/wAkuK2yRZcZyJM1mVJXc4iu2Nqm5bq2Xe/23Emo7DYJJNQUkVoSOiW1SmQPjcFaoOPMYUP3CN0ZjlacwQlN4/jFx2wWfwzx2+z7Pa0ouYyG+xVKBSty3KlyUOl0KKklVYzp/wDjCaq9uteYVN9axRK1IGEgZYq4H86kbAQbG4keFaZ3NxzOlAffV1cucmeMGD8NXK2Xe2WB9+fAuDcC3tQYrq35Fwjr3KCGmt4UtbtSRQk+poOh1pe7wdwFybh4t2uCqTkOABwNXHcdn2a02UxyW8Jc9pDUAUvI4OGK9VwrU+yHx45EyDKLldMHtioFrnXKZJsjbKy39nGdddWwhPYKkhKEV0GoOn49WxstvM8gvYpzBwHrwwrlEwkgjasbiGjgQvTOr+xfjBq2YRcsQz1ao3Iwtr0eHOlrU49cC+HEBCkOElxLZWUgEEKQK0HR6PabLc4QA0GLRpLmnIph0PxNBo9wktnO1Aicv1Na4oUXp+FVl4yz8/4XzPJbTdJfeamtLaQ5PYekMSYg7iYoS4l5lZcZZqEkqDRZGxQ0Febbht79kc+1Ja9gfmMFGQJ5FDlV4sbiPc5W3DAWTaSDxReHI44rRQw86yuZlEyBInPPsT3S/JDiijf92ruB4hIbDiAlQ2igSkGifTpiyk8Z4PE41OmLoUClFTOrPnNFgBAIooFQ13JASRUA+w1oPrXou5rgORpjUJu6Mx6L/Oo5cU9yI+tQUCkLrQAAjUjT22/XQEUNeo2NYgYCnEVRK0LTOqncW0yUKSTq4arT8toHxQVakj2p+PT7Q5Q7hUYIWkKFT0FMi8Y0gXaUVqoTEaSRr8tqCo1rooioqBoK/XqC8qyQDnRAD91nIN+NfWTRYrnJ9wSE9yU5cEGM0kjuLl7SllQ3KQkKQo76EglII6y/H/3PeckiCnpx9uVM26m9a0Z+LVdcnPWSB4980tzlrMibimXPwJa3G0RZF2uFnbxSw2tDKVoQt5yXdHn3yatBDYBqRrwT7t3AY+N4TRbMjUdXP1YnjgAnOupeRIC+N4xWZz+xA1F95J5VqZXKBy3eeCYeIX3MMxm8Q4vyVd7tlfHkdcRGNRmrVJtFvh5I5KdiKuj0Vm5uxYshhp5LLTDjfcOz4iw+WvNM95p8p3sq2elskQJGpzzqc6NfmyGpjSUwcAOFM7ttMFrcHerdmm6QMkQFNLUaHJkDiASAuIJrCcPc+Z54l+TEPkzj4IReMOtdnjZBjUlYi2zOOOswbRLn43ew2lTcm1yTtjNSFBX7XcGY0pugDiVQvNmw2W77dPttyCLddbHD5o3jFkjf+Ekgj9bNTTngd8ubtd7Zfx39uUmbg9p+WRjvmY5P6gmP6XI4ZVuJcCc5YDz3geK8rca3h6bbMrt6nRCufZYudokIeDV0x6/wm1AMX2xTgqM6kEpJT3EEoWnry/dWs+23z9vvgGXkZCgHuuBxa5vNrxiBmMjiK9G2l1bbjZsvbNXWrwv+ppyLXcAWnA9cciKMrDrUxMMl+yPGBcmll4FvtFKXO5vcZI/yUtxKaueortrTo5tBJfpgIa/PDpQ6/cI0bIAYSEqq+bcZvGUtszLtdmscZgJcbuyZSJT7kSWlbbBStpFQtUruBxuoUlAINQOid7NIW+JIwasdRPAr7cabtI4gNLAoVQRyoULZwhBivv3Wzcg26fZn3A7cFT5SWr2w8twh1hbCVKbQ3KCSlnaE6a/j0N+l1xGRhYGjMLj6xUtzyx3hvDtXDD0Wgx5xyHBcIumT5jlF0bsmDYRCnZTmE5Kw72bVa2kNx4kRKipU263F3txYkeii9KdQkDXqrOtbm+3OPbtuZrvp5AxjUw1O4k/0t+Zx4NBNSJbm2srR99eHTaQRl7zxQDIc3OKNaOLiBS2/GLkLJ+beRZfN7N0j8HZdzpzFabRJZmPvZK5bcL45xV+bPxjGxdatwJuVWxqBbIzawqPbZEp5aAFbEjv9ja2my7jY7NbJ9FtloWlyoXSykrI8gDvPcXOI491qnM8I3C6u90t7rcpSBcXlyHFoC6Y4wP22rwa3SAeGJQKge1xUzBsd+4wmzdrTLTl+uMmM+844ppTsGchUN/uLAbdjrmFJ3/nKq+vXXduYHstg/I6nH2HD+Fcz3KV5N0WKAAwAjtzFXhYF2eJIkoh2+LNk2ua/FcklbshppwTFoRJo0B344YCQElRQD69GrVrWR+G0/K4jhwJwoBdgyy6z8rmgj1jP20PVpuUB566V7RcTd7qA4PihaROk73ASVEpeIqKevt1Zmt0NC50BYCQnGu3Lpw/a4TKZqmEPLUhaUr2pSjalaipCTqafEAa1/DoJeaRO1+GBJqQGuMOnFfZXdw/xtZMacfvLDqn7zPjPPMofcCVPF5zehfbVVWxCnK0FSUaaddBtomwbdFPI1JXBXHkuQ9lVCZ/iTyRg91UHPDP1LWJy20X24cnWX78NqabLKApKg0sLS8j1ptWtvT09Uiv49V7cZ45XnwyT3KPbT4ls9moHVrp4OO8m2excGxrbMJ7v7YWiVVAMjt7XGnABuNVa+1QAanoP4JmuGzM4Nyo54oZaugfgS4j09tAnCzt3/wA1MQxtuSf267puUcgElSkuxlOtJ3DclVCDU+lB6V6dYwOOlwVyOI9iimdBbI0uJzaOmPp6q82XYG5jfJd0uS3EKg3W0x+6FpUAlaVSEqWkj4oJPx9PjoekamOYzT19BTzmuZI9pyBCc8aiHJmbWjF8cabtcaOqS+12ylaFOLIcbKFu9tFCrsk7h9R6n06XKjYVPzVuGQBxLeBHD8fRKRvz9ZL5eMukXKWw/cH5qVBpISUfbhNFIUGwkIZBR8d50V6+vQ1sj2OWI91uB7OdEXyNMhDea9Dz/lX98LbLc7ZzJdUqkFhlxplao9fmhKUlJSogpUUJVWoBG6tenpZWyRPIXMH807eVKc5jnsCKSx3wo2OcIjaENP7Come0pDmpKlLUoKKj6J3A6g6Gnr79RGsD150ph04jND8KZX/HviEWy4PnFt/cBJcvMti5uNhRU2FzYSUFDSD8UggakVB6dYwwxF2P+6CvLCo0jmzXLgc3wgJ+VYKPji0crTkhwoTEYdYQ0oKSArvOJS3Xd+ZdRpStOnopQ2zcxM3E++hukm5a7gGAduCVGMttMdb92hzrXAvVtmouFru9ludsTcrVe7Pc4si3XeyXdiY525lqu1rmPR5DdBuaeIFDQgTcnEplRKEHTkVUJ6duVa399y7J/wCH/n/M+LODjccw4gzXOeNfIeHgF/nxmLrdONL9i+ZYnmnAd2uK2ZLt1vAtktl3Hr9EIkwrvZbe6to75Q6qm5bJFfWT4HuQF2pmSh7Plz4FUI5ccKuuz7oW3DL44TsYWP5OaS04joijqT0raH4g5H438iOF8X5N44u0K9YnnNlZv+GXhENqAu7WO4sCS83dLbvci26+QHY70O7REECBeIclCwAmp47eWE1tIsQInB9/LsPA8Qa7FtG4MmQuI8NPWRzTpxFC7y/4v4VkC5ky8uScYlTLhFTNS2i8RGVPB0SUmdLjb1XQ9pvapG1UZputCoEkG7WS9MADTpAbioUKcCnrNGnPtdbXNCk8QQFTj6evGhvyviXFMPuVv/fZ8eJCtL7rot1nehsrmW1h1MR6Naoj7DDLLhBa2yHiUKKt6EnYEkDfx3xLo2YvK8/Tr2VNZPA4anlFxxpfPl55gwrBjU5UQ22wNlmPYLDjtvld6E1j0aAU2+FHeBWqNCbWhDq+2lLynCtZUSsJ6m7B5YdJPHrBLyri4hACeJHXtqpb5vwhDhGR4TSgxHewwPt5DCtdvNMyumbzJDlxekGBIekPPIddcbkyn5alFRfU2sANJNO37oSAVa9datrOG0b4cKlxRTxJRPUOyuYSzvmk8R2aqPzTnXZF5qyvHUSXIbNjfu8pkNSroqM+ZEl9plDDNzltNPIjrktMNioQUIedq6v5HonFM+NS3SXkdff6YnGoj7PxH6g54C5YexeHbwGArI8e2xbUK5c15wh+9T2+8cEYuqitubeLWvtP5ZLYO1MmJj01xDUFogR1znNxSsIX0QsIBFAd4uWhznahCDlqbgZSP1CMkBo+UvRVQ0I3C61XA2OyKSlDKmYDsmA8C5oLj+oN5KKwMaTcLrPlXKc69LmXCYu6XSQt0vuyZrzjjz0lx0qKu66pVAQPkQST6jpcSuGt3zEqTmSeJJ4k5nrTk2iNoY0DS1qAIgTIDsq7rPFuF5ZOJ2C4ItocZbGQZCtsusW1t9QWm0xGkgrfnzFFPfVWkZr1qpVOillBc3znW9s4MCI95VAD+lOLnHNMhnQWd7I+/KMScBz/AJe+mOfxY3S24Fy3l/GHMEYIt/MMeNiWE3AvQ12+ByDjbcu9Y2haZnbamMZ9FkyrOwe4hLMvs7gS4Op1rtl9Z2kouxjG8IBiCExcOYyyyxqDfSRSaJLYdT1GRAHAjP205jP8QYxa5RmLUwIkKQ3FWoKbMdsgkoADbmxSJCVDbtIBFCn26gTI5wLeIxFO28wkGgjgSPVxHSvHxRNvGG5JceQ3Hpsi3Ym+hbNvB2x5TLb6SuMhDaQre4p1SQa7qjTTqLIgGGZGdTYxE5/fAI0481Iw9mdNntXI9i5LsVwYxdhBtV1tduuthjOsuIlLkykIMtt4SfkVslC0KBFFbdOtNIBw4fjQyaN0I1SDS5ccVHSgw5WtsydCevH7hDbttibeg2JawYseFeFPiHLuVzkLo2WIBqUNjcpWtK+nWrmeO3i8WRzWMGZJQBeppyxgMkvgFri8oo5g4hExx4mlM+ZH8ltj4WtFz4a4TXarvdHoT0PLstlMNSd9ydaQ3KMfalzuPJcqENJJZa0USV9OzX+12NoJdzcDBK1Wsb88g7Rk1fTCiVjt8zJhczBbprla1e6xMi4cSPaeSVrbZ1yReMuvL92uEp/vSX1rLsp0uvKffJJS2gVKnFE6BIKiTQfTqjXu8m+lP0LDDZtUgKO7zK5AdT66tThPeyNfdF010cBmSTyAGPYBR+eG/wDEL5l+Z7rF9x3BZfH3Hzu18ZtnsSTbHLiyuit9isTyG5cttSDVLj3bbPt1wnzh98vLHl977XZ3Hdt5Z8wid+00/wBJl/U7/TGuSLU99nb2DU3KQRzcIY0fN/zAHTHhnqK9Fp4dn/8AT/8AHVm4lyzieZeZkznPL4Nth2nNpAQ6u0XC2Xq2X6U/AQtJYjR5MO1OR1toA3NuqSTQ9eS7v/I77g3Hn+1v3tS0t5n6bMANiIdE+MhzQe+4NcSC5ytIDh3hTJv2BwjZCG2B+aMO778MC6VFUYOATSoySthVuQlFW60BChVY9lGgP9STTrxnA8YjgadHKqOzGCqHclS2miW103/LYCPUKSdakK0qfXobfsOrW0HNO2kyAaHLyqFreZ2pS0FKB2hS0/nqSdyaa6D0B9z6dV67RoKAlajsHeC4AenrrMQJCWnkBBSVGiVUNTWgqlfokn69R7d+mQDn6Y07JiNeGeCZ+nZRbcWspUhtxSRuUlKzp+JpT20A16uWxo6RePpxrTf9xCOA9PVxq38nd7UKlR+QUBIrWlfTXWnVu3KRGtYKe49aFXPSFxXe6oJYY3rUomu9wiiWyNN1CB/Tqv2kbnv1HmfZUWYkvDRnQHcn3OPGtlxDC1JZjNvqkuqAKnJTiFV2q/KUsU21H+nR+yZ496xjQShX8KcLQxgc7FxI9PzpCvOnIzOOyMiub0hDbjjL4QC4k6HcVrruJqhNKbTQg9dp8reXX71fRwxtJYZAcuxBTqvRsLO8XBCOnE9AKQ3kuVvZhncu+POrcbkTlpjmu+jDTikpABNAlxQJ/wBOvqd5C8vR+WvL1rtIaGz6dcicXOCgH/hag9tQdwLXMcG/KAGj1fxqyBLKzFa0KQk0SncpKSAPz1rTU609OuxwvAa0DlVRDXEYhKg+Uv8A/fspISoI9KVGgGm2gBUDT316TcnU5p9PVUiJqtKZgVYmAxzKUlwBVFbfkQdfXdWpCk0oCPw6sG1MLiE7VqFdO0gAqhPD09tXyrZCgOtIO50pUopSElSD6hRP4p16sr3aIzkXIaGMYHPaDxI9dVbcIcm8KFuYjqlSpDnajpaQXFrK9D6AkISVan26oO63UEFnLc3r2x2zGkue5EAGJOPHkMzwo7BHL4jfBaricPTlTN/CjieVxTd8Yv8AcojkWR+5RlLU4hxBWt8AqSoKpu7QVUUqKfj18l/8iPuVb+bN+vLax7tgxgY0EqdDPlJHBc09dWiKA9yNuJAKpktbgXFt+TMx7HpaVApcjN7lAUAKaajWpSoE19z15P2+4WRrwe6tO22AcwfOHZ8unto9cZuXdxwFGq0N0oKkU26KHqanrtO13Hi7S4fqaKllwaQgxNQSfkn7lHkxXQEqT3GylQ1qgkKSUk1rQdVWe/8AqYXQkjDA0twQ6TQ7z99nvyZ0UloB5KjQ1AIVuBAOlDUf06pLtVtcCSIkEHCkOGsEHiKNrFMkXfMWafQQp9hkbk+o3JTVJPvRQ9fx67jsu6u3PYi4YzRjLs/OkBoZIEB/jVW8k8f2LlrHpsGTFaMxtDqd6ko7iHEjQAkVSQoDqqb1s1t5osXNZpF0w5piE4L+dOFxY7U0cOfu6HlQMcaYpe+NMnu+BXdtSbbdH0v22SpJCEzIqiYy0gUSCUmhpTUinVR+2W8X3kTzjHFJ3IXzMUgkI5hQZZBwJaTwwI4Vq6jM0AljJErcQeI9fMUuXyO44yfiHyFw+7WKeqfcMyuka4xW5L7yDMVKnqYUyjaouNpiBK0kJJGxAroT197fIvmGLzN5Vtt0iKhwaDj+rSCceIIxK8a51v13dTXUUk73PnkUHihVEHFDgRwCmpVkCLzE5UtovDqzPXHVKWsqaQ24tXydCGFo3IDa9PT2r0Wv0Dyn9FQomae5lkKnl7uLiri0l1NSmhcBXEO0hAJWW1hCyQPapI6BPwegwSpkbdLCScfXUMnFDqr6pwKU05CDICXI/qG11/Ab0moJIA9Rr0+yTS9pb8yjnSpEMTm4YtPwqgvELjTgnOPKzHse5SVJN2kWnlG98U8ZtXFzEMj8hOZ8TxG4ZJhPAVgzxCkMYrKzpEOXJE7Rcg20QWVpelJJLbhvt1abbO62kY26a1oaHJ8rnJJI1pI8Qxt7wjCkglyIx1VeLamNnhc6Mut5HODnB+gCQs/ZjLiDp8eXTGHorSjULpGocPHHGJ8ws14H45uKZLtkmXmPdOTmkxzGnW7DMSfbuGSY/Lhq7j8C4TZzLdoXHfT9whbzjagHEnrk33S83u8j+Sdy3+3fo3LQILUnMXFx3I3kYf7bdcuHylgOVT7rxZoIraAnx53iMFoUtaR+44Dm1moIqhxAzrBeXn8xnPmH+WfM3DHBl0xLC+L+CMzk8VY6Mdw3H83tGW3zGbPa/wB1VlWTXMupZXb3pwZRaLZ9o3b2ogbdcW4pYRTvsd/jx9ud8+323eY/OENzuW+bnbm58N80sMVvE572xs0RlrpZXsaJnzSvdr8QaGNahcHubq8nkkmtbkxbRHK+K3FuIzG6OJxia90jmvdKXaD3WubFG0BrGk6nH2/x7fzScl82884Z47+QScUvOQ50w7Zze7Ba4mM3OzZlHfkCJcmLFDcWmTit8jIbS82oKVb3XkK3lB14p/kZ9p/LHkay3HzJ5LY+0sNsnsxcWzpZJmOgvHCPxGOero5IJSChcWyROTuuAJHi73zbL5j7+UXGyzPZGrmtD43PHck1NAw1dxzCCCoc0hCDsdvObEKKtydpUNQRqDqnXSopXrzIbV7Y1cvvz41ajK0c1HCv6zjd9uLDU5uO4mG8gutOFCtrrXcU0VoWoBKm0upKSoGgUKdbd5Y3q6tBuIhe2wcNQeQULdWnUDkW6hpJyDsDW2Mme0PPyHEYZhU9i8eddk7C+xZ7tLeuLMaZDt0icwHytbNYyO66h9LIU9tUyFU2JWagaUqemh5YgdZ3Lrm5ZBcRwOkY56lo0BXB4arkLVTS1xXgikOOtneE8tKPDSccsOfqoekX1mdCjzozyXI0hlDrS21JUj9RNaBSSQaU/tSnXGX7m2eBs0bv2y1QhyX3UFbIJGB7T3TXTac5Zxu5zTKtN0yS1XBmOtdvsrDU+TEyS3GkGcqLIlRY7MedbXVMuOFRDbjTaiKGo9Nf44f5C+XPtbYbt5Z84y3Y2K4mZdWxtoH3L23RHhzwmOPFomYI5Q5xDdbXAkKFQy7+luS/Q6W3ewK1qEtkae4/vFo0uaSwngQ0pVjHKORru9bV23i6/Y/Ek2x+c3Hm5FgKW7hGUp1Ue4OOotV3chSWewtKIpWhT5oCnUE+lpv8odmEkbLHyxv9zFcQePDLNNaWuuEB2IY+d7ml2khrJNMhKaWYhSLbzcpS0ttHRtLSUMsKEHIqI3oQnyqF41UnOeP3/lniW+YNecFuVszNt9u+cfZZKm48LOjJYjtINlu6Lci2rscK6w3HIjsxTKmyXEBygFQ1tX+Vnku5vobjctt3vaLiOVoLJmNuI5YZCGTNE0LzpcGkSMbI0DUxGlTSpbi6fEGT27xKx2psmuMgnIxloDC0Oao16SFQFM61/vKzh64XzjS8WXK7fcMazDGZn2F7sdxYEa7WW7w3EuGNOirVR0JRRxtaVKafaUlaFKQQevWttusFxE2/2uRlxYTxh0cjCrZYzio5ciCjmlWuAIoi+3ZcRRterZGv44EOyIIOITIjNelCf4LYLEb8iMWN4g/az7Ha7/IbmMtqbaU8GWo7KlrIPbLqHfklVQoGoI6MbXucxbMwgEOgcMc2qQuPUYVG3HbY2S2r3EtcJ1wyfpa5FXDqUxpmHKSZ9w5Rvb25tbVvtFihMpSoDa5teeSpPyohClOjd7gfh04940tT+gfjWMYXSyOccNfwAoJfITGbXnkmx42bxKj3N6amBFUtwrRBfWoLW4uO8Ql9NEj4GlRSh9+lW074CrcWpjWXFsJkY0o9Qi5Z07bgj9o458L7Nxr30tz7bhs+xKQyoKkTrnKU/IlXDvgfpRpDjqlKSkhCUJCUipNWdw3AT7gy5di1sTWjgQGt0hPitbsbLwNsksG/7zp3OOOZL9R/Kkx5xllsy3LZkNd/ecm2aShqKsBYbt0th11pca4wCA4/FkduigE1SRuSehsl26SZsTnEAHulMOw9vKijxK6PWTra1gBaXKRzIGQ7eNEdwFkgkXwQLsqEie2wkrtjURCmisPJbS9FeWlLTjZAHxrWivrXorbEPDgP5VV7qPW/UEIOR9Oyg9/kZt2dYrmmPciYonv/AGUlLy7ZGQUPTIShs7LCmlFIeUSKka7KpH5ujm3blJYrDCT4hcCnBwTEE8CqJ+FQLqwZOzx5mt8M4AnMIcxxTmKq/HYXI/IFmgXybjlxsc8xQ+1+5MIbFwZcLbktlop3FhxhsFexR3tHbQevTu6bduO5Th0sZUN/VhgcU7RnTe23ltaB3guDQTmMRhmR8OlWhhaAclZtUx1wXiCpnsSXBv8Avow2rcbfUlSiZjazUqP59VaDToZDstxYkvmahaQOmPxHwNELjcIbp7BC9WuxTqOfX8KI+42Wat07AsJT/l66egKSAATQ0ProNOpjoi5uFOhwaVacajUuxTEx3kL3UptIOla6Gn1BB0006jmMtdlhW3SFw7xyqnpuNzUOlxkBR+4QndrT84qCK7lfp+506UWY4ZUklQqcKOzx078e6vJWolQhs1J0WDQhKjtO1dEkAU9qDoQ8IX9tEov9yNc9Fem5tvf+cKHXEEBE950pX2ygBuBKKFlK1JSpYdAUE1Hp7+nTW6vDdplOP+20e0j8KywaXbnGP9ZPsBoefIi4WeHx1eLK287Ldm3TGrQ5H3KLKUNMXO+vtuNlIcDUhLDkhZISSfQUAp5W+5e4/WX0lrq1TG5j1Dg3S3AdcxjXdPJliYLaOYtSJsL0J4rmfatIvus+14lN8n8NyOREatWOYtY3YDYHcbEfkp6wJzS3xoqkOIfvGQ2+M1GabWApuStLqKrSaRdrFxNPtt1ACZjMpOR/ZLjG4nPSx2K8QCDgadvImxG4jkUxiIahmAHoHAdXYDoUPClX8mC/SrurKrXEVcckwaZKh3ZqI0X4l8wTIHJTtssEh9aC0blb7fbVuRkObVPMIUsJBSB13aa4jvbRhBHjhp1DAam4Fx08w46lGAVCapcDZLed+B0mTAqoXgD2jD1KlH3/AB5+WMDhvM2MdXljls4m5Wu7UZie68tscU8ohLcZlm8xpK6DHcpZUmNMKh+g7tc0oFHg/wBxPLDpB9dZN13UceppGPixYlzQM9TCpaOB1NBQiuxeSd9ht/25jpt5nI5pw8KUYBzuBDggceOBOIx2gcL5iymwPNTI863RrzCZK0tyHD9rdUtpCRHZW0Sh+NJRVTak02iita9cg2/c7i2nEsCKPYRy9Ma6nc2jJ2iN41A58ewisBzd5jsT7EbflGK3uJc36tOuBxuTaXu2gIiUucFbiZKkkmqtqVCg+Pt0avd6F3A6Mhwd1PH1J7ahx2QtSREiL6qAa8cyIt0C4TbY4/jkdsLvN1yO+SkRLLaoEGO87JmOfdLSp5iHG3FS1hKEgVNRp0Bi3KVsnhW4c+d5Aa1oLnOeSjQ1qK5xyAGZp1zwxpdIWtYGklxwDQBiSTkAMaQX5TeUmReTuSReOePn7kvi61XVufbFPLTFuXIF2gOdlGb5Al1TSmbLEekK/ZYLlAkAynR3XEBHobyb5St/KFkd934t/v0zdJ/UIGOx8FiKsr0WZ4wGEbcASeIeafMNx5ivBte26v7PG5Rm0yvGHiP5Nb/7TTzLnDUUBM+Od7sNymT7Phbyb9b+B8SxiSytrt/t7OW3DkJpeRX+OpxXfuP7qyrYmYgpKXY+zVIFR10LtXz3QLZLx7nEEI4NDe40jIFoQgY886RB4Mg8KEh8dvGG9NTn94jmq59K2TMJjW7Ib7iMtUph+DdYEFTrcZxb78KVPZWsyHEJQO6mU0EPJOm4OUOqanqXlrdzfTWscuMpaju0N49SQSa5/vu2/Sw3AaoaHYdmrD1Y1bt3xWRjL97YjbwuYl6Q4phRSBqXkpTWoQpxhG4ip3e/p1fIAwlz24EvX+NU6fWNLc0YlBn+1XYXK607iVpuUpDaktlDYbTIWWm6bUp2AHSgof79WNVavSgDWlp0pka8l8i31+Xa4LIfdJcS898V7e3UN7TRO47yo+np/foe63E87GJjqHspyWVsUTnEnBcscas1q3Za/wAg47DhRVwbdGbg/erDqkGG2lFWkrUfiogUKgkkp3UPV6urmFm3Sx6m/KjRxwREHKqrb28sl/GWNJZiXFMFxqVzHVyeeLLjUuWw4XWNy1/BwBKXEhv9RZ2th1R26EqqaCteqTNI0vQYEtX1VcrWzDtLwoxQ9qEhFplOSXPHLdhBsiWg47DhoZYWHd7YccYC3u9Q7hVH5fU7tOhkJuhNrxEZw/Kpb2wlmgDvgr+f8KX+qdEf5R49uttVttyMnZYYcQFJQgvJfYeQkn5JPcWR6+vRK0kP1LNXND61FMXA7pdwwPvFF1yk1NZVCnSkrW09YZbe9xypQ42+SykgbfkW16n/AF6iOcNTWtzDiPhTzw8Pe54QEA48sqAvk+/zLNjl2vTNpk3Z6LFWnsssLcQhL9UjvyAg/bNGityzQbUk69SJgXQlDTLXttYXPRUCovGgvvWSTck43uN9as6pF5fSYEdlDQS+THSREG5VEJbeVVQWRRINSPboHKSwlrSuHtqfZapmNc4ASIf5Y1B/DbEJcLkCRdclmMrv19WVPxW1KRGtxUpTMeFFWn5urjNpKVq9XFV9tRltI96sxQ59KdfbmB7HSPV5Jw4BRlR5c2YhFh21uRcJzDyFPoWlxr4KP2zm7tLZ7h2L3EVPyKvTqdAMdJVOym36jpEeLifwpkXhtZrULKxebMtS27hY4EhaEqq1ujKWzIRtNClbayQR6D26encBblmCFKjwsa66bMuIZp9/xrCjG0Oc05VLVLUEtqUtEU0Qkgq+a23ASoqQk1Gh1V6DqM13/TpwONI8E/UEuOTj6e6qrzHtPX68R2miVMSTtX9mt8LTUJJClOBsKPqVDqJMBwzqbESmOQpCX84XH89eE+PPKOPYpc8hvMHObrxwlm22dmc+Lxc7NJv2LJYRBblXRi930NTbfBKULQuV2Ekbg0CPnhDo/GY0ulZgAASAvEp8pJ7oJwUgUT22ZrbvwpHBocxcSAqEAjHNAVPRaXP/AB/+afKXhTmeb8TZVPvOQ8aIyy6Tr/xtP2xcswTIZS0MXy42GDLSpi3XiQ4hEfJrIsoMe4RA/G+W8Ojz5YG6skMD2t3FmIY7DUOfMPH6gcj2g1aIPMP9uDJXgmxkRXtxQ9ExLTmHDMY86cPk38oXDtw+7ck8s4+w7CaaiQYU2VcLbkdqt0TsspjNR7xb1lEedV4bwl5pIUUB1YPVfu/L+42LvCuI3skDVAQYjmPXVus/NNpcQg272OZqI6ryJPtxpb3Pn8g2H39NwdxS/v5OwoENNWG13GDj6y53lu29+83AstSELK96no6nHXFKUn4tkdMwbHPK3XcNMbSMTgCW8xgcT8KRe+YfEURv1pwA9PbScuROQcg5Ev0u+3xwDv7vt4DR+2iW6F8imOwkEtojtAblkDcfUkno5DBBbRiG3BEQ54k9Saq080txJ4kpU8BwA5de2qbm3BAS62wtCWEpJecFfkEHUJUo1+3IFanUipOnTi4cq0I3OT2VYmHccMOwoOZZ/Dlt41LaEjFsSaf+wvnIqg4Uokb6/dY9gcZaR9zdVorJ0ZiJcUVKbLWu3MZE2+3QPbZvCxxg6Xz8kObIV+aUjvfLGpxArcNze0utNtcz6ppAfIRqbFzCfrlQ92NcDi9AEOd5Fy2fe5kSzyftGXW028XKJaWBFtVkgW9tTWOYzbIu9SYkS3sLLpSDu3kFZU4VHpy8upryYGRBkEYNLWNb8rGDg1vDicypJNMbdaxwRm6aD+rSXFXOLj33uPEnJfZhWEidyG3Gjxu0mbNoIa1pKhFaNfuLhIICj22FfJvQnuUHSfF0hsMXzkovLmT0HxrUztetzvkGfU8Gjt+FXXZZcWyMRYsVBZisbVPPLfUqXMec2qfmvrJBWp91RUpNKqHrpoLLbTstYxCzBvHmTzPr9ooNM17nGV2J6ZAch2VbiclVNZXIXKdhKYltyItyikxpFsmwXWX4N+gOuLLcWVaZTbbzSydFoSr0HR4bsZO4QXB3dACqVww+GGJWhskGk6mkBrcccvX0/lWzxyrhXMfmf/HtxB5D8W4TLxnnaThn75ybg0S/WuzZPkjEGPLtkTmfFMNvcuBMfwjkqVZk3+2OqWiQ5EnuhDCkob38F3j76faLYvMV15N3XeI7ff7C4EEr9EjrdsgAMkLriMPY2SEuayRQjZdUZKgoTg2O4hmiu3lhs5GEubI5HMDkLCMOaghcBpNIt4p/kZ5W4umScK5WtLd8ssW4i35BAlwnoN9tEqA+ESETYTyW3g80sVNdqtK0pQm//WwXUbLm3eyW1kYHsfG4PbIxwUPY9pIc0jEIuOGFEH2Wlxa0eFI3BM2rwVcWhE7wJGK1sG8W8541muMQM946yCPGx9rEmp7kht1lTNqDbJW7GdG4KaK1ApH13VFD1PtYo5YzIwqw8cv5JQS9YYXiC4BEi+3/AITxXp66Qn50/wAl+d5lMvHEuB3xVswqBPWhH2nbC4TjinESo0ecyBJmLlPqJqrctVaJoNOqxv17Z2pax7RNcAF4Y4jw2f0vkJwwzaD2kirDs9oYG+Jo/wCslACgElw4BoxJI5ih88W/4qPOXzauES9YXxfd8TwW5yG3ZHJnJESbZbS7GcXucl2e1y0ou13C0KKkqCUoUfVR682+avvX5X2ueSK1e/d96BTw7VDEw8nTH9toHFrNRFWw7UyyAdujxbA/+00B857WAoztkI/4a2w/Br+Azxf8WnLVm/LUUc28rRG25H7tlrDT9ntE4gLc/ZLCQqBBQ24PgtQcdFK7gevN/m/7jea/NTjFuE5ttq//AHeBY4/+dwOuQ5KXHSTk0Ux9fK1pi29n0sBzKl0zv+KT9I/0sQcMaenDbt1igR7XYoUK02+M2hmPFhMtsNNNoTtQlKWwnQAUHXO5LoRsDYQGtAQImHZUNkbWAhoQnM+mZ7aj0u0W2TfrXflM0uNuVIcbeokLV34kiMoFXqaJfJ/t0DltLeTcItwRJ49WPNWkJ6lpaez8edBjMeVFlKSR8CuugFSK00Nag11/DrzXG4NQooqUuNRjMZsBNmcW98CQSFK2rBNCSkgfIBP1Hoen5HRujToa24amkdKpG2SmftlukBZUpxSFDUglRAbSdRQge+tT1WZYsuBSkSOR4afThUnxmKZUkrcG5srSUggEexpppWooa69QLe3Ik1nJa1JI0NQAIaNbjaMGYzRqKU3jQD2PpT2P/s6vGyxsY8HhWonB2fzD8Kz+bylIYGw7lEUA9NT7gnSoJ6m71cuZ3mnHCnHBT1paXkFypcLbc4GMWpxK5twltR2iP/lVXtfeURrvQgkmunUdlw6KBhbjK8onIYY++lW8LJzI9x7jR8PxWqg5aszcDjWUA4VPG3urW6olanVLbLiy5XVbetK1+OnVw2WAR3CjF2j41HfNrHrrUL81eR5P+57vjDMlSXFvltXzA/Roaq00NdRp6dfQj/H/AMk29yG7tcNH08XeIObjkB7cT0WnysMQlCrIEHLHNOzjS97RVc9sAhISdBpQmopQ1+Q1PrpXr2VahZgcKEXzi2EgZEdpq7YayDvrTtJqPYfWpp6gJ/pXq5247urpQDFAudRa5truc7ckbttNxOqkEq020PyBB006x7DJKAMUpTXEAgZkVduJMOxISW0tbHSEjT5GlBtO6tElR9K/h1YrImIktzyqBPpc7vpp9MqsiAzcZDzMVph+bLmvpjxY7aQ87JdcVtabSlFVE7jrpTqZc3cdpayXd3II7WNhc5zigDQMSSfQ0wyNkkrY4gsqoAFz/hT5/wCPf+NN+6MN8kcpW9DTslCZUONKYCm4bJSVdpLa6JS6U0qaf116+Wf+SP8AkLceZ7l/lTyhK6LYo3EPe35pjxcv9I4CrjZ2xiaI2aX3H6nrgP8AR0/ErV6eUmD2TBLzb4WNxm4cOG/HdbbaSlJUW3EpUQdDuSRWg9AfXrwu+98e9dA8d9zXKc1wzJzK9asNs0saGnHM+vp0pl3jneXrhgNieKyooaZ/MfyqLY3J2Vqa7a/h1VrCceMWs+XUfV091QWsLJXjqp7D6eqmc8ZTkvwUxVkdtbSfjqTUD23e4/8ADrt/la7a6Hwjk4IlPFmohflArF5FakW66SFtool876UrUn1VX0+VOhe52zbS9fpHcOQ6U4QSOtVXkNpW6e6hICKlXsVfgR9EgevVYvIz84HdpTS1oV1WrxDdkRXP2x1ZS1I/S1VVBVTaCkEDTSn0PVt8j7i23vfpZP8Aalw9fCmZcQ7NRUryRb2IX9M1sH7CfqtGoQHEgVpr6kHT8ejm9Ml8v7x48ZP00uKcF41jC18a+oj091fF8xfH86jR7iz2RcI5Q8y98Q8FIIIKiBuBqPX3HTV9tllvYbe24YLtpBXmn4j3jClNLg3EnSeefZS3/OPjVbmY+PecIZKl4jkVzgrWlA1bujbKkOOK9KId3JANfzadfRf/ABS86TXW1O8qXjgZWs1N56mFHZ84yCmZRapm+WbPFErfmjOodmR99Cmi8Qr7zkleQVVFhNPR2txZ2N7FhaUufEutpWo6KFUimvr16xvHEl2SgIOVAmK5w1HFPhUqziFDlZKP2kKcipO5oB6LICU0CtqEuJDwa1GhKlA6V6CyLrPYKlxlxjJdmfRarDJFftVky64y5MZiHAhpVMkywhxhG9SGo7ZjtBDyn1uuhLSUGu49OW7DJOxjV1E0ibGIpnpPCjg8V+NPEviDwg8ivNQYrgWWcp8TQuYJGL80ZcBmV644m4XZoEGJfsKua4r8LFA1kt1+8ZNsaU+pxAS6pRSEjmPmSJm7/eravLF3cE7ft23svXW7S5YppXEMuHswY5xickWrUWhpDQwlTUrgbffTz317HDc3FlpEDH6yIZBGxxfoaRH4khma5j0kezQ1C1ENh+AXmlg/O2S838qY4ifm3jt4+8BcTYpaPK/M+JpWI83eSHK1htt3yPnjLcxyWO0yi/XJjIYUS1m3QEPsO3l1lthffeLSeYf5Rb2LHcrTbLuPZrfya9s0/jSsfOIrhpZExtnCsQkZHA7xJpJIxGx2sOfkKQ2+uLTcZW3XiG0t9vdIJHgCcSay4iSTW92ojuNBcdZ8BrUkedWojyvzLblZxzfywLHm1zyjOM4zW8vxuT7DjOJchuZhPuM1u5K5asWCMs4Vht3x+cjszoUYB5gRAw9umd9R9j2PmXYNm8u20+3mCcyWNuIPBKxygws8OZrh3RA9mmRhbg5iNjCJSobKa5bFC6RzrZmkOeWtaXYYnS0AanOUlrQGtJI4UBfAH77d+YIHPsjJchjXyBk1tkocxO7JxrJG7Zb8gx213qXil6QCm3XbISosW6tG4pW33Ur/ACHknnqz2658lb1unmm6ZGLqyvhLbuMYddNitHPliLZFXTGBK2NjdTQxsihFqZ5oFs7arraGNaXCM6wuIfpVrXpjG9je80lNJR4CV+rPxBkkHlvx5485NXaLhb5uUYf+8yrVkR796tZhT7hBctt+ltxYaJGRw2ICETXg02l+RvcSkJUOvKWwbds/mD7U7dvMUWsv29r1mClzYi6Mue4NashEalyAPXUAhrNhlG5eW7fcZFM7onalKkFj3NRzkCvAaNRQanEuAQ1hMtzu9WOFb7DbpCP2thuXIhhCEtFluQ8Xi24+2lLkpC0uhQClFKPoD15x89+at92aNnl6zuP/ALixPmfEwNDdDHv16XvahkaQ4OaHHS0cFqVPfyxRMgj/ANoAkevrx9eXKqdbmcg5dOaYsjc+cFvspcLH6EDYtaQ4iTNWe2GS2SHKE/HrijX+avMVy2Ha/FkL3gK0lsaOIB1Py0oTqxOGdD2T7jcTDwQS3jwHt+NT20cEYLxDZ7zdOSM5tjONNXCZc2bjkt2tmF4paoL5+5VF+/usuHGeYhuKWO4XAlSRUADroEX2y8o+Trqe03/cYrqESnw9ThEwqhLWRg65NLiQC0EOTAY0Yi2GHbwXXkgEL3EtMjmxMIzIDnFocmWfxoY+SP5jf4ovHeWmz3rzD4RRfbHbhDGP8NRJnKmQuIKXCtkuYNaMgizLhLLig4tUkHXUjruuxbkbaC0n8sbZeQ20Vt4DJbLbvAYWgHU6Se8ELHPk/XLqQ8DjiShuLGNjX2mpxjPhkQwyPcOZJLAx2B7zmvISgBzz/wBUl/GxjDrsTBsH8nOTJpUVCRHwLHePrO+B/wBNSZGb5Lb5+9wt13GPt2ge/U4Wm+uiMlns7Ipi/vOnvoEICI4NtI7x2pcwSOCUp8sjXAQWlw5iYl74oiOgbqkJw4nsRaoWT/6onjDNnLhbePvAnkbM1uxpRttqyLnnjGy3K/raZU6LezEhWi8NiZJQkhLYUslVEipPQTfvrbACfdG7ZbbS5wbJJIL+YRhxQue9trC0tHEoMMSgBpvxJ5XCOW1EURch1zawh4u0wABeSlOZo0OL8j8RP5heCcG5sxxd+45yG745FiXXHMP5Ot03kjjqTDkvtOYnyLjE63SItydtE5l5iM5LYZS/HR+grtFIFc8sffz7m/ZDd77yHb7Vt8FrHezObbXLp7i3uWd0tvdvleIpBBcscx7hC94jerXt1tUuxbZDuJLGTvt7yJ5a5rDrALSgID2gPaR8rkarSMAQlQ1fhKjxn5Us+Ux74xlmN5Hi10slqvbttas92ReISmpkq23+0svPQW3ZkE95qREV21bVBSUmlfd32K++Vj94Nv3GGTbv7V5osGQunhbIZoJIZXuDJreRzWyACRuh8co1AkEOc3Jq92+9tLiCOVwltAHlrhmH6QCCCSh0nUoJBywoP7rkU+6cpchpW/SOze2YTHcSNqFW2E0hCVqSKLbS4AK/QV67/cgNITkKG2ri6MvC4uJ95GHsoIvIrHckzDLLerFZLttvtv8A1dzDoKlK3IPfjVUG5AIB+JosAgp+nUNtxolLUJX41Ju7V0kbS0poKqeC8KaBd5OS4ZwrhsSbeHZFxl2/HYkhwAtuuOOMMB9L4PyQ4tNa00I9depszYHySva0JgnTL+NRY43siiZISXkknHNFOPuNAhdPGrM+Rc7n8hYy5JsjUdB3uMlHzUwpTshFwjmpdivt6hSNU1PuadQ/oYg4XBeQ7kB8V4VMfNNK8xhqRtbmDn6ca9fAs69Y7y1Jtt/izmmWZrgt8mW8V26U5HQ208mFKQEpCN3yLXxJp/pJs3AOeOBGHWmHRgOV4Ac3D2jhXp8sL5eL1yJi9it6kuw1XuyqhsSFJXGE2ZJQ2Wu458Qy0kb1jU0on2r1Jikay4Y539bc+S+iVCvIhLC6NmCROOGGOS9Ovtok/KaTduNuD8Zyiw2Vpp23ze5d24idz0iRFiLcLrG5CFdtYCq+qN5A9adWLbr7TuDg55drJADj2lB1wqv3duTax+I1AwBUHHIkpwzx9tDhw3yNgfIcW05dDs6odwfDbhU5Hdaa+5SFmW22460lt0qod6alQ1BHVk3LxJNvErSDA4KAQNQ/GgVjJC3dPAAIuGkKeBUewlKK17KbU6SGoaBUEDcyKU03aBJNEjRNB6/TqmeG/iauZe3FBXS+1a7lEecUz2kuJW4R2whaQpO1bZrqk6aH11r69IcrShzrA0HsNVDdXbJBcWlIbKy8khSAkkJQpKaJKR8BqNFa6dK7zwg5VslBRA8KLaVkDz6Ej5R0+iSjQIoUpT8aamlKa9CH4NetEoVdKwjMg1JcpuFvtd6vV4VHhgtmQXpkhMdv7GNEaU5Pkyn11WykoUhtApqag+nVT8ybn9JavcCNLApUo0aRmfX78KsWyWImnGH7jnEDBXFTkPV7qXPyxIucO8YLYHEQ516ypPImYXuO4oBtplePJstiky1OLeVGt1tjZIhNPUdtwgbtOvHu7OklvjLI46nzB7jmdTnhyexpAHCu+7dFGy2MTBgGlreA0hqHsxIx41rr+TmcKveeX2Bhs2Szbb7ysnKrhdZS3I83IbdiMj9txiTcApSRAsse1Qluw47x3/rKcWCt1O3o3lmF3imV7e5DF4bRye4K8AdpxI4oOCVVN3e1yMCK6QvXm0YNXsAw48ao/NpV0Rjr2J2q+Rbdkmc52/zllTrVtajtQUQ4crGeIsZlRe5vTETZHJs91hY2f9y2FJ9D11PYNtF5cm+Z3XwQ+BESVBJR0ruwkNYvJp61WNxnZDCLZw1Nc/xHjJAcGBeaFzvWBwr12W6cechRuO8KyHAJeNcnOz38Pz2/YXDuF4OS8cW203G9Rs0dw+GgRrtcsSlNJak3NDqZsa0skqS6EgiBuWwXMNnfi3dLLeTSmWKB+LYHaQZRC9CfCkIL2twEbsEQ0YtN1imvLMXDYmWYb4ck7F1SBUj8VhIGuNQ0uxL29gpsPgz5H33N+OZ/E2Y3IXrI+PmAxjeSplLlIyLGGnVQ4TK7gr5l6G4jtNOlQ7jWwHU6eUfOm3Ha73+42ILbO4c4kJ8kmZaAE06gruhWu5eXNydNbGznxmhQAr8zeGPTIHiErE8weR13w2fcIVwgXiUxbI0i5Lix4rtykxrfGWpSpjjQRXtJ2FINVUpQdTtm8s715mYx21xeK3T3iCA1nVxVe05Cnt336DZhqvHBocFAIJJHQcaVPzR5KcqeQ81jBbZbJlnweS+iSmxSfumE5C3HWl5Fxyy5pLDH7LDUEuJhIWpskDdvVRPXafLXkbZ/JsY3jctMu7tHdeASIy4IkQPzSEd0vQYYhMTXKt78z7l5nlG22DTHYqpBQF6fqkdk1gOIaOKKpQVEM5scTiXArfaYjraeQOQGFTWjbQXchdsqF/bKmMMPqUuy2aQ2XUQ0uHc7tLtRpQzt8k3mTc/qZmn+32z0DOGpFDVGD3LjIRlg3AUNv4YNnshCx63kwVciW5KmbGYENBxdnRffx/QW8JunKNvjy471z5JwuLiuIW2UhpUG65Xjjz2cvWpNxXRT7yoMAMuLZAaVLeYaSVELPRjzHthmtY5pO8I36n82NI0qOaEqeAaCaD7VdmOaRsaeI8AN5Oc3vJ6wEHUiti7xmz1ItXDGQQWyhqNFVZ71MWpUqUu4w4wiNRLgU9t5aTbHob5d26nuDRSdppG17hcbTuEd3CniRvxBycDgV6HhxGdHNxs4txsnxknRJGO1qYj1jjTTr7Ls+RRLlNiw1sXmA229drM+ttyTFW5BlNd6KGgEO2iUyUqjOAVKVfIVJA7VtG7226QunhOl7XgPYSpYuSn9QwwcMCM0KiuVblttxZOETlILVa7g5M+w82nHkooQGLvHDk5lFvecpcZFHCyhX6YWQE+qtBprUk+3V3aVCrw9DVQc7utcAExqNZRmcDGUtznLQ+87KkR47aQykPIUU6DdVSWyraASPzE09um4/nQrlwqNLII4Qep6Y+nCjz4RwWyZ7xy5md1aaRPcTcULWe3HlNOxkn7JuOlQ3OKaQUn5baq0IPUi8lDJRG0KScaVY2yxF5JBGIQ58aXjfX4y+eLdf4kg9y1F2JdJLrQSuQ6+5tbYYikAOOsKaStRSUqS5Qj16EXGr6vThpAQ+nolGopFgOZLnAjogQ9nSjwwaMvMrlkkGXIS525VvW6aBK97lsCS0EKNEgIACh7kV9ennOLI9eZ1CmGOJehP6fxShVzSE1h2RYnASaNWzMIC0uLVogKvNFoqnVK0pd0URSnWW40yhwz1j41tzdUbm44s+Ao1eX3JqsaxuaUpMVUe5tLNAHHAW0OtBa9doqNBqOo2louns4iQ09I9xAJyLcPdVK8i25zA/HDJ8iagIvd6mwFyYkJpKEtzZF+R9pBtvcJUqV9uVJBNKLSFiiQK9Tmv1LGpACuTsypmQ+HaPnABDu6MOa/DNKT9wtab/bbfOj51NSqbKXKjiK2+oW21h9bpitRWfzOqS5+mVGpNdNAOgBgc3irl4cOnqpy3uVDV7oQevgv/ADZ4Z1YvF9ux7EOW0tT97k6awJERpO1apE/udklCKDtlO7ck6bRrqT0qBhbK7SoUY9lP+O4yMjmQkOKYcSM/51evOsSTDtEu4zZH3Li30/FTrilMrKippG+oT8ToEkU3euvU6N2kocSlPx6S9hbgFNGf4MclxbPHbsUlzY3JguvRELqewmiA8yQqpKys1Hua16y6a427nj9JBTt/jTISK5aEUPVTySvXmeQTYXMF6fhd9SZcxxbaEqV2VtobSpSyiu1Lx30ChU/XXpEDA6yTiufGkPxc52SO+Pp6qi1ykfe3S4SHGKl1SnCgR5S1I2JV8ShJSlzeQaDT16gzBDp5VJjCNAFa/P8AIv5CX64eQ1xs1kym52HHPH0N43jRsr7NulwM7MWHJzDMwgL+4mvKyF5qJGkuJKWmIAbZr8j10bYrCKz8ueLLg+7b4kh46MRED0aO8mRcVxNVy6e653FzXDVEwhrQVTm71nFUxQClMzfG608xWC05X455LfL7znZ7PPuXMmJ3+9tWdqVCs8dbTnKrOT5fc2pFyynOLjK3/sMATI8WHGfC3mx2t3PXbXcNlFxaPk+vAJcV+ZF/dC5E8YwuGoYBKuh3eJq2+4xRt28kBpGKL+gtaFDWAH9xyFSChxSlcps+OWVUG04bfbtlnIsXEo7fIdh5IgosEO1cl2idLud544xW1R3XW7yxj1vQHYkiW44ZDyF9gkKADN1dSuOkO1XQjRzXq1HjvGMDigxavYKn2sRIc6SOOOy8RY3RnUXMIAD3FO6XcQOCLVNP5uzlDYu05U5MpKG0tRltKcVtQhJJaZaSzEaST6VTSgqanoS6f6lniYhwGVF2xCH9pgAbz/Oq9nXj79kvVRFgAKUpHdAPcQaAyXKVUpX5kj8uugJp1CGkjUSgxU8Kd0EORFP4VfOM8YM4m1GvGeW+KvKJVvi3ayYTeYi5MDFoM1CZdnyHkC3hbf311uMZJdg46pSVhkpfm7UbGVn4tsZYME+5hv1bmB7InYtY04tknHFzhiyDNCHSIEaa1f7zJdk2+3FzbQOLXStKOeQocyE/pAydNzVrFKkefKMmdj/d3e4y/wB4v9wd+3ZlyT3nrtJYTsZek0DaG7VZWwkNMspQw1tS02kCvQ+7vZrmV087jJOTi8lS5MB2NaEDQAGtGAFbsoGvIt4wWW7R8oyauJA5udxce8cSTVa22P20ruN0ddfUVuSChZ3uzZbhC1LcpSoeWaqUB8fQDqL4jwxFx50WleAkUbRpQDoByFZWHLc+5efShTk2YFIAZbU4GGkKGyOw2NUIqKgCiSaH21cikLSSFLz7agTNBRv/ALbfeTU3jy2LSlqVc32HJig2VsLQVGM5IQsNV1/UWsiiqioPpp0Vtl8RrQr7lyI0BXKcggzPplUaVkszRGwEN44+ns407X+Mz+PuVzzlNs5W8isbvkPimwps14xLiK6W+bb18+z1PqRDZu0obFQeM7LKZSq/BXZkzUKaYYSWHXXD40/yM/ypPlKxm8mfaa8t5vN0hfBe7lFI2Rm0hEdFboC2XcZGkhkzHPgtAC7vXGhrS1htEUEokv2/v4OZG4YdHSDkODDmUJwCVuH4bIn2Z+c9kNwtk1cqFaLOi3ft0AWmPabe2qNEsbMERFxGMfgRD9vHilpTYZShJAoEp+ZdhvbttL/Ce5rSVJJVzySpc9x1OLiVLnOVznEklStFXBsje8F6nH486RP/ADN/xEx+TFXjy38Q8aYj5bEgxXuVuKrdHTERly48dbkm+Y3ETUu5QzHKdzDKAh5sDQEUPsH7A/5GReQnt8qebpZZvt7cSDwZyrn7ZLJi9pU6n2b3HW8AF0JJc3BRSJ4I71rYX6WXIRschXvDhHIRgg/Q8/LkcK1hOA795QZVkdy8euEE5WxdMmli05RjiYcyObEhL6mJSbuXkJ/ZPt3KhQWAfidqSevpJZ3rdxZHLs8zbm2uGB8b4XB8crHfK9rmq0tI/Vh1xwoVc2TYR4+7NEccAJc6RQGAZgJ86/pDVJGWFbZH8ev8KvE/AysX5g57tMPkvlOMU3hxm+sNzbTBuD5DwVDtkxLsNlbFQlDjiFu+pJBPTfmLyBs3mXa5Nt3hz5XS4u0ucGE8AQCC8DiuByyoFL5svTIRtQdBaoG6x/vOHFHfoaeAamGBJrYqt/L7FiiM2+14xDt1tishpmNCXGZQhtsBIQ2hKG0gADQDT6Drks/+NWzCEx7feCF3BoiRg9Qx9dbi3+JoXwyeZUEk8SScT+NeK4844PKSpF0jyIKykbnSxuQmp9e40VA69c43/wDxh8ylp/t09vcKP+B3RAUB9ZqXH5jsno12ppTiMvXWFTm2LXCjkC6tLQr5BKl0IA/A0Ip/Trie9/YP7n7Y8rt75WA5sU+/FfwqdHu1jKEDwtZIXW3ForEtsoSkFR3CoqdPfVJPvXrnz/InnBly2ydt9yLp5KDQUKAk4pyHKpP1VsRqDxpGdB5m6DBfC9oUlxQ3EVoAa6imqaf8NevHSAOcHZUTXvIuNUDybd0t2UpZeSh1SaAp+QWBoAkVp6etaHTrLnCPuomke2lAo4N/Ucfzqo7DegWEsd0ApO7elQoUqB0pQDcVa6dCZCTHqBUcfVTM6OkQfnV/4Uj7pTO0AAkE7dwJqR6nQDafSg9+omkkq1UBBph40KCFP40Z2GBMeME++1I1IoCB7HXUfXq27a7SQebacg+UniT+FVX5CZ21guKTrq4qr5acTGClahakn5lI1JB+nTO4Pa+cCTGMBfT0xp4hzyGMKOcUWli4Zjt6zi7r5Hy7uMtb3F2iM7UbWxUF+n+S3D7a1HRDb445S2V+KYNHZxPXGtTyRQt+lhzUKmRI68cc6x3MWRtuWO6xn3QiA1AeQs7viE9qlUBRoKpGg6ue3ubBKxx4uAJ5hQgFQnPBw4LhWml5sGDI5mvDsB4K7TCG3lJKSnuKWtW1NK0VspWvqevqj/j9aTs8jGaUFsb5u71Qd72Ep2rUq5l8OGFhB1BrsMuPp7KFPGgVSaH13AA1ArrWh0NKka+3Xf7BuqVKEX0qR6wFA4Vbhf7MV3f/AJfifp8khRICwaf0p1bIHFjDQdxc46jma7MajqfkVKQ4CvUmgKFD0rpX8ulPbqTZ6vEU5VpQ0E1flkP2zzMURlPvSlpbQhlAU4pxe0NNgAVBUr+w6LR3UdqwulIbGiuccmgYknoBQuSIzTta1STgBxXpWwj/ABqfx6yMonQOVuQrYlLaUtzLbDkNVYiINFfFhxKkKerSqvWvt187P8lP8hpN7dN5O8ry6NojcWyPaodKQcQv9PRMVqz7fZvt5CGtBneMXf0py7PfWxjNszOP2NFqscdMO3QWEtgMFKS6UIp8kgD4gj0r7dfPjdLh7i5xcQTifwFWOONkbf8AVx6nmaS95URV3C/ykqIX2CQCokgqLgcC0pNP+moaUoNaHUDqsRSuivRLwIA92VTYkLQwIqLRr+L0hX/lvb/fYzHqSrWiK1/LXUEeh1NOq9ZTAXs0fFrz8ahO/wB9/Z8KZpxJc0CM1vUSsFJofX5a0P03HWnXY/LF02NrXmlNq38phIfZblNkVpUn3rTT/Wv+nVn32IPiE7Pm40o+6qSmNOLdUy4dDuHvRI9wfepI6osxLnaDlStCArXZjyVwLm0pP5dyVJVQpVodR9RRVOl7cTb3QeOBUVpyOYQMzRM320sZXigcoDIaZCv8VLDiU/mJHpqNeu27pZx+YPLzbgBbhjV6ggVCjcY3aSuk8udCwm8XHFroW1OuJbKygpJKUkIrSgqnd6f264/Bd3W2XCOUAHEeupDmNccfmTOvJylaHOUcMjwkRVS50G9w5TDbbYdc+bbxDiEj5BIUgEga6V69Uf46ecZNv872ckSgOm0vA/pc0jHoQceOATjQTdYi+IhwGaHkh49lJoEt+Ly7PbdR2lMKdStK9idr7b62nStKx3EFKgQk+n4dfUu6LSS5pUFPZnVNYEl0O+YfgtWXcLupy+sJS4n9NtwpUXojoKTogK2pSpIBJ01NKV6EyfOSamNZpiXFaF3ymyiXauKrkI60p/eM9xW3ytjocQYMEPzZCNq20qUvQOfEkCn06kWaC7YHFGkoTyBRT6gtIna/6WQsCv0KBzOOHRSAF4LRyceYxxfef4VfJPhzEcsuVz47uud+RuHZTmEFKYi18ZweR8avF/ySCXu0AtGFR35C9ygfgpIINOuT75eeXLb/ACYv9bpHXcflW2fcNJJYI26fBDSE7zwgKcSMq5db3E9vLdstXEbkNwe490I1gis3Ru0uCEhoLiCoKaeNCJ/G87zt5GfxUfyr+QNogX9hrne8WrhTxawzjHFLnTjXibhxu12G2xOGeMsO2PQ7ZxxbMhVcG4tlaTcblc4ciQtx6c4p8+Tvu35ktbv71WW9+ZWNvLDaIoG3EL3NEMniTOujavfIDGyJzGxRy6wWNY8F4ONWC+tmSR7mLmHU5lvt9u/ujvvbcNvJ2FAUbFHJEJEacCSjiCpN+F38C3ArmLYzyN5lRMz5j5S+y+6yjg6TkE2xcSWu6d529RrtyPFtMlGXcgZfMtlxjSL63eLimM3czIS8HikuKG+bv8o/PnmwXkexfS+XvKttMYoRDHG27bbRMY1niXTiY4GkajG23ii0xGMBzUQLtRf30Tri4fNbsLnPMMaRuY0aXpJcD91rNC62R+AWtJDpChFEPz3yh/DFx9zR46TOauTPBjH8f8brbnNhY4qsdxgv3HEkThBuOHS8Xxniiz3yyTbxhmXwRMYRcVuuQ31qfRWQARRvtxYfcO938XcO0b7vP2w3O3mh3KFkc5M8xxguWSzaTI/vOjnkbO3xYdLHuewBoHTbVYXUls2zax2227pGzQwMnPitew6CXwMcJnNedWqSV2oE63PASio4F/lQ/j9ytnnhu5/y1+P/ACfa875SyLPuObdyfe8Y4cu3CmEXGwWO2f8AlVCF8tWIzMziM3W2SbgLpLQp9T0xbaU7QK+jdzm84XWyXfl+7sd1M7vGMVxJCA9wkcTHHN4YEbZo2Hwu63SQ3U7vGrTHA+3t53XlxI23up3PZ4sd02RjnA69QdDp1PBYD4emIeEHhokkkLhJ8mP/AFA/8Ynj8huHhGS5h5vZ/Zu9+0WDgqypi8WOTYTrIELIuYs4FmxKZEHZBeFsYupP5QknTqi7T9j728ntd380xsfFbva+NkgWOQMDUbK1w1yguA8SPwQ0gEB1SINva5wYyKSYxuHekWCJEVf3GmeQKA0htuGu1KHpjSB/Ib/1I38nvkJcJWM+NOJ8Y+IGJXh59m3WninE1cncrliSVd0KzfN7WbbapKGl1bcttihtMk1Ss0HV7d9odsunP3C8bLb7TJJqdEx7dvtGEFXBYz9SWEldDLiNhajdAAqx2e33dzKIYS90xIOi1j8IKEJR/fnAXDuyQtT9IUIuu5cBeZvlXdf93eT3OedZbMnyC+9O5o5AyLkS9ojlKVLMPEZdyexizKSn4tttsMpCABt0657vnm/7TfbNjodgtWXO5hvd+giZA3iviXkgNxIrgS79x/PpV32j7X3z3ie8jt7RpcXKf3pzqOokucXOBJxIdIceFFJx9/HJwDYIcUZdKyrPpbQQ4WHroqwWJuoCiEY/ZBEjsN7TRI3mg684eaP8hPuHfl39hhsNsicPmbH9RORwWabUp5kNx4AV0Ox8ibBbJJdsfczji9xDfU1qD40QsLxR8ZrVHQ3D4dxNtG0Cq4zslVB6KU8+848pymnqRX+/XHbz7lfei7mMg3rcXuXgQ09iNaAnHs51YY9n2mEaYraFrR/pb+INZp7xW4Pv1pm27jzBbBhfKEsQouCZFEfciWgZK9coSbZb8riPPpt8nHLsomNLUoNLiod77biFNA9Wv7dfcX7z7Z5v26fzJfXG4+QJLprNxs5WtldLaOVs3gNc1RO0FYUXU4BjgQ40F8x7FaT7VPIyKJjo4y4EMGoFoVEAQtcAhCcVUJTxvBPww458CMGz7FcNs0fL+U8kvis9y+DiuR2PIsimTQy85HsbuVwEswLdbFXZ+UI65at3bWlSkqNeug2f2r/yM/yl8yw7nvu2N2Xy1tUjrW0ub5slvaWVox50RQQqbi4uXNR87YR33EB0jQK86uuYYHvlmSS8IVrI3B5DAqd8d0DgpJ6AhKh/FHNfNXkdyzzJlfMkZvEo/HBbwnDeLrQ7LNlwK2uOrmz1SZ0xSpmS5bdXm0KnXN4JC0oSyw22wkBX1O+z/wBmvLH2V8rS+XtifLebxe3LJL2/nAE909jC1jWsBcILWLU7wbdrnIXOkkc+RxIBxXsu4XZvpX91ls5GhdLNTsQhxLsMXHE9BhQ4WeVDuWSZZNbA7kzK7uVhFVb0JlOMkpBrVawiiRWp0p11i7H7jj1T2U1alLdgy7gPtK1iM88RfJu65FaMuwHA7zfcakOtqbciPRE3C3tuvNrUUd9xpxxlbZKihQO2hor26iMsnSTMl1MCEZuAwVVQ59nxqTPuUYtywRzEuaRgwkLwQg5L7KKDyJi3i3WjAcVu8eVBvUq82ODJTKSoSEiHBeW4EpQdpKVNVKq09B6CvU4BpbKWnumXDsxxphrhqgDsHacQc2lOPr9RrvsVk5LRi1yjYtZ7vLkvw1NwZtutb0sAsb1OIeQ2lEeQ04pRBNakVoD0iYhzVYDqTLnySlG4iaupyAdq+4UN9otueWx+fLzrBLxjLkia44l242p2Hbu+wotqm2915sKbQ8UhVDqCaD16ctrYxSkodJHHD1eqmJdwFzFp1NJB4ZHD2irse8Rc45oXjWcwLLuxBm52+RdJ61qQ+7DQ6O5JgoSAtxCNtapUlSdtfTpToI5JwJS0aSoBKEpjgORrbZ3tje9ofoLUJDVAXDmqc6vrnbhG+X7AIXG+E23/AHVcJlouJmNy3nXo9vjxoyUJfcUhDy0PyXiBtQCVKqaDpBcZn+LIjEfiSUxP40xcRCCIRWyvfIwogXDr0xxqOce+Mt1TxwOPLBhEaLm1sYsTN5hLc2W+zyloZdDsOSlslzufLQIQdxO6vROfcp9REky2qYdmCDsoHabc1RphJu2nFMSCefqSpfC8KebU7d1gtANakquTxIV66VjigqKfjXqN/c7LFZWii7bW8B/2H+0V67j4R+QMqA4xCt+OsEpVtQuZKJAIBCa9ihIIOpNOmv7jYasZWpzpZtb8BRbv9rRVEXf+PrybS6t02iwvr7oUptNyksJU1u3bkOuRCgrA9lVJ9j08NwsTlMxPXTJhvz3fpZMubfzq/uLfEnmfGXe9dbNDiOrbZacdbujb0dxts6tqS4wJaVODQFP5ug11cRd7S+Mg8j/BKL2jJjpMkUrHN4d1D61WonzvxFKxuIhi8JEWJd7/AArZc1LdZW5IjW18zLh94qbVuPGkV3uAb/jVRpoOuO/cncCNsjgxbHPOA5wzRg1lvYSBXRPKNqW3RncO9GwlozxdgDhioxSklebnJtuwXj5mXJjv2C6X6JmeJpnrfcYctVpus794Rc7hPeitS++mE13mBsDaUPMpoFqSOuBWFtNf7mA0HQDqQ46kXsyXE11SeWOzsHNc79xwRckXMrwThnWutd5KrjOeynKZL1sxhlqTkl4DsbtOW3DmNsHHrfdEOJP3F0ylxpLEZtRSovur7VW2VqHYdrs3W8ccMIPiuKDmSe8TjwHzHgAi41Q53SSkvkwjDVyRBk0Hq45LiqpgDQu3fLbreL5ecxeim33q/ZEq5XB9Lq02+JbHIf2tps0FtwqSm0RY+1tsklTa2dtaK66HZROsWsihJDGBAeeGJPacaEytZO4+KBqPoidPfUwtuWQLh9vDnuPW+aytBjSGHnIM+I729och3CO4zJjrebUUkoWAUkpNQSOj/jsuQGyFHgdh9Rzxoc+3dGuHcJzGS9eRq0bJy3yrxpcLrk3H2RMY7fbrbX7Y1f7LZLZEkW22yIzcebFtUNDK7ZDnS2mEbXiwstrBWna4tSuqV5h8jbDvUni7ratuItQc5mLY3Ob8pexqEluQ0kBw+YGrJtvmbd7KIstJjFIMAcNTRxDXHgcMSFB+Uiqcckcq59Ln3yRlV2t866oeh3rI8nyqXcL9doz7qXJLDzEZ5aIDDpAPab2BdANBXpiae12O2FtY23hQBiNihY1oTlgE9qnnW47e43OV11czF8rji6R7nH4qnIYCrix25RuKbS3YWMmey1TsyLcYrF0hx0Kt0VxH69uQlUh5Ehb7wLzCSNzZQPQVqQ2W5G+bdLBuds5tsHI0qQp46FAILSUJyxTsY3CB+0XcdxYTh04b3gRgh/qxIIPAe6oIxl1vsdxyWTkcmff8sn3NUe85k8GZk25Wt5hMq1JYiz2yyxaTalttdlgNNoUgpRQAdGrZm27XD9FHGGBmADRgBnh2qpOZKqq0JnmuryQyTOc+V2JPE8F7BkBkAiYAJObVkyrBBx7J8VyCet+DmsfJod2YkOLm2Bxf/wBkoU7H2l5mG1HklSFFKgO0oH1SrpN0IZI3AEPiLUIPI5gjsKeum4/GjkBUteCD76en4S+Q9ozPEMniXOlmyuw3qLPyW0NPPxp2PZOqS6idKhtpcL7UOXCW/JaYILvc2VSUJp1xfdbYbXeOdI5bWQdx2YIbl2kDP1GrxYzumi0YiRhOoEFVPHsXCnA8hctzOLsewnliW/ZLbaYxxTDOXbi8/Kat1mteWRpEzDssuUvtvtxsSzCcCpuRtQIDr3aUogbOn9p3C5tZvEs3fuhTpz1sABc08cRjzwUUm5tre8i+nuWgxnBVRDzB59OtWRakYfmVo/f8OuaFF11oTba7JbcgtTpIBcMS6NtlC2pDtFMGpYWkjYqiqddd2LzhZ38bWXB0y4DEIVODQODgclwIyIWua7x5UubN7/pgsOJHJOJxGBHLEcjWfxPioZve2bVdrY8443ufbT2qudyIuu1tQ3J7QFSoChoK16u7HxOV2pEHoKpJt5A4RuZqccMcu0eqiyMOXgGD3THralLS2oMh9lp1n9ViS40QZLaqgJcUUbqkK1GnWu69wdmFqaxrmM8LFp0oeGQ91J7v/wC8ws/tbzITvdkPvJWogpDintz8lZKSVrKtR9amumnTMiOnV2ZJpyFro7cNdwA/Gjz8dpjpz2+Wp15xSVW+yTd60gqdeDUht1e0qO4rNaUp06StpKuQLT8RSGj/AKlgGGppHwqnvI63rh5BNRHRvdi31TyBqP0xcWH1OFwmrdBrUa/T6dNMcoUcwfgadaS1jtR4OHuNHXnNrNz4kxZ57apSTGSqmpV9zGKUn0oo1Go9+mpUbuErhkXr6e2s7zrOFc+PrFA5yDc5KIibE485JhNJX9vGW/IcaaW6lTToTGKyy28QfVIrQ+oFeiLXfsnmcPVnUcQgPOnBB7zxTLKhRu2G2+yrg3CUkOSVzHFwYTJqhlIO5LzqgaOSVP7SBTakCg6hOhGktaEpDYWxSKmRVOHqrqteEvSuQbDlSmAmcm3OuuJ37S04H9ymnCBQOKZSQCPagPUIBrHE8UIqYGukeJeOZ7ak/OJlT7NcQpbr6UpSttrcijaSpIQUn/JVD6mpFKH69KYpauZSpoIaFPF2H4V4eHMwudpuOItRGnC+1JkR3HGjtIadbSqiv8S2S3qBU69bkkPhEZ4IaRKMA4LqDhl20fDtpnvZBbshfSp5tcGAXglFUNNvqBdeDnopQWQdNT7+nW7RDa6TxX11HmUzEjJa/sKTaI+Q3qZOciqbhvOSWYjqpI+/RbYyrg7HACkKU88xFVXYNqUanSpEK8jc5p0LiMTy4KeypMUiNJIxaFHVMh7q1HM1zXiZ0ckZlln+zXchzO9ZLlW643Ny7XWXcchutyvzBcZW6lmcGHp6GGENJDKWKVV7ntNxcbJtlk6Gd0ILImtAc4lxLWjNpzUjAAIAcaoVtDvFzcQthM4YqlGgAAnEAp2q4lSmAoDrxkNnYu8C+2eJOsV9ZdVcEXnEJk1iViD8lptP32ITIrDX2lzjPIC0Nd5Ud4VbcQpKj1yzdLi3mR9uPDlRVYT3CR+gj3hSOFdEs4544/CnIkhOCPAVwHF+PeB7BzwqhLva1Q7+1mn7kp6S+9eblkiXm3mv3i6sxXHYWXQGHWWVxo2Q3CchMiGspcg3JLyW90dbZTQdO4RXkjrgB1v87ZMtQX5XA46wcQcnDkQlWqCeN8HgNw7oAHEDlyKAZ/0pxqtGp6YU5m3pU2WHG0ChVGZRDkulRacW9IadZeYKiT2nQEpKgpKk0HTjZnA+Hgh9x/LoalkAs8VwxbyxNXhhIs+N2nHswsWM2qTmt1vmTtQrvey5k8ewSbNPYjQZtmsE1huwR7nFZCnhMksy1GSStAbG0ArbzxWFtFfwxsdfPfIjn98MLHBoLIz3NSFdTg7HEAYVXr0XFzcS2sszxZMjYrGgN1agSdTwdZBy0tLcMCprtyW/ENSLlfbnMuL7kpTlxlLkF65ZLfJC1vyH5D7qnFSpTrhPddUShsAk6ADoVPdzXL3GRznPc4lxJUuJzLjxPDGtW9srhDCAAAjcAjGjAIOAHADsqpne/c5bt1uJFUdtmNGZCjHispUft4UYK+XZbB+ROq1VUdT02BxNFWBkEQhiU8SeJPEnqfdlX9lS0H9V95iO01VCC86lltJBOxsFWoCleh/5h07EySd2iJjnOPAAk+wY1otLQpzVEFEvw/4x81csKaVi+MuYtj9yU2hed56mbj1rehgtOvOWm3GM5keQOtNkq7UGKtDqfR1JUK8d+4H35+2v21ZLDud79bvjAR9FYlk8+rg2WQOEFsC7DVLJqH/0yhp2KwdO8GTugFQvv7ox+FP18IP4tONMRyW1ZfncGRzBnlvW3JtLGYQG7dh1mkNIS4ic7iqVyWLb2SVONrnvS5aWiC4lDhSgfPn7sf5T/cT7iWc2y7S9vl7yZK0tlitXuddXDV/2pL1GvIdk5sDYoyVCOapJBsdtaEC3Gq6T5iAo6gZD0Q1sT2OFbMJiGLbn27heHmwLlfnYyYYmTihlH29uiNfG0W9DKEtMNjcpTaNy1qWpVfJ1xukdsxttaBrIWYMaAjWnlgmJ4uIxKkUsNxxxJ4rie1etZuLcEMpnTS48uUxVbB2LdS0valUeOpIQrvKU+UpSgJ3FZ0GpHQc3vh+JNqcZMU4p06qcMlXKlYlAMqNvi6HLxzG4VzyUuIvc6GF3CHOSHX7ah5lBXbmalxDIWr9R0E93copWfiEj0v8AZn7deZvOMsVjt9u+W7lCS6grYQRi1cR/qc35v6iMBUa6nhtoi6dEQ+sUN1z4o8dcD5Iybl7H+O8OxfLssUy7f7zbLVCgyrzLYBCJ8wNNpC5ykGgUfkf6nr7BfZf7cxfavyPH5XtTj4r5JEJLdb0JaxSSGr+kEMClAFrnG77jJuU7WOe91rFgwElGjsyHRawGVcxxFILkZxDcRvRCwrYt3afSiq0SQNdOusRxNarnLQkyuPcUBgHBVPTGqHvvLt0vD328B7YyCk1FQspqfihSaKJH/EdPhgGPCkIhKFW9n41lsYt+RZW+21+oUgpO8VCCkKpUrJ9/WlKU6S8NaiZVgaHOAooLLgcWDGZ7tHpRALiSNQojX8vpoadRy5ThlUuOMsbwVPf+IrNHHnu4lsMEMEklAWvapND6o+gP/s6ZIhLxIQ3xRk5BqHDAovT0NOakHh4p7vjVU5ZETcsfRNbQncWyRQ1JNBRNQPQ11B/p1+a+RZIWXDTmMfxrqUaai1MW4L05UBHJ8laUqjJcosqLaUU9SFVVoakJT/w6iTO1RNbjicvThUhhGrDNPxqorNclxn0Fa6JUtPx0UhfyoRUkGrf0Op6hqAEOAPD0ypicFrg9o73otGhxdO7yWjQELKVmoICKCgSlIJO0eo9umh3FaczhTMpx1/1Y0amMOp7aARtOxOgofbUCnpUe/R7bJNQDOIqQOCcqDTygXIy7MMewxgLXGMltUoU3DYaE7gAR8aGlRQV61OXyzFuYJ5e3+FIMvhEuTFowHUiqy5OutrxCLBsMcoaEKG01sqkbdqQAtWgoSQR+Pp1YLC3LyAwgAFEOFRIWOPeGJIU0nbza8gIOA4XdFoltJfWy8SEq1Wp3clumxQqVr9Pf8Ou7fa3yPcecN/trFkZc18zRxVfyVMuC5JTkbdMyuTSFVcgEUn2ZVqscgZDOym8XS/T1l2XcpL0lzcSSgLJ2Mgn6IGhP+vX1x2bY7by3slrsloGiG2iDMMAXfqd6z7qiTzuuJTKMGkhAcUaMB+ZqOYg3ufWtRSEJ3etSDQ1KdNQivv0d2xpMyngPjUS+wZp5ke4dOP4VNbnKUChhBFVGgGhG1OoGo9KHWvRyWTSNDT6cqgxMQlzsWtC+urCxBbUNgKdQner1KklSTRRIAVT0Fda16n20jRGMMaZcAVaU7abF/Hr42SOZM/hZPfopcsVtltllLqKtOvIWFLXqkpqPQfQf268if5Q/eh3lHaXeVNkl07pO1ZXNPeDTk1pGIJyNT7O28KI3GHjOwYOIHPoExrcg4kdw7G7NCxCyKiM/aMNsKbaUkUW2hKVp01CARrX3PXy7l3MTyukuJC6Z5Uk4hTnj6LR61Gkd4d7JeJ9BVuXqClUBwIo4HGyaf4nQigNDXT/TqJeNLoy/NRU1qF45Gkn+UdmkN5JOKUoooLO4I9ElwGhVqPStAPw6q8szA5HKrSvp66fhaNQ5EfjRK+L8lg8cNNpILraANNQSDodNNSK06qNrMY92umH+o4dtMTANuCmX5UdnFN3DMlpregDefjur6n3IOwj/AMeuqeXLnS1jnEZIlIGJQUXjzgl2nRQNUj2pRQGgUfoR79dMmkFzt5x4Ursqm7oyhqQSon86aUNTUH60Fdf9eqHdACXPjTyqMsTXEuIBStG1KwU7lDQKVXQhROpP09Ong5p7zUpnpV/8d3VuRHMF1wKDiDoT67hQ+v16695Iv2yR/Ryu7rhl1NR5ugxGP51U3LGIiPcjKZZHbUe5VP46ev0BPr1UvOmymxvjJGP2nFfw9lOseXgZZV08SSm4eUWVuUgKjLuUH7pLv5ShLuxZPvRKVk9Wb7Mbq3aPPO3Syp4DruIPJy0qQV6d70FMXjA6Fy5ofeKS/wAwY+7Z/KfkW2tj7Yfvc64REb22h9lcH1ymgjekhKDVVNKfSnX2E8v7k3ddhtrxpB1RaT/xMJafgKockbm3IemGkfBKx87upvaSSFJS0VJXugupB9kDYkLSDUn0006feXNenGpLADB/qNDx5WWGTd/G2/X6MVuf7d5fxNmS4CpZZav1ou8WOhyqE0Q9LilIPoT7+3TzFCOGZ1D1oD78abJOp7BkGsP/AJiD+FEZ/H3KhOfxD+VFjmwEXlnEuSeZbZeLAtp2Wbrj+c4pjdxulrDQC1SpE2wPzQy0gFZfCAkE068z+aoSz/Jt0UzhG3ePKMcLXHi+EOaCOHdewewmuXys8PzXucJDT4brV3JfHs2rjip/aKf6gKbJ/EPxVD4H/jO8WuLbe4y49YbTm06RNSQyZ1xunI+XzJE50tFC/uXoKGy4PzoKCg6p08c+ZNxO7bh5j3K50tuzv0ylxQBsDGQnEoUayMkniFNH9guHXNk+6JJuLjcLqRy/1eO9gAQ5BkbWjigThWsz/O3/ACrZDk/Jd5/j24Jz7LkcfYJkJneS3IsG4TYOQZ5ksmYqZF4fVcMZXazLxPCYdwZauDSy6HVNtRFhZacUo9/i35Hm81TR/dXzC83Xll00v9mt54o5PqYxIWnd7trmua9UMe2sLUZA36hxc57Ayw2WyNumm5uSZrSOR2lsulwkkBJc5wTS6OHGOFpBOpuorpaSny0cYsPs43arTjUl2Tepse0WXEcbsMiddcoucpxAgwsbx20xXbjcbjIUTRqO0SVEqXoFEfUKKydO1s1wSY9ICudhpGAQko1o7QBUia9kj1EkkNyXFOQA/wDvQFTACh4548bOQuK/IXNvHXlrELnxnyVi95tN6ueN5sI8yfi1vvWPxM4x1iazapNwjsS7lYJ7Siht0rjKWUL2rSpIpO/Xtjt+2T7nBqls4JAmnPB4agJTFTnyyXCj+2RzvkbAro5XooIQqW6kIGIwQofWmVGT4feEN95pjWq1XfKImM3K8ZBGdjY/aLMzf8uuVjS0tu3XpUp9hq32ET4qnERwUuyVxmzKf2JS2VVO589xPsT/AGS38a51EB0wAGtMg0KToxUkgFECmrfsXlN253pdevcy3YBq0op6ajkvQE8ScK2NOMf4xeJ+N7JabLYWmxeKNO3q4plh26yG3CdxuM9SjIeU8pINCe3qQBrpQdz2XcPMrw7e7qaeV7QHNL/2wOQbgGjlgMK6fatstljMdhCyKDJWjE81JJJ9ZOPKp7yt40YNxPZ2UWmyPZHkzsZyZ9mZ0W02C0sIBQ07ecmlCQG3XlE7YrDTz6kJKjt0ryzzV9qdjt4UB/6qR3IvDB0ATE9vWi237q+8UeGDGMAuCn8utKl5WybnrGrq/GxJvhe79t9p9zHZs+faGlRVHtqaj3x6OXHH47h+K3EUX6gD065/Y/ZrylLcOfuAvGSH5ZGlNJ5+GBpAPQqRW72Xcoe/H4BGejEexx4V84hyJk9/cXZ8ixeNYsmabS4/a7ReWcggyGSBumWuc21FdkQ9/wAa9shJ0r1B3z7WWuzRtu7SQXFmoaD4eiQO4NLcRkpVR1rLK+bdO8KVvhzgKQoLU5g8qz9yv3KKUz7fxvxpesvyZmO2+1Iu78LDcIs6n6pizclzDKnrXbBDS80T2YhkynAlQDdAT0xsn22ud1lZfMeLW1jkaRIVMiscHDw4wFJBGZRoPE0ncNwjtW/TxN8a4kaQGj5QCEOs8BjiBjWxp/F5c3Xo17Yy2w2Sz5Vk2M4vkF/tNmlMXKyw78YbrF1atNyYQhFwtzsgFxhwiq21D6dfUSXc5932G33GR73TvbG4lyriwLniBqBKV5Witxt/mSa1IAY1rmBMla/L1AovLOsNnOAXLBOd/IS/pgiHjmZzI18tzjaC233m7Ulm5tVSBurIa3AnU76dWOO4iuLa1c09/j6kxoDDDPBdX2sftJ3Tl8ylE6LnxHZS28RhJYDVxiuArfvv3zhSgaocuCnilz0FKJ/qNdeskcPFXBNa+9aWWrauABXwiPYPRK2xOJHsflceY/IQzEKXLTBWdqUhJWqMgmlNKVPVNvy4XsiEpqKe3CrTtQjdt0OoAnSM05Ukf+QB+HfPJvijG7J2my5M7ToQPj9zIS43voPzLbjunaR6dXDbGu/tUfiZlzs+QC1Utyeu6SFnyhjQP+JcPdTlOKsKsdnw+y22NZ2khMGK0EJaSEpCG0pCqkVJO0anU6nqo3dzNJO4h7tC4Va7aGKK2jZoBkIzOZ/maFD+RexYzYOAcouBgRWLquK3CtbvbQHPv5C0hvtUG4rAqfpp0Z8uyTy3EjXOJiDCq8DkPWtDPMEcMEEQY0CQyDL3jsAXpRH+PuP2m2eNGDx2RGX28Hs695SklLrttadcK667wtw1969I3GU/31zCSjXgDsCfGmtrYT5d8RiFxYSvUkrQ/wDia4iZmHI37qyiS/FnyozainclDS5b60tJJKgn2pqK9O7+4vtB4eA8X09lI2LSL5SpHgD4lfbRD4Za7TB5Rza4o7YM921I7Hxp3I8YoUAgUptBoOoN49z9sgjLflBx7ak2EUce7TThy+K4YHggIohVPwQTRDXrp8Br/YCnQZrEORSjxlAJTThz/hXBMhNrCllhCPSqwhCB/UqIA9el9zJEpBmkBzB9Mqg+a8xcVYay8m+3lhybGjmQ5borfdmJRVSUpVHbQ7KSpxaSEgtgK9jTqFcXVpZsMl1IxkYxKnh2DErwSpEUM18WshY58mWGAXtPLMjhQDci+aGcG5sWzjvAcOscWQ+WWbll2RQYt+lsOoIjqtMGRKbYjyHwN4K0nQbag16qdz50ia8iygJi4OkJC9Q0ZD/iPbRyHy48NWeTvEZMAKdrj+A6UtfnXyBZsVkn5fmF5Y5Cu1lfkPWKxNlWN4lKkSpTMCVb5UyMh+f2blcJpQoxElc1xtYbkIQN3XJvM3ma43CUSXb/ABtBJaxgDWNXAoOZ4nHAYVcdn2aKIabcGNpTU9yk+nTBFrV58+MtzXkmfB5KzC9Y/iOIy59yiz0PQRDjuW2yXRATh1txzuuuXxy5zihS0JcJcQzukOim7pHlKK53DddEbC8mPUA3JpdzccGtQYuKpkATUzfzBaWLGOd3Q9w1OCkpigAz6NyPE0lvmfLp+RwVW23KnwMLt8x+7w4D7330zIL460GJ+U5bc0NsRrtkTrNIsRhkC32eCkRYiQN7jneLTa32VuZZyH3hCFwBDQB/7ca4ho/USS55VzuAFCluzcjQBohDl0nMlMXvTNxyHBrUa0Zkw61S7pExpgx57f27CwxMebgNXRVviSWgpDE2M62tbtrmmoUUVKFo6NxtIhaVBRMUVO3pwoWGh8znEKO1PfwPLnlXymM3KZDryILsdNUOqjlcqzvDcAXYklkKnWCSutSy8ntg1pQdOMV2JRPd6jmKU54A46vf2EZEcFzqTQZUu1s1t1xauMIpHetj0piQtpsDbWNIbKgpSQdARUn16nxyPi+Qq3kTUQuBxTvCpFbbnb3o7zbLMZTEjaqVGdbLb2+ityt6SlSXgDQEGoPTToLadquDUOYI550825lhwB9OlQfIrVFg9uXbYzrj5deW4JMyUt2GlsJcQ9HkrUt0bVJoUqJFK9IfFHEAIgMFwOCdlOsmdKviFBz/ADWs3y5aIkjIMZb+9/bZzeB47HvzTluKoK3HWVy4amDblpltOxYD6Pk4gqKq+oNOot8xrp24odAXD2HDkKTak+E54aqOIwz9OdeuDhTU3GnnrJOz7KhZsacevjWHQ0xUQceiT3ZMuVc5vZkqhQLYt0KW8+hKEIUVEgJPUbwImRlHlxI4YL/LnSpJQzS6UNZqP6jxq0+EuZXuKLvA5Cxa2XW2TrlckWvLFybu5eYl3VbkrW1MU3JCI8mUmCwp5Sk1ISp1IIJSOq1v20x7zt0liE8UhYzhg7gCR+l2RTpyont15JaztmY4Fqo9D8zT2+3tyraK8YfKvi3P3cL4+zYwbpYMzw+TxLFnzFsi35Pg2bq2jF8rZmn7eeYl/lodtUp9ujW0p3JSvTzoze2wXjGB7hK1xjJCo12SEogIIKNOIyron0sdxE6SNE0h2Iz/AAx/iawl34u548NcxmTeLZqsx4QaaaD2JXZ+RdG4tradU0/bmWY6JVxgwrc6ksOutifDQtG5am00ULJFuW4wyl8Lg+M4FpOBJxwHPivA8KSI7aVnhXQII+UgKg7eB4cQaYF4/wDmhxQZdvyF6PdbHJjDtXvHLw+l+4WhyQG25LltuFT96AjaptKhucarUnrp+x/cT6GPwtzZI+3cEXNzclA/q9eJzqjbr5OhvJvGsHNErXEgIgd2jgcShHZhRx5FyVjGeWiXecSu0K522VDLUOWy59yEKLfziSkppskAr+TaqbAajTrrOzb3t27Wbbvbpo5bZUJbwOelwza7oQK53uW13lldOiu43Ml4A8QOLTkfUcKX5HsLF+y2OSAVQ5k1DiFqoGO6vt/NYpXY6Pf26JyIXh5y/OoEUmkI5dPotEnxba/2XmNtlCvlIx63suNJ+KFGLKcIcbdAG4bXPf0HUoIbeUf6fgaZ1AXUYHyhx94qs/K7vQ73kjzKktqQpUlpRSlzQsocXuSRtUfiR66evUeIKzon4U5JhIQEzNFq3kAu/j1jstTqXFiDYnCofEp3RwNoVUhKhXUkkV9+kXI035T5S0H3CktJfZtPHV2c6C3JGpdzuLf24C3A9StSkAurLaQoppUrNakVGmmnU9oJZ6Y1iBpUnE+mFRa54xab7dY8VEgGQy4IlCsMOkxxukPqXUNkH5KroU/EU6YfII2l3KkFol0k/MKxtmsN1tmYKkLksvsCO4qMwtAS4gNKSlJpTaFPNpBIO6qgaV16Eue18haFqUGvY3Vh6flUT5PgTZcO5kJ7TS67SptSiK0ATtNKjUkE6D0+g6kw8kwrbpGujA/UCCnZWS4pt1oiIx5ltv7u+y5gZiW2JHeuFxuNxDYSlm2xYyX50t/aoEoaQVAalOh6cmaGwPpDnnU0hdTs/WacZwz445llLkK15481hcUx1yH7an7K45jDstEVkzIBWu2WNbjrobYYkLefXvBLSKECiedPO1t5C8rO3adglvHSiK3icS0Syux0kjvaI2h0kjm4taAM3Cp1rYDcL7w1SABXFqEj24KTgB2mr/yrxY4KsPGnJ3H2P4tl0m9cx4Pk/HOS8h2jJJDfMrNjzGyzLBdnMMzxcKQxx1KYt09wQ12+GhMdaiSHfTrwr9yv8gfuBHNBf7e8z7lFPHJb2kESWzZI3te10jMfFxaATK5xc1RgpFXaxsLONngNjb4CHVqKucuBGrMA8AAAhOdKNif+nz/jGwW12TH7zxpzpnGVX5SG1Iy7ybz9+PCQ65sSh2Dh0XELfKahs/k/RBLup+KR1U/MP+U/3/daW9vfX9hB5rvXIWwWkAZGXPVUcHlxAwdqcdTnHANaBT30e2RuAit41aM3K4JlgCiIMM8KErzW/hK8Rck4S5rtvh3wrj3E/NfD98sGS4BeLjnvI16Z5TtMS1zYuXcX5Tfcyy+926yt5KtRfstxSwlFtu8WOh9X2z7pRB+33+XH3A2f7kvi+5W53O5/bxkkdtO0RRB9uJBpF9E2KNrpHQzN1SxAkSQukDRrDBUe8srZ1prjY2OVpXuABQMwcCq4EIiJ7NLvmOw3/CpUnjm+4pc8ZyiDkG++2HJMdk23PbVLjD7OLYryhbkm5SY7Ml7uMpbS42tpIcbW6nao/SQbltu42ce57Tdw3m03LBJFPFIJIJGHJ7HjMHqhbi1wa4EAbYgOJkJGkYD8+Xb1qvLxxmiJdGBcZkuRHUtLaYtqiqXdrkUMJlOxmn+0I8cPIqGVFBkgkfH36KM2xXDx9YbyARxwVOi8OI5Vsbk7wTo0h+IUnutxRSBjgc8U61YuY3S347bsRgdlKHINmV27TbnHZQE+6vGdMQl95SX3jHcUfuXXUoHdKgBqkdb3pgiba20JxbE4uHBpc5QOpAzVCTnQyyDrmWaUppe9uJCYAaQei8ByqLce4dfOaeQsewqyyrbGyLIXpsW1yL/91FsNljRIrlwmyJjsRuTIbjMNMUU4EFa1kbiB6ULzp5v2n7feVLzzjvDJ5dtsg0uZEGmWR0jwxjIw4tbqLjxKIDmcKNRWr3HwQQ0IpOeA9MqP7Bf45vvpKpnIPMMZ7HoGrjfHOOyo/wB/IIWHYqb5lhQhTKlAJ77ER0BOqNSOvJHmr/M5kEP0/lHy7INyk+U7hcNRmXeMFqpJRe4+ZvVMamR2cZXxCXAer+I9MaODiDxi4gseSQcd4P4jst0zKE1GeuPIWch3O7ljLb620fezrle23rXFosVjsRYbUh1dEo2iqh5s83/eH7qeb7OS688b5dRbBKXNbZWSWUUw/obHCWyPCYPdLK9gCucpwqbGGRNVgGHFMT68+mFNI464hs2P3u1WK3w5+a8gTXo4vN4vbzjt1alLSpx959aXlRLMzAQisdkOONQY6h8lOADrhVy912tzdBtvtMfyxMAbGxuGAA+eR5zccXvxpiS4IBaxEPTEnt5c6YpZWoOG2xqy2gxVyEIKLi/HQlvvvuj5hpx5KXJMZR3mq171fnXRRp1Qd03uS6nRndijwYwH5WnmcnPI+Z3DLLPI2khXYE/AZVnrQ0/PIAbX31IKwtxwBHfASlnZtQSo7UUBOlP66CWEzOw+c8zx4Y+gp13dAq4sUx+7XG6QUWmWltMJwyZ11EVpSIshbYDzUZp4LYdmoBNFAEIVr+alPRP2C+w/mT7zeY2RWhfa+VbZ63V6GqhA70MOoaXycC4KI1/rRBl9uENlEXO/3Mmj8ez41d2Z5G5ieOGf2ZMyHFBQ2lKnHnXXRUl5W5SitRVU+v8A4dfXyyl+1X+PuwwbUTHZ2xAGo4yvXNzz8yOP5kk1T3tv94eTqyxT9PZ29aXvf+Rb3kV2kPXGNLRFK3Fx2ZCFobbSk13E0CU0GtTrU9dQ8t+evKvnCLx/LV9bXWAJa141hchoJB7EWgd3aXlt/wDaGODFKYKO1R+OVVrIkO3uesLkraZFdjKSotAe5UTVB/tXSnVwDXLpcCDyqIoLcUJ59Pwq2OP+Opd7nMEt0bBQNa7imo7aidClSjWg9QD79KfINJa1UH4UprNTC7HSHIea0wHDsHhY9AbabbaQoNgqWAnfuOitRoAkGn4dQ5JyQGtyWpLI9IRyGpXJkRoQCIraHZFdXF0BCqfI1GtR9ektcXZ+70xp0Y4nEV8hT5YVJJb7iQClAVpQmhrpUfAk0p033da4p6fjSEw0oE91DRiktu94ONit6hHJFRWh7Z1AruoB6HSp6/NlYfv7aQM2D+ddPjej9Z+V1Ls5X+4j3yVHO6iHlaKGq0lZASVA1qrXX39+oUjiI9Z4fCpMCa3JlVRNSiiU2gpqhbqEoJIUUqrqpBUQFkJ9/wC/Q90+p2hpGj4enrp2VmpnYF9PVRq8OEIbjEmo2hOp+IKfdWlQolXtoD0hziJHY4LxqBKS4NA7P40cGNPp2b1jakIJ3V1KQDqfZXpp0a22QNJJySpEblauX8KGu7qiXfkO43bbvdtiJK0ggEBLSChNT60WfQ/4+3TjXn6wk/K0EkdgwpqfvwgjBznJ+HwpYHlTyIjHU3zIJkkIbj9wtIUsFtxQVRJQT/yn2OgP49X3yptk+6BsDG6g5/ePEagg7caWoYDFiJSOGOWJ91arHlZ5BSuWMzftTcsPWa2Sd0lwLqmTJCzsaJSdqm2jqajQ0HX1a/xy+2kflPYv7/exgX88YbFqHea39cg5avkH+kFKi3zxbxi0aW63gOemYBKtaeR4uHJFoNcg+3VEW43VSglAJ+Iod1Kih+W70NOvSt14fhYfNhUGI+1a8WJ7UsvLoE603K0qVCtCRWivoKa9L2wAMe7sFMbk7vtHIE1l0ESJ9VGiGigAV+J3L+R/oafXQ06mkq6o7sLRRgXJ7OXbV5YVYpORXmzWG1p7r9ymRoTKASpW15yrrgIFVbUH5aUA6ib7vVt5e2e53q4IENtbufjkSBgPWabhj8SQRgHE+7jW2H4sYBE4W4ZizG2248tyA2wwpCA2rcGtrz+8H5LqnT1NRX+vw7+6nnW+83+arncJXlwMhcqriVTHoMe0ijVvDE+Ykroy9TcAnSr64Kzi73HMJEhuW66yJNVFK1L3V0WCFHVCqGldN3XLoZXtJDsH+30xzotcu8MNQAjgPj7qaza8hVOtCElYK0tBNR8qHbRIWdACsmta6enVm8cOiEYKgNB9f8/ZS2qoTLCli+T0VL95cUqm4l8qKtAE66FOvr6V9OqtcM1K8Z4/Gn4nq1TwP413eK95Sm2XG1LNFNKdbbAIJ20+I2J+lDQfXqqyjw97B/8Aqxr6+NN3BRznfpAFGzgtwfZvCVbyhlDqdoFAAkg/ID/mNK0/Dq/bLKWFw5JTAc4uUIihOyj9xWQibbUoK925qoFQoGoP/Af8euubQRcWyfpIp3qag2Uw0sOrCQQoFWh1ApU+n+JPVa3G3EUjmodQ9PbSlwAGdRiI13QK1oARSgKt3tSu1P8AU9RII9QXGknOrCw6WuJOaKVFISvTU0VXQ19NCf8ATqy7FcPtr1j2khDSevD86vTIbY3ebSh9TXcV2xU0B9q0+pG7rq++WTd12xtwQCQ341GYSxxYmKr+YqlrVbY1vvLKlfpuIkIUmtBUpUCr/Wmnpp1Q9ihis93jk1aXB4I9Rp2UksQfLxpaPlvh8S0+SVsyGVHUYuSY2Eh5K0IDkiHLXuaKikq3OMOVBPt+X36+o32I30br5Qmt3uBmt5wU46XjE9mppy41U9whDSZMS4FPVy99UHPl2967ugtANNtfBxSISlaK2IbUqPqkJTpUAVHXX3OVxXnQ9odoQKq/hUy424mt/PWCc48SSJohRcusG203R4vSG7FllmlIumI3SSyoBSo0W6xwh0J+SYzzhGp1ksIQFxRmsL0XM+ytQtJuvDedIdGQT6wfw7aqrPMp40/jT8WuJ+GePuY8IZ8hPMHl/Bcu5Xzfmq+26NxRwv8A7ZlQMUzRRxaxy4t4iJsSVIZsTRCpV9ksqkOnthSU+Ud+t/Nfmf7wyeZvMO33NnsXlOFzGuhhe/xmTyPjtIg5HG4NxJIbm4kakdvbtIQVzh4v594G4yhzQXxy3JjZrbbxW5kZFbhoV75JHOMj5nEFsLXua1rQwDN51zH5r+GH8X/EfBvHHFV//wDNfB+N3sb5W5++x/3M7hFjvvIudMRLvgWNJkKnHOszxkIvdxyCS2/Ex9N1jNNtvvOFbXjrzzt3k6+8++bPLm83omibvEgmtwsYEc4bIk04Hhw20z3GFoY4TXTS5jXQxguNu2nZrq22/wConYYLJ00xYRi/RJNKWNYFJYNB1ST9548SNrMdT61gOduNplryS15nYLddLxkOTcYu5lMg3izz7g1k/IWJyo9vzR/JMgQ199FezHF7q3cXZjxU0ubbVlZQVV673/i35ll3rbN08rTGNsG07gDAIy0NZZTBY4o2DANt5IyxkYQCN+CgVZrOXTaC2d3WtCNCHAcAMfj6yprad/h98RFca8UYL5CZTYmUc38yWs320ZLLaD83i/hmBGItdkxEPIX/ALdmcgyWxPuU1qkqVFdjMJUGNwX678x7ld3k42pjksbdrQ4A4PlQEl3MMVAMgVci1L2u1hcwbgP96TVpJ/SwFFb1emJz0oAUOKAv50H7Bb/5XuS7pjTsrIJMLj7hG25aYsQRF3LkO04ZNtuURYUxalt3c2uUphuVIG1JWhbXq2eoMsLLvyjd2bZWIHvDnZhpD2uKjny9VF7Bp/vMephCubpHFyxoSOB7wcM+BowP4Wbxa7tmWXXifbWbnmwhJCblLyKQv7S3yUIRKR+1VaUqbKdQAuQE7ChCWqhICeq7stptsdoe4H3sZwJcmlpyOgc8e9xUha6bZxXMaMjcWWjhijQpIH9RrY3u2W3xvCOWLXBsDK4+F2W6ZbFulqsS/v8AE0T8e7N0zX91Zq00zj0aOlW2ah+K2o9ztn0NstRA7ZLo+GxoY5xJAGALVJBzGlFXh2VX94ZLD5gsyJJCHsGbj3nBxAacgdSolJH8j+YOa7hYH04DNl8j/fragM3G5XWw226xHFNpQ/JZjviEi/IuKj+nJRGba0JCeuWMuNuvdz8O/uALMOJa894lOrRgv9SAVfpbi+2/bg+0hb9URiMBpPY7PkmKUljM8B8hoHI9iu+Mzsul3yWlSrpcZRXETZpr0h0PW60fuNwkQ58OO1vC3NiEChoEJoRY943nydZbfLH40MsfhKWBuZBCNI0qVGSYrVA0+ap7v6mRsweHHvF3DgmKAA8CESmZ8QWq6ZFf4NwvEdNnx22WaBa7/e5kdpg2x66xu3KdltNdxUCOw8lDrhb3j5BQ3aHrkO6z7TJcwbRHIt3dOLmtx0tiGRLu0kDj3csKvdjPI+MucO8xoGCK52ZHIFfVWI8q8C5wuc/j3E8JuF/vFgwe/ZAjkl6M5cYTuGrvzkJrCbnDhXYpnXi1Xe3vomOuR4/6UZat7YVsHVi2G72DahbW28TRNvJy5sYfkdLjqzRoVFGpCqAYY0B3obo4k7fE/wABVeWYKoCfLjhxReZxrZB8ErLMxS92KNebt+8Xy2cacdwLzcZEtD0u7KZs64si+piKQxJh2aVcGFNxkLbAZSA2SV7uvTNnIJdnIaNMWoBuCIAMB2pjXFL6J8e/NLyXTaSXdScz2KEHvxq//NPILexhd9etjaf3F233NbboCUkJTDdT8VHUlS1pSk/U9GdkbICwuKtAKfnQ/dntAkLR+4e6T6xhSPMSh3SBBtyZrSR3nWfkndo4ptPruIooa0Pv0UkThnQ+MHQWnqK2N/Ge/G6cVWFyqzstrSBuJ07SdgJBJodOqvuLf+qJPE/Gju1vay0aEV4UL66Vx5ARf3jzU42eWsrah3uKVJIJCNhQCF6gba6+x/06ulkGjboGEfoefcaq1+Fvpyc9TPwp/uNzbfbbDb1hSCpMZs7q7laoGgp66dUGUq5yDjV2ic1sTHYFyevsFKN/k65FN3xmz4tGYcdS/OVKISqqGWoiFrkS3UVA/TQKIr6lX1HVj8utLNb3YNdhVb32USzRhPlHs/nVzcHZbdbTwBZIbtycdYbsMNISTvUUKiApaaWSSUgKAH0HUi5jE+4F+lZFz7OdMWcgi28B7kYoCc1NRbw5zlMHLuV482Ot0TbkZrLiW6lvZJdSppRA0ohOnt1F3xrfpI2tUO1k+6pOxa2bhISAQItKev4US/GuWW3IuU87kH9MC4QAwwRtWgMQuy44tJOneV6AfTqNevA22KNuYzPNcakWTAdwklkRXE4cuAq5eQuRMJ48s07JMtvsSxWmE2pa3nlhch5Y/IxBhoUHpMh06BI2oB1UpIqRWru+trCA3V7K2OFvEn3DmTwFHYbaa5mFvbtLpCUAHP4D4ClSZd5Xc7+SGVWfEvFTGJjHHt3vaLBc+Wn46JdtiSdzol/dXlMhpqCzbQwe+q2lwa9sOOq1Hmrz/wD5F7Hs1y/Z9mc+XdB3WsCCSR5xDGud+3H1J1OAXIVcrTy9aWkBl3EtfKcNDXZevMnPHAYYcKpS9+JHkRc8sutt5D8gZtnanCUlFpwG1mT2S06tcd45ReZTTrsSWy5VEduIFMOpVuccB0s+z3dzuey2fmC98T6e+tmzB7nh6av/AG3EDTqa5RmhTCpcd/C5beyDdbH6TGQAf+Ic+Cp76rLFvH208Iyskv0yZe8ofZjdrHlZNPFznSp0qPJjzW3kbBFtNxVMDkptlum1sFal0KQAe+7nLamSEEPtyA5pGbh/SeWOa5gVYNvihnYybSWThQ9vAH+oYDn6jQP+Ud+Ltim2h29T3lrVebllMhxhLcWPdrPFQi2xWYjaQuPb8ZDldrXzUsCldxV1z6GS83LcWWdu10t3I8MawADXISjWDghVAedWZkdvaWpnlIZCGucXE/KwZl3xTMCtZXnq25bzjMVebs9Ms2Lcd29+zce4RdJCmnEW3uu3C55R+wNmQ43ecpnLMl914dzsJbBIA29e6fL32z/+O7H4BAG6aA+4cfmklAxaCiiOL5I2nkXFS5a4Jufmh+5bkZQD9F3hGCD3GLmeGp/zuTEkgZAADIw1YsgxaZjt2iyW786hyJDK090ywlO2OmKttIDSUuKCgohKPXXqfEy0ubJ9pcamzoQCiryTh8BTOqVkniRFYnBeWBqgLVLuGNy47DiX2bparkMcu0R0BUWZaX3w0GH2KVrEeWFpc+hrXquRvfA8NPztIY4cCFyPYeNTDE17XF3EKE5jH21apxexyFGVbPuLVK3UXIgPqZdS6lW1wuAKStxKFpNAsKSU/Xop9MwHUxQV51G1qNWBXnWByCC3aQgXO744+7IJUwbva46JagKBSe/DDSmxu9Vq9dfXpq4LIsJHMU5ahW4VkJRriR0qKUlRdkoY9BfiKUR+447eZrSGUhXxeW0pcxnYK19KA+vUQl7UcGAt5tJ/jTwawnSXI/k4YHotSRyS8q3LlifGlRAmjqbn247oTsJWhU6MVx3VbRQEpCj7gdOuLhGSo09a2E0o0d7p+Rx9VRK55Q1dpC59zlSZL7raUPTXXBKU4I6ENR2y6kN95DbKEoQAmoAHUF9w2UkuJLvbl15dKmQxGPu4L0q9eCPLTl3gC05JD4jGOIi5JIiR8iYybFWbw5dLbK2RZNtcf+5jyTZpiW0MSo4JQ4y8tKgUrWOtQ3IYwgMa/vD5l7OGOC+rOoO4bdFeOBmkexAU0p71BHtHRaxnJvIGecyZ7d885LtuOWu5XqKxbolm4xxuzYNhGLxLfHjxo0HHsTskNmyW9Kg0S86tK5Ml1xbjri1EnrU9vcCQSFgb/wAIww4ZnHmVU9mT1kyG1YY2O1BTi4q4rzwA7AAAOFOe8N+LbrnXirbsxiWeQ4bEzeR9y9BaemQrla50m222RFeQ2oNTrXUOshCwErKFfTr5e/eqe+sP8lrb7dbdLcMfut9ahjI3PbqZdObM7UAQHEhVKZNIacFq52W6CPaHTvPcia5SqEacMPd2U27jDIs1jRrJeLQ7Hfs12NpjcjYjeJSrlFw7klEYtTuTMRjSHkybOjN1BM1aoLzDQkLkRnUlXb3e9/8A4hZzE272OaGuPhyMOl2g5MfmHli46gpCOUY1UG+ZruNouYpWuLwA9jxqAeM3NGBaHjEFpQOUcqKLD+Crry/KTeE2PEWbfOfXHv8AfZEOZGjXSQqQUKm4rAhyGpUu5JbbUmUHXWEhfx0QSBMj+2kcoAF5MLbioaT0DcP/AFZGkjz9cQuDpIIy8O4F3sz49OFNG4r/AI/uCLbg1uyS3z+UsHuzkh5h2VYcjjTrfcIsJhLH3GQYreYsyz3RIk7nG1oLTzQokObQQeBfdL7gT/aPz7FbeTnEWlnaRm9jk/dZcPlBekpVr2iOPST4aFpcvSiFvuN35g20neNDtcriwta0GNow7nIrxXEDFVwB7yA8YOS/GfIYmdrmxc24my67mFbM8s8WUx+1XW6Lddt1nzWxvF1+xzZxSRHmNOOwZDx7aVoUUpV6M+1P3p8sfdK1ZZwtdZ+ZWxF/07yC2eNgBfJaSYeK1gKvjcGysaNSOaCRRd22m52siVyPtHPQPauBOTXDNp5HEOKoagHGGRTWOcbE5OcWUTrG82ncVlKUsyWNGhuO0EK+mnXaIkET2c43fhQh478eKfuBazHl+yld2vGypD8BpZCSBRTkUgBI+KRVI1VrWvt1FtiPDHZT8yNnemSr7UyrJca5ULhwdBt/cC+xCgICSaKQGVdpQWgnSiRr69IndquQ4lTpT8qbbqLAzBAcPbma8cu3sQLW/cUN1cSH1juOBNG1oU23JZZ/Muriq/8AMKVoB1PjKMJPzJSXd5wFDeqM9ZUT7tOnPPS3AYsfukpcC5DhcedCCSNUfGtCpIP06hPdq7oxHGnXEOA0gNC194PkbULM48O8zaokNSXqy9xZRbEAFLCXFV7TaFk6ggEDXTqGYj4nd+bPCnGklgYMyCmPGilx7xe5L54ZN4tztv464quYIi8jZMy7PfvMFJLUpeA4nFcjz8ucZVVsSXXIdqS7trIWKjp2KQAo0F0oOWQHaeHYMa05rI3fu5JkuPpyo6uJuOuJ/HSJCxPjGwy7hkElDTGRci5S/BuPIeQ7Wy66l+7RmUR8bgqG8t2q0oiRW0OFClPElZfMT3jxJT3uAGQ7PzONRJbsfJG1AeH4LxPuo0OHWbhEx2+5Zf22o1xvspMVllP24ES12xLjzzS347Tbb9bjKP6o3Ahmlap68S/5Mea4f/lUGyRu1W+1WSkL3fqLn9xxK/K+OJsbXdHdaunlq2cLAzv+eWRcsdLQg7QSpqqpnIGSZ3nSMXwWQ7EhR1PSL9kQBZREt7aw052FKB/WWEqShABUr10BB6+Ze5edPMHnHzgPL3lGZ0cWsme5BLQyMYOLTihAUDDEpktW9kTWQ+I/JMBzPWuvHJqsj5NvV5ccLsHEoj1rsyVuLeUp5pssSZi3VEFLn1rUrVWmg6L7Tdf3TznNfFxdbWEZjhUlxOkaS8nmUUqpLiUqIpKrmahNlsttl5PyBCvTZNluy1y8ilVbYbg2KA2JtymF1au2lFptvefcWoUIT6evVWnbIbncGws1zvarRzcCDGB2OIXmSAK2Co0nFvp/Ovy/fIfm29c0+T3K3kfMhRr5cM+5SyXNrAzanX49rcs7F0lWfEf2lNyXIlotdustviFMd0pWgpAAQCkdfbz7deV4/IXlPY/KsDfHZte3QRnUG/uShmuVz2gaS4zveXBM0Uk0DnjjdZPtA/w2vBaSMCATieY1BceGNUrfuSeQLxckyp0CLFltIUhl1ceRIkx2nFIcLoU+8hky0vISpDgQNqv8fbrot1u+6XMuuVga9MMCSBnxOa4r7qi2u27fDDohcSxeBABKJ1KJ19dQaTNu1ymy7ndX5kqXJWp2bcJP60qWraAtyQ6qiQAB+VICQBoOgs0s0shllJc92JJzJ60TjhiijEULQ2NoQAcB0o0/BHF27pyrdcpuynWbRh2ISRKVQJS/Iv8AIabEQuCimiqIwVFOpWnTXrzD/lbvUtj9vrPYrXHcNx3EFoPBsDC4vTj33tAOQONSrXSHudgQqfifXhTgbDFy3l+5uWvG23bBhdpcS3eclVB/SjNLQFt2myxnghu4X19hIU02SGmq911QGh+f4sds8twfW7l/1G6yBWRB2LiM3PcPlYDmc3DutHGpD3FMPlXjx/Oj24yxaJhkBvEMDssxm4PVUqVGgSLrlipDqC3MuEpxNJN1utxQ4E9x1KGkAigSykAUjcJptxuH7pusjGsAAVQ2JjBiI2jJrR/SMTxUmkF+tiBTkoX0w+FGpgOKXLBLdIROgxGMhvKEIfgsSBPkWS1oV3W410uLq1/e3+6y1d2a8khtJSGkUQnXl3mfzGzcJWWW3g/2+InE4F7/AOtP6QMGLicXIFFNxxnF7ir+CYBMkTl6Z1aNvt8ua2hMgPbVUU4h1pJZc+WqEmlEPElNEAgKFSdAR1VxGXNQknjkgPqOXt61IB9PThRBcb4HdcxuDNtgn7G2tEKu167VAw0r4CBDSlam1SigahJ2o9T7ddD8k+UpvMu4Nhlf4GzR4zzJjp4RRji92RT5R3s0pqR+lpJzOXb+VFcrhNQZbiWTI5UKJGb/AFS2rcpQSKFNRtTv09R17N2L7oed/J20x+XPIU0NlscDUDQ0E4ZEkZniScSSVxodJtsMz/FuGsfIi48BWOlLgwkM4tcGFzmWqIElSApK9o21Iod+oqT6nqiedPPG+eb7ku80TSXN8QFfwwwwHDn7hhUqG0jgaGxgCPkPgOlfaeLMPyKM7GXa4tXk7VOIaQlYBrpuoKjU9AtoZe7fILjZbmW3uG4qx7mkHngc+opx1tG/5lqDq8PsWL6noMhUd4u91KaJpUenwPxWNaEe49evVHkX/Iz7meXgy03aZm42jWgfuqXoP6XZr1K+yhN15espwSGNB5gIfdVvYrwPMxmKERlR1qofn2E1+qVFXuaf6dd3g/yijkgDrvai2UjHTIU9qLj0oWPLbGktbK7T1C/lWZl4JmzYUWvtyCCadvaNR/iK/hU/U9QX/wCUr2vT+yyeEuYeuHRaV/8AHGcJMar654plltccmSuy6EfINtBQ3H1ITX0P/j0Vh/ys8tRMBv8Ab7uI8U0uHsz7aYk2B7QSx+PZUKXmM9Exq1m1Oh91Sm0mn6aihJUQfj6gA6dSW/5YfbJ0LpD9SJmojCw6nFQCAM8AV7BUX+xXOpA5un4UN3AF5Fxx5cMqrRkJJBB9aihH+QFf79fEjy/M0eJbHLFD05eqreQB8oRD786F/wAgrQqDkcl8IUlK1JSVDcSCVKpuSPkr8KaEHqLcFyvjyRyers41Kj7j9IOaduPOhubSVPtU27ioVooEhSdU7VH4Db70/wAeo3hNJXAHNfTCphPrFFxxDMdQqOhdEpqjaEfkqCATSnruH9Neok6xvLziSmHp6Gor3x+JlgMKO2yPIECQ5WlI7hHtoG6610pppTolt71jcpxArMNOHWh1jKileXzmFlxRiyRVIAWStSgQsaUBpp1KBTx3Y4NHxpkqREOv4Vr8/wAm716a41yKVaXHWXPsJy23WyoBDjSFE6afIbTSvp16Y+wNtaXPmS0gu264jcM1D/SXAVLtdJvgXZgYdcPzStUP7xSkl5agS4O6tZVuJcXq4tfoVnefxNevsc0RW7BDCAImANaBkAAgA7BQPQZHFz8Xkkk9fTlXmlu92K4CFEkp/MNSQKEH6VPp0lzi7E51gGnLAVnccb2wlnRSiqiiASTVOitQN5p6Gn+nRXb8ITz1VAvwqOHDD2msyljt/Pt1JqkAiit6tQDrXaNTXqUoqKYZSrCckKenKmb/AMdvEb/IHIkS9yGlOwbc6xGjrWgq/wC5UdzimwQN5TtpQEaa168h/wCXHn+Py55Th8uwPS5uSXyAFO4B3WniSUJA9tTIInNiM7idb3aWpgqZnpyTpWxXyzfYthtMPF4amkN22FHiJCKJSp0ootSUJI1Wr10qKV6+S7pDNIQFMjirj24/wqw2UZJL3DI+/glWV4p4u47Gk3iQ3uQtSnA5Q0UkVBG4Ab0k/wClOoj7hxvBC3BgH4Knpxrd2hkY0HED8aYLY7qiLCcaLgCVBwK9FbvlRO0nRKT79WC0l/aT1U7G0tCE4g0DnkY8zIu7bijuClGigAnadpqUg/mqRXWo+nr1DlY4lwOSe9afZknWqx8f7uLZmMuOpWkhxKqpISTsJHtoVe4p7dAL23S5huBiQCPXnh76Tc/7RHMimE2SWUXVDjZ2BawagABVVVOhqNpTWnVj21yToPlIqFEhkTIp20b/AB7cyqK0kLFCNSK7dpH5R66DrqGxzua3QDgCRUvBVNZ7J9v5yKqIHzpqKe/p6p63uoAl1e/05VtChNQBCyhz4p1UqtR6JqfYeg/A9BWPR6JnW8CM8qlsBxLRbdTpX83/AClNaqIB1FD0VtpNMgk4A005qtLedEnik9q4W8R1HcO3tI9jXQmutP6evXb/AC3eRXlj9M/EFqdtR5Q5rg4ZhMev8arDPLIu3SPvmUkISSrcj0/Nu3fjSnVN8xbYbK5MzMADgnt/lTrHd0DgczwHoaCnzBtJveO4fl0dpDjlodbS+4VJRtbcUGVjcoHcAogkVBp17I/xh8wNmvZbEnG4t/a5veA6Yg/CgG5sIDmnJF9Y/hS2H1rcu0xW0klpaVHbEPqSpQT9sBtAUTrTr2Px9dCGgBgq9vFLNVYVcMzkVQty4jsMrkF1xlIZJ9PuUpCVAlKiP8k1qadEreNkwLH4AEGob3uY8SMQODSMlzqbeM3jn4yc/wDJHlRfOY+EuPuaY/KuV4xd71C5XxyBmabJLxG3NQbW3hr09oTMSgR5Lang1FcQC6QQduhq/wBwPKO0eZzt13uUl+yXb5XmHwLue2arkDvFZE9rZVHd74I0ue1Ecag2O1Wl9uQfdhzpIoSGkPc35idWDSPmBLXZ9zu/KSD1Zb5dZUx5A8hcL5NjsTLccavLVoxy/wAGf+z5fZrVco4hvWOcXmZFoyezxW6iN9wlqTHb/SC1pSCOE/cb/FHyb9wN/f5p2e5O07rdxBlxbuhE23zv0Bn1DomlkjJwwBqhz2BNTWscTTkm6X8EL4S7VbiRwbwexoIRjXDAtx+VwwGCphVDcqfxL8X3/nHxPz/A7s5jWHWTPL0eacBvVyvUgX/jTI7X97IVjEh24Sose8M3q2IjPRnm1MyYcx6pT29qon2t+yu5/ZS43XcLjc7fcba9iijY1sLo3RyRuKOLnLqYWkIDiCBzolZwOmcy3eXJJnlqa39RUcwrUCZquFNbyXluLjkvN59pjxYNr4+xeLNjQYbbbFvZNntbt4YtsSG0O0m3xHI9vistpSlKYzJSANB1cbjdm22sMKvY0uJwKlFxXNXELV3jtTIRGcIzpAA4DIJ6ggrRP85eSoHI3ljwXflrgTFwoVjsOTy2lh+6XjIcm5FnXzIbvf3lN1c+6ueWupipJXtjIodooOp3k+2mvvJm6xO1+NcmR4J5mLAg81YpyzCVPv5G7fv21XZGmGN0YI7JUJ/8/wCFMs8K8Oi+PfnxJwRQYMYWa42WM+tCUsvGZFblpaQSAXEFwKTQaFQ/Drme23Ukd2HSuD5Ws0kgkqDiMeWPqrv0FtHDNJb6GhrhlwUHHOthe4WOLd7fem2rjk1nbyC3/st8XY79LhIu1oS81JNuuEZ4SWJFvceYRvZKdqwNqhtJBs7b66dA+GOaRkMjUc0HBw6g5/lgtbn2fa7iSOW4gidLEdTHJi08wRy7OtBJy9w81i14fzy0Y3Zcrya6qcYfelsqt11upcaKEyW57IdjR5+9KVJohtuoIokGnVWvIDbzmUAOLgccie3hhwpEm3RTtcxmLx/V+HWl23bia1SLo3Mz61ZFhcRE6Tdp9zetk1m3y7g604j7KZeYq7rCi2dCyVvrbCA4KCifkOqlus8kEWt6HFOoHD18se2hb9nchMjXgpwxXn2c6JbhleD5Imdx7xqXswdLLMPJ8lD6k2SKptZmSrrKuEplpyf9qEpZZQylDA0KlHYB0H26y8WefergNZdyANYC7JoHdX+hApDVTvE4lKZt7Axyt8NpEYcrlxJ9OnwowOWxxVyU9iEhOZRJnMlmsuP8fZXGvlpvLUd7HYUxiJjGZzLyht4T59ngqVEoQTJaUjUlI635gsY7+1tL18zTvEaB7MRqDF8N2vIuGDSDiUClVp23tJ4LhxkiJstRc0gqVPzM08Bx5ClV8z+Y3KXg/wDzOeI868Wq4xfGzkriG1+NT18nzVTkZtYuTs+enZlmL7wcS1CyPjrk+42t9DLzan2IMXaDtkGnsPyburN3sII11NuI/BLiSA25j0lrjghJTwycNTZHJkK8/wDm7an7VdzXL2JLB+8Go0udbvXxGrnhqLgwHB0bD27Dfn69Lxbhy/SHF9m7voFnTQ0UkMv7JJQBVVXXlAAj2HV92UtkMjk7jY19ZQD41SNzjLNDCSJHSBSM9IzH8aWRg9xk3VyxwZ476XJcRkrGxJSpTR3rVSgNQKHT26nToFLeXwqGwkMVcNXsxp7XjFfGomFs2p5IZXFaXHNaapBIbUBSlCCDX06rl4A94dxoztzXMi8Ppj6zS1ub7stHltjDkVYWReEqUhVaIKX0tpVu1FCU1H+Vfw6tsKt2+I5JGffVcnaXXEx/qkb7ilOug377PD40p135NwEhvcafNbYFaE+qR1RHN1SZ5mrk13hMXSNQatLY8y7XFuPGuQ5KspNwXbjbrYtR2uoRIcC5S2idAtSE0BGuvR3Z5P8ArPCzjGPrSgW5NS0Eh/3XvDT2Zp7anPF7jkrhK0W+M+HH4uL29KzUpCZK4jRUldASkoqkHT1PUp9y2O+JOWo1FitjNaRtYf3CmeSg1jPE1/7bkHlC3qYLhjPwmVvf4l4qeddKT6bFKVoNa+vTG+hLOB3HGpuxp9fMBzSrAs2YWzC+SuYcsu732Vmxa0ycku7hUW0RrbYLVJmzVbqHcEsMqUdoJ0+p6Gbpcw2extvLk6beNj3uPJrQp+FSdtidPvMkDMXl2HaT+dVf4sJybzFwKx+SfN8OxrwrkSRNy7ibDFqkTEWrD4t/mxscuN/b7a4DcK4WWM1LeaCnXFF4tSAAaDwD90PvFNdXcO1zu/anhfLJHGe9bRlyRskcFb4r4/3HJjGC3FTh0qJkO3Pdbwhxc3B0mRLv1BvJoyU8ei0asvJ14a7ZbZC49bTZre7f1txcDk2plmDPSExpjsawvot0ZTjbJQsMtncWlJUgkadeat08z+RLLcrf6g3DHrM9snhElj0Ac4vaHNfpBGEjVTvNcKJBtvdRueJUmVEcDmOCjD4cDQncpc+cXz8su+Mu53jGOXp5DAuWM8km8ceZawuc0hyMqG9eYosFxU01Vxnsvpr7rHXuX7N+etm3X7ZWMMNz49lC+WJsojJiOl5IaSBhI3X32uQjAgIRQa82O5feumtPCeTpJDXgPBPQnimBHrxoFfI3lrHcAtkGVGvLtxjLdvd1hb7hHdVcJYixrLFeTJdcfE+xMrcQXnGCGVIaoFFSx1Wt/uH3V5ILJw8MuIVMNRKBDkgTDhXRNqt3w27WyNPiacVOIaMcf9RJ7aVfeMduPMPH2Q3u73NGZwr3Iye03BO9pmyZG/dzaFTbUqXFVGuCbiiElLa30LC612moHTVrLNsl/b7hYSPivoNLo5Qf3GSDUA9pKhQSuIIGFTyIryGS0u2tfbyNLXNIwLT+kjNDkaRRecPk2C+5Na7ffLvYbfNZmvWph5T1zS5E+6Z+2xp+bIeXco7bCVKZdeS4C6EJUCaqA6fH/kn5q8uSx22728W4WbwwSuEhinLSrXva7S5hJRULUPeH9Jrlm7+T9tEsgtC6FoUtb8zAODUJUBMFBXjUj55/j68lOGpmIZDP45nXPj274bAzGTmHE0O98iz7YxcIyZYiZJYIcM5JiMyN3Sl9EiI9GQhPcS+R6K+1n+YH+P33evv7VtW8M8v+Yo53w/Rbu6O0knLXODZLK6c/6O6ikDSQRLHI35TEtVWW3urBjmv/AH24I5mLQOOrDUCOSEJitAE1gi89vFwvFvltwoFxs1zt7uSznYrEW2X2CAYf7ghDzzripTbZZWWwVIcpuAPXpGTariW41yNdE18ZIc4ICf0uH9TXDJzVacwaz62KNrWPIchDgAVCJkvKqMsgvz0+Ra591uUaZDfcjy4EftfcrWj/AKbkNx0Jbkb1ioCtFpIoRXoLavuHyOilkdraUQIvaOf41PkMHhiSNgLXZHJOap6CpDKxG7XCNGubF2jZXapLPcjS4TDDcxtCXC27GkR5dERpcZ6qHGyapWOlTWcs6Th4lhIzCA55Y4BDgRzrI5QwIml/JfZ1rCNx7fYJbbblszFiW42XkpjTI9vjuAfneT9ulERaGyKncaDphIrV+ktmDiFzA9iYVhMkwVYywcwp99fyaq434WmNAsdzcTep3ZsqbhKa+yuMpKil2atpllpcliK2kl58jt0GhPWneNePjjhieTI5GAnBx59QOLsqU10UDXOke0Bo7yZj+PIVabHD/wCqUKekXVxjttSLm8yzCgLO1Knfsz8l9hpZKE0SVU/Ho6zy2eJc7gXEAN6p2e2oLt0a091Av6cynBe33VNbdx/jOOLROuS1vuJLiHIseSr7KPHO0NOtNlKnZMtg/NI0TvAqPfqYzZrW0PiOcr+Q+Xp1JqHLfzShGBBzOf5D8az8e0Lkf/Rx0OtqcW2FS3EtsPp2bg+gLKk7XkK/NoUEkAV6nttteLGgjrkR6caZNwXd1x4rhnWxX/GvHusrwKvNkst5jt3NPP2aYbcIGyW43FXcrLZcxj3C3/t1JO1+AgNS2iS0GQlaQCkg+DfO32/fun/cE2LfJGh1ja+SG7mHaQ5omtDcWMWrNCJZQIyB3XN9dSJ9yDfLc1oMHG68M5qQ4NkPbgMei017hDjdy72lNtj3OLaW2mFOtofZjO/vgSki5MSLa1V2YE1IbVMdopNFBAI69nx2TDC3Vw6cTx59FzSqZ9Q9j+4R1XHD1+3JKLjAocjGZYhWa3C3xP02ocJkOrgRpbsltp5cVtanBB+7AUpYG6qiSOp1tbNbIGTFIf1HkBmfUMV6U1LP4riYgAVVOvKjtgZNKk8kXiDEmujGuHsKs+OfYsPLEW85hksZM64My0JC+7o6EU/OAqug6+DP3E+5N356+9vmLzUyV39qtJ5mxRtcQyR0jixrTmrXRtYEGQXFK7NbWwtLWK3H/txtB7UU+8mrPyFeKZdxzkOEcg2wzMBvuLSzl2NQ5sqNLXGltLmR7XargypEmP8AtMeCZ4UgpKX0tAkI3A23yX5/vPKv0u+2kpsrrbni7i0d50EzQSxkQdhJG1gcZInDQ8P0O7pNauYIruJ1pMNVtIxHAEgkEqADwRNS8wOFa++S4jyBxVzLYIWX2hxmxqm3GVxPyCw5DdicxcR3RmDPw7OwmKxBTYMzaYkm3ZLZFtIVbrrFLjW+NIZV19cPsp93tk+8/wBv7bzptbPp9wMbW3lqVHgTPZqDmAkk21w3923epw1ROR8Tq5vuW3zbZd/S3JDgXKx4/Wxe65Mg7g9v6XKmBFSryTli7tqkAh1x21M/KldwSwpCkhSfepI9Dr10uycrCBlTdw1JHYIrQntrA8DwJEjjmQkpUW0MJCqpTtqXlEBYTRQCB6a1PTko/dw4UyGHSpHHH+NZrL707Dt32ZU2yhJUApSQpxKK7VJ3n2PoABWmnU5ju6QExFNlQRp450PSrJf8xyOyYtjNtvGT5Bep6bfj+N2aE/db5eprqC6qHbbdGSp1agyCt1w7WmWhvcWhAKuoFzd21jby3l7IyGyibqfI9waxg5uceuQzJwAJwp6KGW5lbDA0vmdkBif5DiTgONOG8bvBnDuHLHP5p8mcds2S8otNRHcR4yvM2Jd8P4tYS4GLQ/k8eG/ItGV5xcZCVvvJJlwbW1tbabdf3unzze/cmf7g+fLb7deQ7mWHaHNdJeXcYLZX2zATN4ZIDo2O7scQ7j5HHW46UaLMy0Zslg6+vAx98CjWkq1jnfKnBzhmXYhqIBnU85D5Lkv396zxkKlQ7SymNcJkdlLDrk+m4N22A0GIFvagrUpSkrSiO2kBCEJICevSVpaQQwNEYEceAa3MNaAjQpxOCBcSTiSc6ol3cOkmOpS7ieLiqk+30FYrCYVvkMXG6wn1/s6O5Bn3afAT+5Xu9yldpVut92S+hxxlnubZAhBBZ37VLGtEbhdw7fbS392Fht4ZJ3AH/wBuGN0jsObg0hurMoa1bwm4eAE0PcG5JiSmBzQZlKKzlG+JxfGIGHWTtNux4LVtUkOgojBnaiWXVt6uB24uLCDT5e/Xw4++P3Lvt7mutxD/AP7p7pO+ZxJ+VshCA5lGNLI2hERiV2eztWQxst4gPDjAb7MF9f8AGsPh9gj4Bxldr7OT27peGH5tweQlXcQ0lK1BKVKAPbToRQAkfh1SfJezs8reR7nfbkab+7aS4oVDcePInHDh0p+5cp0jIYVVHA76rhCyK+LcQtNwkSXGVNBYbMZBWhh1KFnaS7XUitT6nqufbubxjd36gtfqIRUQKAQDz41GBOlDQtebnJMjhrxF82eXIM9i33bE/Fzm2TaJjjgLbd4vWPv4PaENIUUoekG4ZO02yP8AJ0pHtrb/ALa7XHv33j8vbFN/tX28W7HIp7jJRM/BCoDInAlMlyzpLnvjje5hLXaShwzIRMeapX5nVkbtkSxKhqTJcmR50L7WWk0+5YttrZt7bZbSCptuqKbdN5FevudAIHh8haRIZS4EfDsxqsSeJJKHhNBaQR2nP07K9jsq8Tnlr+2Q2hxlTbDfaborc2EBSypOwLbHvQ/T8en3eK5yp2dabjjgjzK4qTWHestsitQ4b6nHJkufDaW4hextpLrpW6mKyoqQXOy0rcaUCffqI+zgYwB3+64heQXkOwVKF1LI8vaUiaqcz1P5U/r+G7xRY5c4y5c5EvLv7RHyLlC0YTjkly2M3OJKbxaxG7ZHIRHXKjrb+wl3mO0twbqrG3r5kf5yfcL+2fcfZfKVqwSy2m0OnlGotDDdylzFQHUTGxQMgMalxBwgawPIJcXHDkNIx6oTWwZC8VMNx2FbbFCl3KRGgtj7a32iHHtTTr0mjkubcJq1SnlSpyxvWUpB2AJGgHXhu78ybhLOZWMZ47iEVXJyCYYAU/ni4qatex4njPGWPybdidrhwH5b1bleFFUm7XR97elxy5Xl3uT5bbaRsCd4bQkCiBXqrbtul7dgvun6nDBoyY3h3WjAdTietORNLnrwHw5VkbNjLcgSZ0sBqiVIQ9VRCXNo7itq26qYKToak/QevQaGy1kyPKIPV7wvplUvV0y9MOyphi9nTcrqzZbbEecclq+3ckKT/wBrHYbTV6YlJUdxCVfFQ/OdK16KbZYyX942xtWuMjyi8AB8zvUMueVYXEd53yijaxe1wrLGiY/ZEdmPCQkTH0/FTqzq4FKGqnXDqo+p/wCHXftmgG320e02Pdt4wrzzJz7XE5momZLye8fT2VheZfIzjngixQFZpfrfZHLzIRBhfdOhDr7zhCEhCBVxQSCNxSDQanq5Wjprknb9ujdLcaS4hoyAGbjwHxOFakutBT9SZ+v3dpqPYPlFl5EYZvVpnxbhBeouNIjOtvNOhZ31bcbJSaj29h1UZ4bg3LmTtex4zUEH+Hrp6K4iljDgQeGHplVwxmHLa+2pkUS4QV+pB9D76e9ei9q+SBwTI88j7KkAtyCEVatobXJCV6E/ElR9PT6nq87ZDJcO7qesoB662qITU4TJgQGO5IfStxNFFIUBTaPl8a+v9er/AA/R2UIfO4OenHAeyoxKuJOfwqrcx5IhwI7yY60pXtIQaga/TTUdVndPMlu3BiJj6emQ4Vp6NwQk8OtA5nnK99RLedcmOJitn0ZWopJVX4H67RT2qOqTc7jJI/VI8hg5Zeymz3ip7zfYlUQvmK5fuzT3eUWN6zWiS4miCN4VSoWa+tPw6Grbl31PdQcUpIaEITH8Kq/xkvp3NMbwA4lCFIKvUgAH3+QJGh0qPTryts9x4d1iRrBA9XFac1kSf6D6LUm8kMfDgE8IKi5Sqm6++4bla/4q0A+mvRS/Dm3x5Oz9eRp1yFZBg4ZH40EDcZmIQooR+YVrTUpJBJGpBP8AXUdQS7RwCfGn2SAoP1enxq+uM7gsTI6UVSC6AdSFFP8A+jTSoG0CtfXXqHcyB7skyqNPHpdrHy6v50eNpkKXj8tQrrDd1TT4goNANaa16lWryIgBmfzrTHFzCOWVUdbYComPZe+sqWt9so1/MA5vVr+I9tTXqZrPgy/6iB76bDyZYwgwpPvmbhiMq4oyX9LuKbROZcJFBR9txsCpJ3Vr6n0P9uu8faO/NnvsL9RaQWuUFMiCnrIHsp+OTw71kg/rGeHvrS8u8V61T7jbXRtVAuMyKUqA3I+3kuN00/KSE+n06+0VndG6sYLvIywRvT/iaD786i3FuYrySIfI159hK11a/aqUr3G0pB1TUChA9DQemtK9TWvJHWov/uaDwNSWxPBuJX86qihpopJTrVQIIoRX6A9ErR5bGQOf4UxM0F4PEBB2VmmZEiU+xEbbC1uvIQ2CDuU6ogJbr7uGvt6jqS6drAXPwY0Ek8gMabaFcGj5iUHaThW0J/GrxfDwfjxvJJzQTKZg/enRKlOS3kFQKkkV7jdfTSg9Ovjp/kv53uPN3nmZ8hHgRvc1gGIDWlMO3ALxQ1NEZYREqhuYGQP5njV0Zvd3Mlyd6i1L3PdptJAKlOKc2bVJ9Sdv9KU682WrTFE+Z2biT6hkaOMaA0BuDaadxNY28P4whrUAmS5GbCtqNncUpsLII+lPX8egFpMZJw4knVIT6jioqA/W64JzIx7Eqb2ycmTb6pUtJWsgqFCkVqARp+ZJND9PXq2WbgYjzJ9MaltPOhB8g3FGcySUqJUgLd3jaACQCke6agUPT7WlzXPwy/GnGcccap7i9a0ZnDUAR3AlzbRQ/wAhtUTSg3qFan1HQjcB/wBPq/WHikXABjUnAUwRi5OsXFgg9vcGiKmm4AChB1SoKPp0/ZyFswTiKHxvAdq4UZXG143NsNpVX4pTXUflHtr6f+3roezTYpzqcqEcVwq6LqFPQysKG8JK/l8tKflIGhIr0cvgZIQ9QtOAKDVe76q+hSaaDQ09KqBrQV6rgcfWKTWWgyxo0TUJ+vqkmtAn106n28n6eNaq6cJuRaebRupXQgDQHTU+wFR10bype+DOAflJQ0iRqjHL0Srin2yNeoDsdxKVKWjT2rp/iTXUddNuLODcYHNdjIlRG90o/wCU50HXMmGql4Jf7O8hH6Lc5MYOIBSlRbU82aflAC2xTq2fYu6fsHnWJjwWgyAJ2uT4H2VFvQrccQqdvKk7/tO66y0LBDnaSFqEdhaXFK1ISuKUrpvTQH0p19GCcei1XnAtCHNaznHEN4Qb40z21Bx64EBSnytsttqClo71D8Wzr7JA0+nRK0c1SDlhUaVgQtKYD30WP8bwdM7lp9a1PrNySEvKSAslJKHW1ggKKwWwQVUJSQadM789beEc3k/Ct7QwtvZFzETaBBZRffPjJo62VPVzhTew7gVNxWBIS6QB8246kkqQASoKAr0QtcWB4Xuxr7MKDzMBQELqncPfyps+VZxZWMw47xB2ahi839N2ZsvfeaZVOuMOzyJz0KO3XfK+3tzbzi20flPy9j1RvOUcv9knkYUDCwnsc7T6GrVs72O3BjXFX94N7Q0k+rpQuZLOUqDyZAdkdg5TmMXDWwolBEu52eSIsdbigUrQ6lxJCQKUb11p15+lk1xyk5vc4diD4V0NrQ10bm/pDSfataT3kpgUy0cO2XOmrc03luLc9cnYRkGQW0vObrzaLxOdteM3aS4+47+7Y3PtLTvbcDSTHkpKK9dL+39zLFuMtlNqFpJaMc1p+VWkai0f6muIw5dKkeebS3u9htb63LTcMuHBxb8zRICGgnFC2RoOPEjnT+Mwv9jyHmTwD8oMZ+1bsfPmAceSpMhtLSGP36LGhQcghO9hakNy2Zsh5K07iouChOnVC37Z5Nj3eezY0aGEhpGRQnAcyW6XLzJSul7NvQ3Kws9xXvyRNJX+ojvAjnr1DolbCc61Is8R9C0VbAUe4QkhRoSS4ipIKfTT1PUPxC1oKo3nRn6szPIOY4ULHN+U2wYs7HDjSJEf8y92wMhTYUijm4VCv+Ua19+oNzf27oiVx/LE+6iFr85ONJ4yHNslvz10sePXGb+0zpb0K75gHhHtEeISfu7dbX3VhEqY6mra3GwpCKkVJ6p7ttub50k0jnaHOVrEJJbzICkDkMyc8Kbub9o/agKtVHOGQPIczzOQoUs5uUmPhd84qyXOcgtPGd8ujMy94hjOSIxife02+UpyHarjktgVFyOZjUhwgvwu+ll5WitPj1Y7Dbd4sw2awti+4aFBczUAuTtJGnUBkcwVwoXjdMMMgcbdVIBIBTgoQoeIVDxwohb69kGLcR8COYZk+N2fGJmUx8KfxLD77JyG72+Mm2fveDDIsnkvS51/ubtzEhx2GmQ6YK1NoWKbQKnvkO53Wu83ktMr1QtAaFBTvAIhTkAAnOjVo4BGaUTJQnsX041kf5gMLk3r+PqHnt3jI/8AMnxc5O4o5Gxa+IJblwLjlGQ2/GMmsqpTRDvadXPhPltJCfuYqVABQr16k+2my7hsPkrbo9ybp3L6hsxYc265A5gPEOLcT/xIa83ed91tN+81XkFm5bE25i8QcSxpY9w6AlAeOmnp/wAjWTzb5xFhL04LZmXq14Jcrk2kkLEm92u0XG4KR3CVnbIccGp3bvX366/YQNgkumhNPjlvqD3flXLryYzi0eV1eC0k/wD6tpX1krQX4Um2uXXEkwClRN1hJohugSgN0KXAoAgpUQdtd1a1PTsvzEcKYaQ6MFuLVT3inKcbRHY9nt7rCu0ZNtlNuFPqpxjaEO6U0UKGv4dV4uUkUaUhitwJKHqFpaPLbE1Hlbi8hTm5Uh6K84QSUJIdVuGuiytavb5A9WhjlsWpl4dA7hmi6eOcjTTc7lcZ0u2Y3YYyiXHWGFyKGoC1hIQkU9QlPr1UI2MDnyu+UEpVlu3OLY4WZuQn1ZfyoY/OrH3rfxM0yH1tR4iY5eCPzvla0qfSamgSQDX8Pfqbsh1TyO/VpqDvLPCiiCoAR6z/AAqZeMmNpZ4RiXKQ6ZDrlqdkqUF1Dzq0lSN5UVE7ElIAqQAnrV7IDuHhDA6gKyyjBszMMgSfXUE8VL2FckcpoQydrt1itKPb/TK2GdQFk/FepJHv1L8xHRBC3NKjeXiTdzP51VHPOM5TzNlGd+PGITpFnvfkbd4XG86/QlL7mJcdOQhK5Sy5K00MeTaMNYkpjUNTKea/p1xj77ea4/K32te9uO4XYMMTD+on5j2YtB5guFWLy5bu/vF1fZsgATrI4kNHqxcnJtMputpxvhrhhjEeLrIxYMO46wrFcHw2yRKBm0Yjj70G3BgtoBS7Jfs8dapLhBU8+4taqlR6+QXn3ebjy95V3HebdxkvRHFrkVSdU4dO8jm5pdnkEGQFW8LI7SckOfH+fGvDfH1WyRImWK4vxrnHt8mbYnn1JlMOz7fbG3YjkiOpJ7sS4YzcWUqqdTHr6jqveZWStspdx2eVzL6CAzW7idQLjH3Q5p+ZskbgD2LTkCRztaSUfgeatQj/AMhHspbnl9bIOfZz47xcgtcd+VlnHa03ht23JmtW27xHPuXHmFtpU83FCUupUASHNwAHuPoH/wBvzfJd5+228bdfMb48c+33LmFoRslxaOZMgJIxfCCoy5lKpvnWN7L20uGOcyVzHNwcWnuvUIRicD/Khm8juM419vt7sKIEdNwtuLwbFjEBcTaq2WO3Pb27XbW1N9pgzw/33HEfl3hSjRKadDi2trNym+oaNDbw4JgMyOhzVa6tLuEgtWfTuONuOOfNeuGNB9z7bpOC+Od4ONwX7WnDM8eyi8S7EhCFWxvtQ0NRmkNUYVFZdjo7jqiUpcI3V3Hprd4YXXcQiYBCFaicXAkfCnttmmbaSSyOWcd5VUkNIHHtxoZbp4/49zdZuEcowrF7pcxyXhsPOIEi0piBdn5AiXZyDm2BtOvrTGvMKfeof7hChOrTICpa0Mr20T1598/b35btJpNt3C8ht55RI2ElyE6gWnE4DS4gO4AoiE07I6C+jDbs6J3MKOyB4EHgi8+0YU4Xj/myx3fmXia5v2i6cRT8MtEXHX4F1RJx+ezLYaEd/uFwsylvSPkVoVrRVNRqfnD5i+2e9bDcQzXv9vuNigLG+I2RmlzW6ke6OTFSXYhHYrilVK62q8s3+LqjLA7AscMgM+3nQnfzH+EfDGfx7Lz9ivHFmxa436zXK0ZVyJxbjloxqdNy2NP/AHK23XII1rbh2HJJWQWSS9HcVKYLsosA95LgCuvS/wBjf8kfuP8AaLc7PZtm3J+4eR5ZSP7feSyTWRBaQ9tu4l0ts9vdka6B4YwA/tFuppCXljYvc6SRgEr2hHMAB1DsRuIzUd5MSuNanfmJ4XZfwNf8NeTlGBZXKzHBsd5AwrJ+O5c4WW9Y7exLdtFkyq0XZtm6cf8AI+yE843bZK3mZsdJcYecb1T9V/s793vLP+QXl678weU7K+2nfdsvX2t1Y3egyCSINc99vNEfDuYAXBvjMDSx5EczGPIUa3xLORsdwdVsoR4+VXBQ08igxBxTEEigYt14ksWy5W21z3bI9cLgqc9AlR3yLfcUVauDCX2wTGYkupqULRuQobdRr10mK6kjidFG7QHOUgg4Hj2KeHA0Qcwl4c4Lhwr7l3e73CAY98lY49DbHdV9wX53a2ALUsBlDQ2LCaFKnAkD106TNdyyM0zFhamWfvSkmBjX641D0SnCcCfxw5q54Dc2+dfOcG5YFcbtH43e8PYOQ3eBYL9yPhMHJ21cq3nG8BMty+P2HI8TO20XB+GzDUzEcdadcDzK1cEsfvt9V/k35c+1vl+eK68uOZeW28uYBI+O6lgIsImSgEQttJmLctaVe6RsbvkkaA+8TC0sFAbqfKxFPzDUjyG/M4Nz1IACCFJwoZrnZWYzUUxphEOUURGS8sFxqQsVSHD8SGnmxVJ/sevbl1btAAa5GO7uOYP8aDRPc4u1hHjp8KhiscRbZReuyVPx2lhxpxSVqjpUCpSVKUNfanyFD0IFi2GXVcqYxly9O2pOvWEZnWXfP3TbTraVhlskNpPxaG412kp/J3K6H16llvjAFg7oGHL0NNgCMY508P8AhmyF272TyH4ZmBmVaWLvgHNECAhITdI9yXDuPHlyl22U4ooQHIrEdLzRoSKKJ9Oqtuflraf/AJDF5zMQ/v39sdtvif8A/L9T9aGdvjguXlgKFbjLMGeEFEXiB/rDSz4H8KfvxZAt03HbfebE8qzXCy3CT3YyHQsFyJJdQ+0tLrThbLqEhRCia+lCdepIj0EtQaU+NA3SLicTmfzoosJafuGUWBxSmRBvF0YktuMtqaLTcBKHZqZRXuZBT8zuGgA0oeqZ9zN9j8p/bLzH5llKM2/Y7yQ4piYXsaQeBDntK1N2uA3W6W0CK18zfYCp9wNTDgievIuKcz5GuM77ZjPuVs2y5UruKUtOP2uY9FgFpwq1DcGB+mB+AHX5zfJttq2C8vLmU+JNegvc5dXcjaXY8TrcR2hK7fK4rqcmgq71Y/hVrX7I3ZeHZ64tYQbHxZldwuTwKe03dbvjj7RaZcbW4oOWqLJairQs721tuaCnVk3LcpJLa6ga79uHbpi45pJIzQjUzLVDAuWk0xGCoJz48lP5BAR0NUtmHHyeefETBYdtjodzvjbG7PyTx4raXXZDsC2/aZNi0d1R3lvJrAwtCdf/AKhpogA9eq/8LPukPJV1tFnuEhbst3bixulyEb5nMhl7be4DX/8AA+QHChfmTbvrLR4YFuIT4jOuHfaP+JuXBQKW/wAppFxsVtnBwmM7bWX0ukdt37cx/kntmmx1YoFJV+TUHUdfY62jdFK+J/zByHtB+HxqiXB16HN5VbnjBY2J3GV2cLbYLCHG1JB+JJShaVKpUBR3evqTr05IdM68NSe6ksGsSAH0zqjc7dcuM1MW2QZ12muXBu2WyzW1hUm6329zpKINqstsiICnZdyu095DDDQFVLWn0FT1IBbHG+Sd7I4GNc973FGMY0Fz3vJwDWNBc4ngKYj1ygNjGp7ijQMyTgAOpp4viH4y4p404o/dLjFauPNuRWu3M8jZ4+WpK7axNjpvU7jLBChbjdmxLF3lNxpT6dsi8TUrffWpIabb+dv3W+891533Wa22+YxeSrWRYGNwMzWtV08q/wDuyYBq92ON2lmJc49E26wisICxgH1DgA9w48S0cmtOCfqIUkjCsdzFnMi7tWi3wzFW3PyiTMBKrgn/AOy7aI0Bc5lUDtP91t1byI4LzSEqBUuqdDav8LoZN/3DzX53l0ugY63sIiDjqdquJUX9Ja2NuKnDDOq35yuNEdtaNUK50nqCNHrUnpVGWHAre7a5uQ5g+i140lyfdLzeHpL8FNzUp9ch2PFTIW2piIwk/JxQCd5KqVIHXu18ztYjixfknLtqjthZp1zEiIcf6jyFQDIuYIeVKstkxaLDtXH8p02yySUXRWKyH3Yl6hMsDGLR9jKu92bd+3Lip6/t2ytVCkk1HM/vVcv2b7M+bt0D0ubfy7ev1HFP2SFKFcNSADEFDRTZp3TbzaxxhGGYBo7OB6YKpovoOOqy3Ow+WnJUOIUzZC6KWJ1wkvLdZbqSQltlPzKR8UKNdSa9fBXbNom8z+YoWaXy28UcZcT3vEkdiGryaMSEAGZU412Ad0ciSax/mnyJD4q4Uub70yNBJiynHnXnEoZiwLRbpF3u8klSkJU1CtUF10gkBQRT366R927qbaPLVp5b24atwvbiOBjG4lz5HNjYxoGJ1Pc1o9+FQrh+gL+kYk9nplSHsO/ny8LbBxzOs/CuC+SnNvMTtiYexvjebxoxx3a7nNkRYso3HIuQH75kFvsWM29mW29NXHiypCI6gEIStSSPQP2//wAIfu3s1ydp82Xey2FgA1s9xHcm5fGq6mshbFG58mGlrS5rV+YgVE/uVsWgRB75HEhrQAFTN2okgAHmMcgaWD/Il/Lryt5BeLPNvjlyR4fY3wg5yfbMSjR80x7lLJMstW2y59jeRT7LEi3HHU2bJpc9Ntb732Vz3wu6lb7NSE9ei/t1/iVs/wBu/uZt33DsPMV3f/2vxnfSy2kMYfJNBJA062SFzQ3xDIVYSSgXjUWe+e+PRLEY3vKZqAgU4+rDGtai0hlqOC4nvOOugstBopTvLzpASlW1awVKoFGpJoD17Cs42hnMk4D8udBbnWciQ0D+VWjNiKxawrkT1NMz5KFPzEqLbioyHE7ocJtddiKEVdOlTp7dWGa3dY2rjMgkIU9OTV586iwuEjkZiAB/OqestueyG4KuLxdU641eJDR/TZQppDDcRCkbkhsJEiYACADXSvVUjjfcv8UrqRx/D4n20S1iNvhAjAhfj7a3iv4eOKI+B+BPBl6eiKQvNEZxyOZjsZTLcq4Z3mVzbiAD8ryYNjskdKTqDUAemnxF/wApN0dv/wDkn5tvXk/TbddQbZGTk4WdvEwkLwL3PJ5mjiaY49QGsRN//CXr82NM0vUiM25+2sJQl91hT8pz4qVHYGiA65uTsedSkgJBqan064DfzxxvFsz/AHS1XdBwU8zwFa090uTD4n+FV4tgXy9wbfBSjtNKHeZbQS00CRv3qrvS8tKCSSKAgfL26COaLmdscYCDhwHb14k0pj9C/wBR9PXXRyJnFmxlLdiiP9txhNCW0tFTjqlUAYQshCvRVVEk9bvLqK2aY41QcQntxqSz9w4Y0VfAHHN0YxpOQ3hkfvWQsokFXbU2IcBY7sWKkKA27Er3q01WqvXYft15blZt/wDcp2k3NwAh4tZmAnDnWpQ4jSMuP5LxohUWqFZY7pccCdiFOvOqKdxoCpStx1HXRPpIrNpYeAJPX+NId4ccReeXT2VpMfzNeQ6+bPJU4babxM/27xKlSYzlumOshOROja7IadYcQtD0ZKQNw9D9evo1/h99r7Sy8j3fnreII5b3eHmOMPYHJbR54OBBEpw7BVM3DcZWXLWwktJCnHmcPYnHCqq8PP5NOavG24xLTk013McFJSwqSlpSrzbUIGxh2ZDbKWLqw0knuLQESKajcR1Yfub/AIq+X/NLZN28o6bPdSp8AlIn8xE8qYiuIa/VHwVop6Dd4FPjoyU4B4B0qP62DgctTQvEg1sZcX/y/wDjtdcGeynNcstVtbiRQ8AmU04hbqEErbS2tbc6PISpNCw6hKxWnXhzzP8AZnz55V3M7c7b7maUZNEbtS5BCAWuDjg0tJXhR+G68Ro8IFCVBBBanMY/HHpUt4G/lId8nv8Ac0jhPCLnNxfHZjkNzIZfbQiYtmvecisNnd229Buqak/hTrlHm7efN/23uY9s8xWAtr6Rof4a99jHLpc8EYakwz51OkVmkSPV7mlwHDNME/lV1Wfysuz0mQ1f4c+E4yT3w6hS9uqjUBYQslVPpTqrWX3Rh3IuZdCSJzcyQoK8kz/CtPjA0u/SeIK+2resuaY7yFBqia33HRptWKgnSi013oWmvyBFOrBBcQX7PEY9jo3ZEHIngRmDzBpRDi3uqfyqos14vvLbkiQxK+6h0UpKaFSdlCSQSfUj1PuOpj7C4DQ5QQOXxpAOoK5Bhyz/ACoUJVrkN5lbbQQruSFyG0tAkghuM87U0Px+KCdfUU6Q21l8N0PH+I9EpjW5V4VWHjpf0xrhFCVAUUEq1FNpokggVo5uHp/p15FjeLbdFeMwf4VKmbpBcfmJBX1Y0cvLtq/e8TTKABUhlKyUjcpVU0qaf5ewPt1bdxjLoI7luaD2Ctsc4uR2BHXmKWxNZ7U9xghagh1VUgbgClRqa6KNVeo1HQl4Jd3hmKW0HwzwPH0/D11aWEzWGZLO9WwoWPjUJKSkVO2h13H6e2nUS6AaeqE+z07aaLu7iV7w9g+NHNj9wbcxaY7uFBGXUoGmqaggehCU+3sOssnqxP8AUPjW+74ZA+XGo/BLFww+/KjEFPcW3uFDQIbJUW6aH56a+vRVW/TP56qYc4fUtPAUuflDHEXzDc4sy2mytLUh4BQB7ZbBWCgGu3d6n2qeuh+Sr11pu1nMflKAjtyXspd0HtYZRjivvrR98ksWXiPMuf2wtqaY/fpEyKnbQ9qd+sANAlQ7lR19pvttuj948jbfeSlZBGYic1MZ0j1IidlTL7S648Vh7r2NPrTGqZSv/tCAKk1p9CKVBFKEqTTXq/MOHWhMgWbDMgVJ7Eha4ihQAFK1kmhNBr+X/ED1/E+nU+2cjCTkvphUSdQQelXxwPhi8y5MsNsQkuNsyWpDw2lYqhQWhRQTpXT8R9eub/drzE7y55FvLtji24mb4TCChBcFJB7AcuFbtW65tbsGNCryPA+rH+dbYmFW+Lxzw3EhJS20uVEbcVtruUrspUAKCq0Kpp/U9fE3zLfzbvvE8z3EufJob0AJw4YZkHrjRSzhDZBlpXUTz4jtwquOMIbuUZ5aYqiVqlXRDi0mi6pSpKjtAqVfH8fbqDvIbZbaWjLTpy54eqiDiXA6vXTgcweTZsbstsbXsAYQVITrUKQEJTXT6f106q23RrIjE0taThwXChtsNUhkdzrD2e5BEVDZ1oEjVKfzLoabU+v0Pt1ZomlvcA9OdTip9dDrzTWYsOOBv9FIO8p+IQDXX0oRWiQK/j0RhYX25Z+ptNiQtn0/pQfyqoONtys4h7QpQNCCBoqihXSpCQlPon1H9+hV8P8ApyvMEc/XSropERzBo8Za2m3oyiqgSltRII9h6fjsB116jW8iua/IAioMbC5pLUUDGiJ4sua1PsthaqUQDrQ0FAnSlNuvtU/Xq9bXNpkAbRDIaRnRYGTSKASSFNj8woDpqBrrX/j1aHSftIcjWwarmY525Z9diiSf6n8DQajoDI4tmx+UmtYjOs2w6hAQ6kHVIrRIFKAeprWlBr1PbIGo4Z1iGp7js3tyWlJISgmqdpqka+tRSh+lfTo/s90G3AJwbW1Prog7ZPUG2XEL9UigppT3/uT12a0uiAyaM4JUPtrAcjY8m9Y/cnI6ElxcRSin/ElKCNRRQNKn1HV42Axwb1b7lBg9rwV6do4iotw0+E7BQMR21rn3R6bacqyqJIUXX4V3uEQhyO2kkMSHQhIXEdGxCUUKQBSmvX0YspG3dlDcs+WSJrva0e2q/MrHFjsAMfbj+NEP4mY6xyA/kkWWk/8Abw5T9U96qXXZC0CqXhuUFt1GulOpb5n27C9vEgVGa0XE3hFUAXDilFr4W4/asNz7yBsLa0BUS+QKV+Km1PQEbgdxAIcoDX69a3h/iW1u4ZlaVtLv+uuFxDe6PVS7uL7XGyTz55hvTaEqh41d7hHj6Ef/AGhIZSFPipCkhDTalf8ANt9PUdHYG6bN8oy0Ae1KBxd+5ZHzlkd+Huqk/wCXHnvlLxhzvwu8k+OsZtt3h8XeROR265uX+O+vHLtPvXE0tp3AZc5s77bMyjGp05DD6QoodSFBJ2UNb3C0g3KOXbJ3FrJYkOlNQAPzgHPS9F4EYFFWjNs/wvCuWBbmOQuauShoUFBkWagRmh1YpVKf/wATTi3nZm/3fE8ZvGF3qFk+GZk3heRXOIq626YpmVAkRHZsdaYN6aDchKGn2ghbvxqmoFOG715O3TZHapwJYC8ubIxdDgMSDxYUxIdwyJrou37nFeg6EbKGhWnMcMDk7HIjM8KS95+4zcWeXeTL/j+QXGycT8+Wp/nO14j2H3rC1zzjdrt9uyaNKtrWxMK6ZRao+9uZRex0AuJ2neLJ5Vla0W5LQbmEmJVx8J6kEHiASmnpglIvtboJoi4tY9gkT9Jew5ED1kHMHPCra8SeZb3nHgU/i8tTknKPBrnXE+RcaX+o8E8N8kS3XLlHaWFD/t8dyJte5CQEsodSa6jp/wA8ba1xh3B4KOJYQOYA73TukL1FHPJW5LaS7cPmhkD2kg/K9Si9HA+o1uIYryNb+SeNcayu1yEvRcjxi03lklQIUiXCbLwCgquqlEevyHp1zO+hDB4eHTs/nXVIVD2uzKZ8O2gI8irHOvOG5DBblrhPuffpjyWitRYTLSIwU2NA4WWdxppShHr1Qt7tXvt36MHgE9tFY5QhapQ+6kPWvwg5qazm45hw/f0ZDcbVIuDr3H+e3fIZGE5g39nNbbfxeCLkz9qVmUFuQkkEOtAoOnXRfKu9surSG3mk8N0cbRgCEwAQuAVebguGJFVeWxdbzF8cpjJccSC5vrAxDfhRG45db3bbgYHL3j549YDKtuI2aOhGWTOamr1ll7gWU45MTi8Ow45cIKLkqa6LmlMsojkJUlTjjgSrqyXuwtlt5Gxbg5krtRY4v1BpJ1YAZkY54H3VJi2bf5w18W5QCMn9KnHM4ICBwq0YMfAbNybg3kV5CZjiHDXj1wxFtthstvkZLl07AnORmmXF21+wRL7aYks3fKm0GQ+2xBDjXY7alKCSrqjbL5Xt5vPu3bPdXjLqzeTdyu7ulzYMfDdiQPEfozOIwTECofm64vvLPlW6uXTOuNxcwRRlgJIdMrdQaMe60OKgKEXILRNyXOMf5VcRtHj5wPdbvlnATvNvH2ceXPP8nE73YeO4uDcbXdrNYnCvEd7v0e2O8jct8i5JEiIkGCy5b7Ba0LkSnSpaGj6p8RsxbcNe1zWyBwAx1ua4OwKFugOADiuIVoxrzM2N8MEgLHNkfHo1HDQ0kAqFDtbmkluGYDnI0rTOP5JGXLzjGNKtsFthpdwjKZixkHsQokIOfbR2qJOyNCjgJSKUCUjoxtWuSCYuxlMgPUkqSfaVoduIjbcxNYNMbWIByCaQB8BQTcbxU26949KfI7Dd2hOPKQaoATtG9aj8fRQTQaGvt1JuQjiMVQ1DbpbGGtGCg9uIpxnG767/ABW02h4FuOxLjpCD8Eg1UpQUCQCTu/uOq4CGBZMPxowwF7kbjSyeVHpdg8pIL91cP2UWU3ObUdyuzFjJT3UHQpO9xAP119OrM1wfYKMixB6dtB5QW3EjnqAJGk9mBpx3DEd3JIltySYiiVxBLQhQqlAdA7SUk0NO3Tqp3ADR4WKmrPbDxZvHA/bTD8Ko/wA/GDO4snxUOLaqhNFIIFCVJoNQaj/39TNhC3Dm8wlQd+BLYgv6xXt8b5hgePbDS3N/29kUA5WoISzr/RWmv49NXbV3cDh4gHwrNvcRtUg4gEe81UnhYuNcM05alPjasZGr7dJ3FK2wyAdCSErBIGtRTUdTvMi6G8SHGovl3/fdjw/Oiq4jxeDI5O5S5YeCi5aW3eLsVjoZSxDhOSvt73mFzjoG77i5SUfaxHHyahsFAoCR18//APKiW42/fNvt7qcv+otTMyIOJETFLGEtOT3EPcDyANXza7yKe1fbwt0iKUh5QDU8t4cw1pTtNWLkyBcrJkdj7e/vWJ9pTSqpeUsx3FJTQGmprUjX5deBfOEA3LY9y2XSSZNveEycXBhIw7fatFYnaZmvOWoVUdvvzTth45Lsh5SrngWGz31pWhCn0QJ1wweey8oqNEMxLlEUpVfkUp6qnl/cm33lHaPEeXTz7Nbr/U7S10LlPAhG48UpLiYLkBxQBwJ9Tywj/wAL2n2VTfIzsKwxOLOQJ7yYrMbFFWvvynWItujfaXi5RQhTbx7y5P3CKoU2CSdCD17i/wC33u0LIt42U4uudlsZ2ANIJ8C5uLaRo4INQJXnhxoN5qjLhBOUD4pHhSmkKAVPFVHChflXI3POHs1mh692iw4vkM68uuxZKW5My4xrlAmxC64lJXDYbnsDaBVTyA4kAJp17c3Tyw62s73dbhwaXOL2gKUaE0rwXA4Zhaf23e2Xd5a2cLS7ANcThiVXDliEOXFKCTNIH+8rnxDxRbi6LNzGLx48zZqWhMlXq13bCbpnF3zCJb1rDKrlar3aGY6XHaOOvON/LXb1xncHzXMkjoAfFDS9qZq3ABOoJKcUrozgywt4hO0GJx8M80LSSR1BAGPOr88POAb5xtxVd8SJgSX8AyHG88xp63Q1tQ5cZUxmXc7vaXKuG2quJgbZESlWZSlDbQHr5fecrm/83b3e+W90AZetmNxZSvOpjnNKOiLguls7WhozLZGt1gKaDXMvisdEBiRh159i0Z2acZ4JylyDYMqu+MWfKrS6+FvQLlHWh+O7uQ9tmhotb3WlkbqUKynUkCnXIL6LcJt8jDnziBpcySFziC1Ti13EYqmlAarjnP1FpXSuR5ck5Vc3lPxLH5D8bc5wiJbYsd0YyuXYrbCjttRYc2xxjLtcaGw0kIZISwUApA1V1cvMtidt2SK+t2NjdYyxzBjB3RGwgPa0DL9ovVM+NY4OIVvzDEerKlYeHHil4l+XHj/xDlXPvAmI8gZhw/MzLil2TJXPtD+Q4lDu17TKxzL2LfJZYyWPaJGUSZVrdkpVLs04h2K60KpJjbvP/wBxvJO+bttvkffdw2xkt5BfN8B4AD54IXtlbqaSHfttbIGFrZoWCKZr2laYbHFK0CcamLiMtQxwKcRqJac2kqK0lf5CfFqZ4s+TfJvGDEv7yz4tyZmGFW7I7nMS2qZa7RfRGxi6ZDMdQhtuX+wT4bcuar4PuJLyyFFXX2w+1n3HZ93ft3s3n10LIN5vdvhdexsbpjF2jmTSRgYNjkkje8MCCNdOQFDbAvZGbeckvje9q4ldLkTtRO1cK+sK8Xso4uymxXfyFMLj6/RrNac7wji5yzs8iZ3fo1xQiVieY5VhFqW7CxPCZBAfipyV6A/PV2liG5GVvVaNo3SHzFdT2mxWc26tgJZJokbBbqpY9rrmTunTyi1klQHAtIqffNhht2tnuG2oeDiWOkkGAIHhtRzS5cHOLUzSrtyrNMVymRyBm/JCfJPPeR7zjbd04tz/ACXMMDtOKnMbVeLQ9drzlFqmSM2yTLMGg4tGkRWrbjirc9EfLCu60w1sFw8vbTvOzvi27Z9t2DaNltJGGaG3R0zYlJcwCKOMsleqtklVXFxcXKVq7odqjhVnjPkcqOc0AFOIJLi7jqV2GBGOFVndX3LjaHW5L1lhxo6JbspxkTX7m4Klm2sMzFqSlYbeCFg03bia6GnXSbhX2p8QxtjaCTmSeDUPalRGOAcuJJT+NR6wXy9LjpZuTES4RS4lDshBDigSO2ttakFTe47SaKFap9uoEE94wBlwzUwpiRih+I61j/DKvY7H8fwrIKgSGngY4kxoshI+1WlruMvBRqG3EKNAoVqK1oOpTIZWvIi1BhGYChOorbSHNGsjVTQv4j75cMc8sWseC/tJGf8AEXIliYjvt1YnyrCiBl0RpuqhVaGLc+4gamlRT26y+icdrdrDu7Ix3qUgns71Cd0bHobIDk4jDiXDI+xfVWzBw4+3Avl4gvlDMe4yJBDKlKWEzm3C+FoBCikPtv6kip6BKp08eFV7rwoi8sytWB8Y8rZLHkKS3hXFOTXqIlCEt/a3q5wlwLWmo1Cl3G7tBAVTeqhHp15V/wA1d5O1f45bxZxO03W8XlltzTzZPcNdN6hFE5elWjygwyb22U4thhe//mTS31q7Cu3HsttmKWDxv8ZGmC7OZ4pg8j56ylt91ty0W42pMKxSHIyQYsrOc3usaEhxak0aalK1CFdfDnbdxZ/Z4g0MEH1DnuB/XNcukmjjAGeiIB7/AOkFinvCup3JS4bbcEBdx7rUAavAvcgXgFqxuRcjj474ueReaod7yJOM5S2mTQNIuDcG1TIb0tkghAROvNyfeKxQOhaPoOpm3tbd7Xd+ASTeTxQMPNrSGkjoXOe4n9SitlACU7y+/n6zj66tXguQ7jfGvFcdbpTMg4RhzQa/KsLfskS4rKxTanaXfT8adXH7f3Jt9gs5CSHODgAMCA97358wq9pp64Tx3cwfwFL88w8Rh4TfMgh21pMezXYHI7E2gBLTUG99+W/CQr02w7kXm/8A4U0HX3V+x3nb/wCf/bfbd/kdq3COL6a4xU+PbowuP/5Rmh/VTXMt2gbaXxhYEZ8zf+F2KeoqOiV6vCsok8V5Q04BVEipJVUDvx0kI3ElShuRX6ddVuD3w/m78KhwnGRM9K+40T/g3wM25dr35EZXFBegy8usnC8KQha/tHIj8mwZHyqpJ2ocdXcHXbPY1EkICZklB1bI8l/5OfdD6Jp+1uzSllw+2+p3J7c2xH/7Pacx4jyyWYYEgNYUAdVl8q2KWjd2kH7hVsXRMHP7T8rfWQVpid5W5HwucbeIzRuip05Eju0jNrdDUJrYpwhLEZmLESuidPYaevhTzDPcReXZY4AwGVriX5NBJDQAvygNGonM5BBVoAAbhgtCncbLabX9lkWS35abHi2PB5DLK24cO7O3KVOmyUXl16MZghB+Q3saDqDKICkjanX3j/hfssmz/Y2CaNi3O7btd3BeWkF0cZZBE8Lm3TG7S8gYKmFUDzU9jt01yOAhiha1OClXHHhmMONBHy7zLCzlbiLyp1nC7bLaRBsDTxhi6uM7hBaQ02Ct+K058ylQG4qBINOvYUUDLaNBi84k8SfT21SJbsznW8dwfKOAHQVXeLZH++ZfjptuOsW6FGioTdclk95kMwRkATBx6zGWWAGZyytbjiO4pRGjYCdeI/5GzCP/AB989EFCPK1/ieH7S+8Aijvlh2rerUplMwj2kY+mNO2wqzsYjY7WzISpvIL2xHfklVFSI7chlDiWAkqUUFDJBJ9SaD8Ovkt5G2aDyj5fsxdN0+Y76KNzuLoo3tBDExQ6ULjmpAXOuuPdqkcAe6D7SKQx/P3z4njzxj5AsEGS4cgy+Ba+J8bahhDs6LeuUZRtl0vio623DKZsGBWm8L7bdFKW8FV+IHVl+1nl1v3O/wApvLexys8TZ9hfJu90F7pZt7Q+ON5xQy3L7drP0uIcHUJ3KYxxuOOIRRwXL25dp4VroePdk8ZeL+MOMrjk3j/kvk1yVmOP2K+cn8X2WyIRwrnMe53q9ZTj0q68+Xi72LCsgmYtjos8eRjabm1YrRcIlx3x5U1lHY+vsT5ZjLcG5bE1z8nFXqXAHS0AuLiOi6Vx5wY2OaxrPDagahdzQKpBwLV/UcQUwxWhd8yOaOF814hjYzxzxRxrxNyDeeWl3zkb/wAl87ZzHjy4YlDtt0vOIYvFsVhxDE8IwbPONr7HRbBKtv7lMvVmeJlzFqCwqXFbvjuJXufK4Bga10jSxwKkuGkkuKhCCUA5Kaivl0ua0ODlaXICECoOWIxJQfKcFPFc+G2lUjM40N9C1Nx2mFttLcUtuqWkrcVu0LikqSd3pr6dFtqtw7cmxyfK0KnqWoN/dCOzc9h72GPrSvHnt9m5DkBgwQt5iHNCUlG1XcUhzawnbQF5QKRqfpTpG9X0l/deFFixr8Op4U7ZRMhtmyPwcWr6qkcPbaFXktWpIRasb7xZWt8h5D0kz3We1FAUt55dtcUkLWhAWU1BqB0T2+3hF8yGRrWxDQq5IXhVTsJPCh8znui1NJLnvIwA5IM+0da/Q78eMHmcZeMfjFxNPjOwl8ReO/FcW8tSkIjRFZ3kWHW3IHbMYzRKmpllfvjiX0biQ8SAKg9fnZ+5O9f/ACT7hb/vrHF1vJvV9OXuKtfJLcyCIDiSIgw+sJlV6kb3+8QT8uGXdaG4dMKu2Pi0hvGYzc61JmX29KckvvP0C4keSVPOOfdISFMISwAQNaCgpUnqjPsJ/o2+JGXXcxLldwBxJJ4BMl4UuOP9sBw73Goo3ia8TtN3u7Tjc+SiO6hhhS0NzAqhoxCWvYy+RQH5BB3fieoP0b7SB86hz+WAPI6eeHNKR4KnimVUdwrxvO5L5Gh3nIo5at33T8gQJEbdKlMRX0p+5kByrUcpUO2Nor+ArUteWNjf5i36CyA7kjlcDwa0q4pkvD3U+3THHpK6WhT1/mfXTcL/AHq24za2LdAQ00tllKABQBNEgHWtKA+vXrzdrux2OxZZ2ga0hqL6qZ1alGJOaenwoJvKvmRvi/g3Ps4kzEsKh2O4GK5v2/qmOsNFKjT1WR/fqr7Ja3PmXe7TZbVXXN3cxxNxwGtwaSeQAVagXkmmJDgp9Pf8a/P0y/Jp+YZLkWW3N51+45Pep90lOuqKnFCRIcWhJKvkAlFAkHQdfeXy5sVr5W8v2XlyyDRbWNtHEECAlrQp9blNc8e90875n5kr68vcK7bNakPKIoSFEk7tNmm4K10Vr7DU9WeKBrhiFBoZPcSA4YEVVvITVrdyKDbjHaW2opXICUU7hb1JVtKd43epVWvp0C3tzDcx2gJ8MNxA6lfQ0d2sSttPGeupxX8jTzP4XvJvFeLMwyHh3KZEO1QMjX+62Au9thElMle2a0ndtC3WJAqU/wDKoHr5if5yfbK+bve2/cnbYTJt08YtrlFOiWMHw9QyDXx5cFBGdW/brx8kAe4gm3wcOPhuKhw5o7ArlhzraCuTWD3yGHTa4UlEhtK0SUNoUpaddriFpFQrX69fPuXbdsk77Ymh3EtwPqT8KNtkicxScD6daHXJMUv+M3FF7467j4KwXICCGipK1fqIJHwWNKCoqfr0Pa/dNol+q257nnIg8W/0uGTuhzHOtlocQXghnBwzHb0q2bPy8+/GYxzKY5s15ls9ptuTuCO6pBFASTVYGv0066RsvnCG7jbZ3zTBeHAA/KV4Lz7c+dMvAxcCC05+nCoFcOJrurNLBkSJiDFakTX3XfZKFW2btBNa7NxCf79WjxUzCOOIKhD/ACpIaFIBx7KWVwfkXYucZCXA2S4jao1UgKUQUgmgFCB/+LXrx9v1q6G6ZOMNJ5cP58anOLfEKFQW+oEfnTeLepOQYOUK3LIhkAEa1SgVVoKlFTQH8OrPA8Xm1ELiz09lR2vUKRjjj2UunOLeizXuWFpqtLrignVNCSdxqPiR6k09PfqCXM0B/L3JWOLlLOBK1jsddBfS+hI+SwoBtdANxG4q3FQO1Pt6GnQe9ILSWg5HEen86zSXDmCU9PTCjOhz0McYXeZ3ChtmApW6ikpG1JUo6a1Hqfr01ZYwtdzPotJKoWBdQKduNVx4556zluN5DA+4S8pi5Sm0pP5yhNUp3f1GpPRSJskQMMvzouXA4j1/lTc4c2Yg5IPdgarfOLa3Bu17t6wA3OiSW0AIGoUlRSjUEOGq6a+g6umyXTGuhe3AMe048MadJ/ZR2Liv4VpkfyS4JKxzmy5zDGWiPdYe5DhSU0XBfWy4quiSUhQP1p19jP8AHvdYtz+27bdji6a0nQjDBrwC0g8QqquI7KTJKHRQOb8uktPa1Svvpcjbh+22gVG4/wBT6DT6V9/evXcmAgKKhyf7uocqldqcW3DSUq2bgQVCiakEH4mhptOp9+pcROlOFMSM1OBdj6emFMz/AI68L/3ByGbm6nekTWGGXVJorckgEV2kE09KdeP/APLbzBJY7JDtzX6WiJz8xi53TMFMuYpcODDpAVzgPUMz0x9xp+PMt4MO2RLS0qiAylkJQUgBCAApIAIANU6kUKuvmHtzBc3rScSwaj2nJaMwR6Wl3FcOysp4nWxNy5Dguu7aRGwtNVbqKWqlAUg/Ep9T6An+vUHzg5ImQgkBz1P/AC4/H3UudxZESE5Uxjli4k3KLFCu22whKCQQtKUpSB+XWtaaEdCNoI/cJQYgVCtkA1ZoCT6c6jFtmgKa1ontJI3Gld1NBpv+QpT26scQ1FBggqfkFNQfkyP97bXFoCFlCVFRSdxSdp3JI+NAa9TIyYyQ3I/zpqRoILz8wFVXwzaVycndlKRRMdSQCAUpKdPZR0JAH9/QdCtxJ8AAJqcSCPgnSmbp3ytGX50VFxmrVORuqlppRBAAPxp6imhTT0HQyAlpGoYaqjNwZhkaIHjK5tocilK0qUNtCog6K9KioI/EdXWwkALez3UQBBaHUXjcoyICHK0VtFDoVVp6j6JI9OrUXaos8q2AahtyfVvCgakHaaD5fQmmtR706DzuOpRWHOvVb5h/KpQKdAfkKJqBQAGvqdOnY5Q7A1sHnU2tMlCXE0UQKigOpqDQk0/xr0Xs3hjwRgFrMjV949LS9HQgLOg0r6j+v1/A9dY2i6ElsI2nEVHkCO1DI1P4LhfjvxV/JLja00P4pII1r1e/L16+KUAkI1wI9uI9YpmQamJwNIJ8j+ORjfNPIDLLRYaua2r3GpG7bATNQoPq7jKgSGnWyr00Bqfbr6Gfbfdv7p5St3vKyROdH/ytxZ7jVavYnNcqq4tXLlh/Cr4/jnsi27bnlxkhJdcfbabWrvEuNILlEoL4CqA/If1p1dLxhfAw8NR9oqPZytbdvJz0BMsv51i+OMjvY8hOcrXjaHnpeR3uJbnPmW2Is1tjalRWDRCEw19xSyaUQR+PSt1fDbbdHc3J0wRNLiUUoBkOrsgOZFMbX4xu5mwg+M9ye0qF6cTRNePvj7xFheR5bnke3X7LMyyO63R3JMuusqRZsOeu7SmxeI+NW5z/AO0bvGhupCFPtDsJ/KHVE06qMnmTdryElrWWtmRqDD35NP6S8jutcn6c+lFINn2+CbV355xqGr5Y1zc1jfmcAeIw61ZPNHEnBvPvDnJnEvMvH9jz3iHLFMWy5Y1c2JDLkbJG1ffxczx+7RHGLvYMwx9bfegXKM4iRE27QSlSkKAP3aUyHcGyOErMGvAyTpxaeIRDRxtnGYfpSxI3YlCmJ4gjEHkeHYorWZ5e/gWxhvM+R7B45+UGcY/Y7nYsanMQeTMatmaTrDdWlWvJY0N7J7BJx+5y4rdsaLLH3THcCXN5UVDoyPNd7NABNHC/gHBQCoQ6mFRiCiDCoh21jXERSPCcCmGILe8EKqFVOtKF8x+M/IPw8xHDWuR8usPkzw5fXrhiUy43awvYxlfHWQhmRFsa/wB3jy5bqETYkoqhzFbllTamHTtWkqY2g2ks73OhbBMoI0PJa4L/AEuAA0pkOGXSfK64YwO8UyhCDqAByTMKvHE58U4jT4HZzerRzNeeNMdRHuCuUuP77jD9hmFLUXLY1qjuXC4Y6hg0+6uFxshkLiNH88hhO1O6nRHzQ6OWwBJOiN6nDBHYKeQBRT1xrflu5daXxjJ7szQ3sc1S0JxVCB/qIHGtgzwX8ubLxmD4z57kbsRVlmzm+O5eQ0iS1W9C197FlvyCpmU/bDTaAULHoWxp1y7ctpmLPGtlLxhpPEHlyPurrW0b9C9wtLhzWn9C5dAD7eoypimS3a15OBEW8hUWe1vWlLidjjaiVFYcBKSQtX9Qn26o1zayOLhI1wGRCYg1ZXTtewaDgffUwxrj3GEWKNAU208uAlT0GWxRqXDcrv7kZbOzapKvqSD9NelWMRtgGwnSWnDDIcuyo8rtWBxXOoFkXGOGX+Uq4Z5ldxDduR84jF1bgxX1FS2u28p5pc1h07dQkAblevRO8tYp4fFnJEcYJCZY8+ZPCtBxiIMY7xz7Kr7lDxs8Y/IPBcawflDEzyTiPHOXqzTFcLumW5C1Z4mQS7W5ZZE26x7PMt718bRbXFoQzKWptBcWQNT1ZvtJa7VJv93H4bJHG0CE46P3AXJy1d1ewCqB9zpryHZrd8Dy0fUo5OPcOkerH29aYX43Y1Ysd4uxPGcPsNkxPEscguwcaxjGrfFs9hscFuQ+ftrba4TbceOl1QKnFAFx5R3LUo69egkaLhrRgNI9g4fwrirnvdYuc5SQ8j31zzbv9useBW5y5KKXSiP2Shkuq/XdiNbSSoBCVKUUk6ih6IbYUl1D5QSv8qhbi1QyPHUQ32Z+2l+4RNXe5EGCGFkvzO1HCElAKFIJSgUqQ576aUofXTqZdu7xcmQqJE3u9VQE+ymx+LEWdaIz9ruKj3lCWtsqqUhBLiggqVSqyhQI/DoJfEPYJG9KJWGqOV0B44jpQO8+w0XPyns9pkaNTktx1AVrtXL3qFQT/wBQIofwP49GbYF1iwn5UdQ2+e76uVozL2j207Pjy2s2bFbXFjp2VispVQUHxQkUoBQUPt1U5nGSRzl/lVqjYI42NYSG8z6J2CgG/kAyN84eizRAvuTHOylxJI2oTq64SAQEoCCTXolsTSJHu4oE7aG745ro44xiS5V7OXVazfj++8346bFmq02R9AKzSikNvbVqrqK0rr7HpufHdwf/AMYPwrdm1NpeRmAaqzwjlrYvXJc1zVLuRXNxbgqArsp+QUKJIUKa+xr1N8wfuPZG35nPI9ZSonl5BK482A/GmIYwW7cpOMtpSj9ptUm+3lCUCrmRZa6q5zZDxSTuWiKtptP0CevkL/kD53/+X/fLeoI3atu2mJlmwDEDwmaSep1ak7TV62uHwLJsf63EvPa8r8ErIrloTcAe2S5I7TTiyAgKT2ylKVkk7t501p1xCeVn1heR33gA8FCJj21PVKBS/ZC3YOVeNMEkqXEh3a08j4ZZXHn23GP3rH5y8hZtbiAEBl2XFZZdYqo7u3UJNadcT2u4g2zeY9og1mO1hdEA4hGhk8hGAxDe8Gk8NTMMay9DXsaXKVLmg9SA4A+weyrk5fwq3zOO7RcIyXJsizznLjazObRLS199kLy0uCH2HG1rTHuigdqEjadAn169y/4Vutti+81hZBzvptx2bcoAHFBqa/6mIAYD9Lk5kqlCvNb5JdnfK352ysdgFzKHDjnQZc4ZtYMZxTJeLmZjszkzN8RudzYtGPIiobwDGELYafzXMih1xVphSJqzDhNlBcflL2oQShRH0O8++ZrSO0ftVofEe5GuIxDVOS5KgxAx4lKkeSvL12Z2bndAMY06gDgqDlnmeOHKgAvucwYPPeAxDLtj3HvGlhhcW5S2pxwzcR5Lbn27kaHfrBKiFRj31mDAYKEuOKTcIiX4zhChQcn8u2btxnlMBS/Z+7GCiOYhY5jhh3XLi7Nh0uyq6eabnwGxa2l1oRocnzNeoe17erUwb+oagab9Y8tx7DOKck5PyKTaotqs2E5/ynensc+ce6YxitsvGXSF2NyR2UOyJlpirjpjr2q+5c2KA216+UPnrZN42b7i7n5aljkO4O3rwooyQCH3E8bIWLk3vzNDgMh3sUxCT3EUUD70vD4vDc8FvEAE4cuScCcaRHx5/Pvht3ykZTdfADyrj4ld4tsuVpu3FF4h8gtKiNONx5z14t0/DbHEVNiqkNt7oUlxlS1FG8qQR1673r/t6/cWDchd7d5r2W4vGu/cZLa3sQL2kB4ZMwzhwBXSXNCoqBap538guM0LTIMNLZCCva+MBOCnTjmKIzO//UUYVZb7hmNWzwE8l7NFy/JrDiLF752yGz8VRPvLvdrXaXnYVrVi11lXb9tRdkPPtIeSvteoSFBXVlvP8G/O7PL24X2/eYdiY20sLiYwwwXk7pBBC+UsLn+AxniNYWgo4hVQgJUY+a2OXwbfS5jVIfKpcDlo0RkLwKkoqlKMvxesT/C/lb5geMcRTcex2jNLJ5A8bOlBQ2qyZ2wI2UWEsLUFOw35wGqTVtaQr19fnKz/AKm32q8Di28+nfavBxV1lpfAHH9XiWdw1p6sDhxFWQN0yuY04BCOoB5ciDSn/wCWLx84Ktlk8hfNe7QL47zZxlyhlV6xuQ/f7DKxXBhK4Ywq48RzXeEZ9skyOXxkPO0W2xp9zkuKtljffbS62pxLaXPpF/idv1/un2wsdisC8WT92vLKeEDvSwC5fLINYcHxOZDK9sZZ84Vo0lyiDDO+yvJnEDV4pe0lwBY50TDG4EggguHeUEBR0Fa2F4YZiRrvjsbMod75DyGW7d83uN0ye3T81vORToiVXS8Xo3SUuRe8icuDrrr5lPh1b5VvoCAn6beQ9q/+NeXbbbZXW58wSP8AGuGMewAOLiWQRjACK3j0RRsADQQ8gAuJNVupTdXDpyJDbuBaCQ4E8yT/AFOKkk4k5latrl7yGl5nhXIuPWHgfEuHLdyOvEch5Bfici3LOXZN743ZW/jqsCVlUiY5x1bky3ZSHIluajNOQJ7kF0yGmIxbonk37Sbr5M8x3fmW5vrq9t3i48FkkbGPjFwHa2TSxhZypEmt+o+Ixrm6Vcpzcd6O6W0do6MRFqLpJ0vIyOkqGoMO6gQ40Nsm72aPjliUuHBKTFsdylRri0ZVolvuR4Fwft9xEQmaiDd0tqaeU3+slp1akAkDrq13eWosvBeSx740UISxzm4EDgQe81eIoIGu1ggEgEHoQDiF5HI0TPJ3MPB2fYLh9r4842z3DbqxlEm+z8r5KveIXvM49nuOIRbTK4IxlWGQLKMx4vtGaRjfbNPultiT7SxvYDixIcQ3zv7c7P5q2B96/wA07jBd7dM5IGRCUEv1k+I6KUvLXuYQyTS8scQHBExL7xd7fuD2yWEJjmHzLpI06QjQWgKjlIJaqYYrXq4q5X8eeO7T91mPEsvk/P7JOyaUxYb3dceufDnJUPJItntllxjli03VlOVYna8IgIupYkYw+3cZE+4Rri281JtzKDG+4Hl7z55g32yd5U3xm3+X49P1DGumZNGWuLjJAYu5LLI7QCLjVEI2Oi0FsjzTe33dlbWk8N3bmS4eP23gMKHD59aksAXBgBUl2pQElHhJlysf8rfF1/CrbkGYz7RzTjv/ANmWKFeMomnH8kfk43f4Ei4RmJUmJFhWK6POvy560FbMYuPlJKuuv3d7t7ttktZZGtkdEUVAdSLg0fLqcFAyCoMEqsXME72OegJBBIyB0nM8AUVOuS1tp2eJ/sjlHJLKVn7FclqbaXCkqRLid5UBZQ4o1X2/iap/xIPp1UGvLmiQ+voSKr7mgHQOIwWpp5L38r8c81dYCGxnHInEPGqUoQ4lEqHdM1gz7jvSraHR9tZaBXptJHXzm/7inmUWvlnyz5QjeQ98247q8Di2ztHxQrySZ7iBzAIq++QbYvnublwGcUXtdrd7gKxvDlygXnyc8gbZlFz+zyrIr5jmH43PclAPW7jfBMZcj2eLZm0lSYFzmuuXKUVV2JemBX50pp8hoJGG32bbg4ss3Wx1PIRLuYjxiow1CJkMEJPAHnXQZA36mVzh33OIX/S35ew4uPaatfzcvLFr8Trtx/ZO1GRnmTYDxLaY7Cfg85ned2OzFtlobluBuMHVGlSoJJ+p6um1yCK6trW17sNr49ygy020Mk5HZqjaPXWMAe7vju4DsxHwoq47jVtlJt7TmyHZvt7RDoaqLVijs2hkpp8Rvah+h9B0Y2GQxWMDJChaxow5gAH21khDpCRktD151WB29cO2bO4SN0nDb21YrwE03OY/lwUmDIUlIUoIt9+ZSCToBI1+nX0x/wAHvPJZvW5+Q7t48G+t/qoAT/79uP3UHDXA44cTGtVPzJaBwgu/6H6D1D/l9jh76Hvw1RKudkk4ZbnHG7pk0mx2qH29/eS7eJibeZLKUpqFxW3FO09QEV9uvoVuV/b7Xa3G6XYBtLOB871yLYmOeR/zJp7TVXihc+QQsOMh0BOap2YDGnd24WW3YhksCy/bwsZxh9WGWdLaE/a2/GuP40SIp1ltsfNJ7MqW5QVXIcUogknr4qP853nnX/5J53v5TJd7hvty1zjjpbaljA0Lm1hLwBzQEYV090LbWGO2jCMjiAHJP5Y1gcWvzuWYuuLfHUtx7LLkWO4tKYaQ43Ms0l4TlOtsOOsd6VEZjv8A5ykNSEHTdTofBucm/wC2ywbo9jdvhla0oASQ0a3uwzcQGgrg0k8qZYSgB4YUv7yAyLN8+5IzHCLFjmTXuDGuf2VtteL2e+3Ri0MwSw5ab5Odjw4Fno3bZSXi0/M2nt/A0Qqv03+2n3k+y3kL7MeWXb/5h2fbZ37VHqtjN41yJXOeXxPggbNMx695wfG0AEEkA1zbd9r3jct3uWxQPfCJe6URqAYOUoMRyOdUyngnlv8Aa4OW3iz2XjS0XJSoWKx8pyK1R8myi8QWzFjN2jj/ABmDmeQ36bMefU67sfjspKt7igk6VXzj/nP9kfLmys3yyi3zdbWR7mQsbbC0ddSAgBtmLl7ZLgOcQ3WyAsauLuFO2/krcpR+7JBCUGA7xPqaCRhxJq/uOfFm+8Vy8Z5R5jm2CXGxRiRfMW4jgm8XWZkOfT34zdpvmUvT5S2FRbRclMLcjpZKd7CGGylBc3eefuh/l/5l33yNf21/5Ui2Tbb6zcyG3ub1l5ezmVzGfuW0MLImRgkNcXueSe6G6lSw7b5XttuuW3L5nS3DckUNBC4qSVTPSgU0clxv6caS/c8mvtvgXr9uipbN1nMGYu4XNbKrtdvsgFSzFhyJAYbKWynfoB15ngl3G3mMsz/E350LY2NcdUhnkAfNKWAEtEa6GqAARgKsuAOeWKcUy9DShv5BfDzgLzXsjmCcp8l5fYMgsWQjKeOk4BkVuxq5MTsgjnDbpdMhtGX2V20ZdaBA7qWUOrZEF5xxTboU4pPTPkTz756+x/mrcvOnk+Cxud3v42W0kV1A6bxYfHUxtdHJHLbrMA6SRhU6WtTDCNNbNnA1NJcMuinNPVyWlzYH/wCnV8crTi12/wDODzC5MyXAYl2ud0i4Jhlp40xq1xCwVR3Z1zeXcs3T/uWSy2yx9/brcw+FF51RXuSEerpf82fu7c7NENs8tbDte5Fr9chde3YLmsRYonmEaC7FrXukKEq5MTGO1Wbu/MJnuCYakaPYF5Ulj+YHxY8b/DHnXhvijxun57cbNmnDkDmDOjn2ew+QXm8ovWRXTFcfetF6j2q0OwY8/G7FJckRnUqQHSjthACwfS3+LX3Q+4f3e8pbt5s+4h290ke6x29m61tvpQ9jbZr7rxGB72u0yvY1jwV+cOJwQNusFrDK1lq1zUixU6l7xKqQqfLmuRxQgBWsVT+Oxc0zmcw2kyIYtNhYU5UuP3JRSuWlobdEsCjZpoE7qD39Tx6rGKfdXgKY9LF5uwLk7MqAPb48kVjGqfM7kjcvfwqvsASLxd5l2uHcch2tJU27XtGRc3mxsU+DVbnboToNtPx6FbQwT3briVSyPFebjz+NFL0+DE2Di5fUBRM+NWNYpn/PvHuLZfleKYRhmWc28WYtmmZZtdEW/CMbxhu72q8X655pMXJgiBY5MRyTGccLzO0Ogb0mvVf+4e7bnsX2+8zeYNhgmu97t9nuBbQQNMk0tw+F0UTYmAOLpBJMHtAacGFAayzjZJe2cNx3Ymya3E4BAV9ndAPbW43zH/Lt4LcX5VcLBGy7lbyAfiOy8hdm+OOFWSPxiLhdJc4P2eycq53fYMWWvH2mwtUtlqRFZjpaDLz24BPyZ8g/4V/ffzFsdtfP22HbNvI1D+63ItLtxIBM7rVkcswbKSQxzgx6BRG2ik++bXHcEai9zf6MRq4tGHDLtUcFoOss/wDUW+Ozs+XFtXifz3dmoja48uVduasAZfbiahUsftyJDb0p5zakNlSDtBUCNB10Sf8A7f33FuGSG680eWWTtYBp8HcpSCqkOejAnBQ09iVpu/a00QOAd/UcV9Qw+FduMfzk+GmZzLFZrjxD5r41frqmHZ4eOYvkGP5YxcLrfpKI8dqLb7PfFy3ZzryktsBCW1J0qabj1z3eP8GvvNsNnPesl8mXm3QRukfI+7uLYBjQpeWzQt0NIzbqzAxyqba7g25njto4pDcSOLWgEAKMTif0gKSTgAFWtjvhw2DF+ObPnF3OR2+532zRZiYGey40jKbWh5hElcG6vpbbJkRXnFJcopaCtNQSKHrmnlvarTyltr9z3Qxf3d/dLYysbNOCRFyu8MnHPFchlUieZjzoiIMYJ7wxDuoPEcqrK98s27KskFotT709/u6tQ2nHVJAUNyl0ACU09NdeqPue9T7xfFsRJaXDAYn1CkNk0ogJPD159fypS/8ANpy2vFOA7Jxza3HG7rl0tiPJjA/qiJ8VSN6En8pb9R9OvXP+Ivka48x/d223OeFx2naYHXDyRhrA0sanE6iEXAJQXd5WshcARrA0gKVOrl1GfqrUqjtmVdkQUBSUtJQQPkVFINKFKxrRIpWmn16+wcazzgFRVLLtDC44kD21aTbSYqEpA2ltO+qTuSoBJNRQmqtPX0PVgjiaAB0oO8a0JJJNCdllyL2eLUde0tCiDpuCvzJP0CT7enXPN0kJ3R0nUYdKt1ov0owU4D2VYVybvtsgW7K8XuTloyLHn2rxablGVsdYksAOKbqiinI7qBtcR6KQaevUfzX5c2/zF5dn2zc4W3G2zxlssbv1MOaHg9p7zHDFrgCOK72i8babiWlNDlHexHYeBBGBWtkz+Mf+Syzc34xB435Fmos+fWJliLJYkvp3PbKNIlRlOmr8SRt3A+rYNDr18Zvvj9jN0+126/VWWu48sTuJgnTMHHQ/gJGDB3M4jA1cAWMZ48AS2RXNVSzqvEcunrp7dvv9taabkNLbcUpKVo2gKSUGvySRVJKq+nXAo3huCd4UQZNGYw4EoQKqjkCHjuXSVP35ZjPQgpyBIZV23mlfmR8kFKiEEA6++nTV7Zw3Xek1EtxBHPqnLhSWve150jF3w/jQ/wBt5syURMi49lrnOR1SYMG138AlTEb91hfckyKbk74CFp3V13U6jM8xXel+0uDkwaJFxAwwXmgIXPGs0BdX6VyXEY/Clw8V3gxbpFU44UJD7aq1olAJBBP4LP8AXqjeZ7QOhJAxT1+gqQYw5iEkNX09VOz4SvzdxsYiqUFANJSQakD1A2pNaA19T6dCfLd14gdC8fMPT30hw8IBVQChh8hrGYdyfejgISXFKWE1TUKApt03KCvb6Hp2ZuiSRrVxx9fGmnEEauA/H+OdUhjbD6Qy4FJQO63ofUqBqCvdQHUU19/XoTeKE5IT6dfwqQxHNauJB9O2r35UzlGK8I3FthQL8q3SWW0tkVPcBP5CfkQpVK+lOndljFzJDb90NcCD0xzTM8qjNaTc4EgaifVQweGci748FG5uuJauUp6UUuLVtAeWSBuNDtqrT26svmq5t5NwBtQjGBow46QmPT8aVcgGQyL3CMPx99FzyrbC5IjXSP8A0UU/kUgihHxPwUN1a+/UTbLjS8w5scF7P4U0xSjD6LWrh/KzYYLuSWuR2UCQbq60FJ1P/dRyXGvSiUEp1/Hr6p/4U7i+6F7tkym2dZsJ5ksOZ644VGui9ti8tJVsjSO1UReykHXKH9jNfihKktlxSmwoAAJUSVBP1CT/AMevadxELed0IUtGXZ+daiPjxeMAhK4enLhWYt60COlCviU6+pIJBqKgAgE0/N09G/u028FAentp3H8XUWMqQ2+NrizKcdCtyElS0BShQq0CkV06+eP+Y1xJJuT2P+SONidMB+ZrIgW+C3IEr68aZTzPcz+8JYqShK0g0FCXBVW35UNdp1rT1/v14l8v27XySyNz/D+dHInHw0POiG8KmUKy6Y8SCG229oSndQfHX8E19vYjXqu+cVM8TSvyn4io94UjCJifwov+S5KnMgeV6BtSttARTtqPooaURUk/QkV6E7WB4TiEXUfVSbNuJVflFRy0S3VuIbPcIAHbWAFV3VCqlI9vw/DqyQEhqHKpWpqgg51mL3Cclt/boSHNydm0gpJrX5BNKEfQHUnp+R+kZpTRY4RkBV5HlWSwTE0Y/wB191gJceUtaVuIAWoL0IqBQajX8dehFzIXvDM2t/HP+FRpTrOPzVlb46ywVE1qkghFSoqCtQlSvQlCh7f36TAzW9KSgVeNSbjq+uCQy20tdEOgEBNP0925Sk/glX1NTXqxWuDAnAJ/CnYtRcg+RV9lHZiV1+9t6UlZJCCk09U/E+gr7/2p1araTuaTyqS12sdQax90kdnuAjeTuAB0KfrqCN1R7evQ6YgPK1s51i4M8BdKmlNqQfVJGhBOlSmvt7dMseAa18asC1SKlCk/Ku313ev1GvtTWtOidtKdS0rEheFXXis1aTtCiRQAiug0BTX1Oter9sl28DSMlrHDgeNWjbrmI7+5atDQGppQk+v9ae3V62/cG21wHPKNOBqM6NwBIxpa/n1jLsC52fP4sdtcUxl2y4uFpalNtvr3RXUrbWk7w9p8gQK9e2v8ffMcdw252KV3fLRIwLm5gRwHNWEH1UE3FiwueP0kex2adhSsT4DyVM4lmbzK09tVXKguq2FSHVKVRyqtxOp+hHXqcQRy2TC7PxHfyqo+M+K/c0YftD41LeEcQjSsi5NyKNBdcuF8zS42x0x0f9zIix2wn7hpRCdg+2WptsmgW4ojXb1WPNsp8C2tv/bVrj2jIH1oaM+XmOcbiX9eotAPLNfiPXRMZDIt/GGP3yRebnWPhUBErLZaHipMe6x4f31kwq3qJCf23Gob3cebQSp+4OJCtx65nvG4ESm3hIMMTtLk/VK7IHsBV3qGCVcLG0DWhzx+68LjwjHAfh1U1HLndLhYeLMXbyBn7S9X1Ey9XmA0FVtsi+QpV+kwXd1VlVjxuPDiOg/JMp5YGpHQ+8m8GFkC8MTzOZ91TII3PcZDzPvVKGDx1zFjPOZueYDiw41a+VRxgzHoVIK8U4Uxn9wZdVtUUCJd7xtTUlaa7VajpdtcCSyLoz3u+R6nID7RW3Qhk7Q4f0L6xjSUPNPBrNyHhOeYHfGEXONjl6wBVxbuiGjCdjyLtmmKT5lxbWCUJjm1Nd1SabVJaWDUDqx+VbuK8nax/wD7jHAdUQ4HgcClCN1hkt2agSHMcD2gkjH3LWt74x8S2R7mrAspj5VJlC2cpYvE4+xyDcgxmN4cs91hz5+UZzJtyVnBOObPbQpqU4VLut2XViM2lJddTfH2EDdvub66kAa2N7WxtRz3nQVLxkxjcEDsXuIACKaEQzNN5FbsDtZkjLiQUaNTSoPFeYUhOeIIi9ZbiPOEa+2TkTIGDd7TmmSY1xXzUxHub7rtqtX7lc8dxzkGRaVM3e4NYZbYKlxL+0VXlmzq/U+7THoKq7b/AAneK0HSWNLmk5Eopb2nAty1Y4LRpt6+TuyEBrZC1rs+6CdIcVU4Yh3zBpTEAJU8/wApfK7x/mwrXiPLN1vVitziLRdMbzZ+NmEaDcmTuDUDI2glN3tU2I4mRbbnH2mTEWgrSFA1afsdhclHRskVSuLXZ9Ex5g4A0Rt99v7Zvckc05EHvtHYuYPAiiHwH+azyFxoMxMo41s19UwUp+/xTJXLc8+ltRSlT8O6xpkNtKttT8hr6dA7ryhad6SCRzJCeKPCe7Gj1v5xvYQ0SRxvamJxb+B+FFtxL/I7fPKG/wBuRlHGcfDrQ3n/ABvhKLnLy393ky5ud5K3apcldustuomLjFuC50tSnFICAkL2pO7oHuPlW4DWxC41jwJ5EDAAxsTNRcVObj3B17DUweeiQ9zrZoOuNg757xe4Nw7o+UHUelbMlh8R7ZieHXqdxtkE/K8kuUgXefccgVFZnX63MrU2qJZ4sMft9sZtpqn7dO5xRSCpRBHUn7cTbDsR8UMLZbhmkzk/pza1Mmt1LqcMSUJwyrfnG53TdovAcghhdqEIH6hgTqOLimQOHAVf/jxZ5UbDoMObFRGkRP3JqQ0l5DwDzby//mNKW2uu72NfYgEddtLlnBB/T7q5zGz/AKVwGI8Q/GqE/kTQ2nDbGh5VGw/Y2lBQKkHfOSoJISQaq2fXoptiHXy/jUbdGkNicM1T3UKnEbkWRk2Koj9k1vEUrqkISqmlKj8Pr6U06k3JKknlUCJ2pjSKcvAEDG7jbZxCY7UlS0EUCEqIZ3LroBUA+g6CRh8sTmNxNH5QIriOV+Rw9o5UsLku/W27+V+MXNp9Coy1ocC6p7W1EtbakJOoK0OgafXqwwq3b2tH9J/GgF23/rXuT5nMPqp3FiuCG8XhyG1BVYaG2z61WtI9xXXbU9VAhXpxNW4ENhVF9MKAjzWs65HHdzupTV8MMxIagBVJedZVIXVR0o2kAU9ya9GNncBORwoRugAtmuOJDh8a+eD1vQ+ApkV1e9bMSYyFbqLUQ1IUhKtdFa0PTcjQdzYRkXj4imbZ7mbVM05oU99Vv4R/d3G/5lEDf6a8llNukAhO16RRXcrrv7SSNNNOt+aruLbLObdZikFrDNM4nh4TC/8ACm9gBMpaM3MaPbhhR2cc3dN1yPlueh8vOKycsAalDUdpBTHYSCkKOxlA0FaenX56vKm/yb9vfmHfJZDJc3G5SPcf+NxensK5V0vQGI39KZ9PQV6Z0p3/AHVKjhRSsFh1KN/qlBQokoGiaUFeis8r3brJH2ED+FMk6ZByK4fj+FL087TdMZfyDKLBFU9keEt2LyEwYNA92TcuNQynkbHY600V3b7hBW8oe/bV9OuO+aWs277mQ21w7w7DcjHFrVAx10BC1zioKNuWQSH/AIf9VTP922kYcgNXXu4lD1b7qO275UjK+IcRu2Gxp9+u3IGMR7ngthsjkcTbtBvWOQchgO/cyFNx7dEbhPJU7KdWER2wpZqrak+o/thvs2wbrtXme6WOWxmkEoH6O6Y5QE7yg6hgC5Aaes7Zl2f3CPpwGku4JgQOpOQGS0t6BwPm+U4hzHFtVrteHX3J8dmW++8jtvtXHK7zlYQ+FCyMByXcf2vAXUJjwy+720uFZbbC6q69K7r/AJJfa9+3/R+XBf7jc27munn8IwQI5wYXMMrvEeGuOQYO63USpSi1hNejcXyXpbFYFobG1pBLVdiSAEyxJJVcEQChE4F4igpvWYcb5yu0vZDdMcgWLO7A033WM1dhNiRaclj3ZYZmRsutEvfJZuEdaZKmyspKkqdb6c8w/c/cPLu1xeZPKpt5I11MkeC5FwcwtVCHDulr+7wzQ1ad22yzvLEm6BktCO8hQFMA5Ri0g4gjEHtNFD/IFe4/F/8AFD5VY/BkJg3jH+BLhilouN2nMvbp+dXyx4yFCUthkNy3bfdnwQkJ3E6akHry79v95u/ux/k95c3LfzD/AHHc/N1tcT6WNjjSFjpQGxqQE8CMEascXZmuYbta29jtMltBq+iDQ0Ke93pGqp5kEpWr3Z/MjgLMce4SwZuwcaZG1xZhfFmAt2fmXMLpwzzI9hnHMeVEyLHJ/MiLuri7PV5TerqqTYn4EjFLpa4kOLGdQ7R99z74wtZLo+ot3va/uq12BcgxBKsaQeBd3u8cFCcsuLfcDb9x7S9pLjge41S4tVqEtOeIBZhgcavXyc548a864n4v4p4pxSVxzlc/y68dshyLEoHlJO8pmMkxTFcluVokTsvkO37Lcc4ivke4ZNGfiqt9zcm3t8racY+0ipeIX7huki8hb4LZ5+oj2a/cGFjQhFnMS5WklwwKAnAgczQu3a9krZXNd9N+4C7W96tLXBoGoAABQC4JqBJIRorY0/kJvsjxv8yeFvI21t3BNhmiZxHzHIYjOPwY2H5HISjF7tMcYRVhy13pklK1qoopIGuh/Nc2xfPDdbPZ/wD8WbY2u42gJTVPBEI5ogePjWztOnPVGDwNdiumhsrlKPGB9qJ8e3KlO/yUeXXF1y8UOTuE3eLmsm5Y58yjDL1A5+i3XjyWzx3ZcAzuy5FeeN7pAVPkcrWlGT2nEIl9glqKjHbot1hQfU/GebH06/7d2wvvvIUt1cAsubTfbuVxLHai2eBgaGvLdCtkedbA/WxzO8xC1wqe8PkkDWN0lj5Yi5SVBiVW6U/UA1HEgd5QChrTIzfGxiGUy7It5E2XZp7Ut25KQEPyVvOsT2ZEkqJdbluR173gSVFaqn169q7ltjrO5utrkdrewPbqyJLmlCuYdiCeINH7O58a1bK0aWEInDu8unKth3wt8GMr8i8YvN6suP2h7HrTHj3LIcjyFxEOyw13YF632OBJeYkyLne1xP1VRY6SGGTucUnckH5Q/dn7/wDmPyjugtId03P62JpayOKeXXpYdLpHASNDIy5Wtc7F7gQ0HSTW2MjdnG1xU8k55Jientq3r5/FBa7jLH7RguHOKO5j7yPkl7tDbyWlbEuRmkSEttKSSabUAJHpQdUfav8AOz7i2UYE++bwQ0d0Oiim6aXOe0lwGXeJ91Kks7eRCGR6hmCEHbmMa+7F/EXkkm5sREcYYgppZdju3C/5q/LLVEFKXkSUz35AWVAbQkEqBp0auv8AOb7g3jC9m/7wLgEACC3ii7WuIY0ImBJNabaWbMTFCCc1xX1KaJm0fw12u2YxMblR+GIt/uKbbEiXBGNX+/O2ArucVyTcA+/MjokFhlCwtKEDckkbhuPVQm/zH+7jt3tdwO579Lt0M4kfbvvWNjnAUNZIxrSPDJILm6iEwQmnHWtsniNZGAR/QCnYVw9lN14l8AuGOKE2ZyLmGW3S72x+yyGLlZGsfwezd5goS7JZxvHoLUWZEkVUEJluOuds0UpRqT0Db/8AOr79WW6MvJXeXpbHW1bc2AAc1x/+sJBKCBgHAAk4kcht35f268xmMoeciHIB2NyPRaM+/wDinLvj8K42C74xff218rgu3S7O4/doEd+iH2Z0S4tT7Y63tAqpl9CQUhQSCKdewfJ3+bW1X9t/+d2xPhlw1yWFzHIwHmbe7MUw6hsrxjgUFA73yVO52qynjc0ZCQFruqkAtPuoB/M9+/WPi3BbDZYCTj1o5Ws+R5RdGVM3Oxt5DiUyYu2WWFeWnnWZEJxppSw8diXlPbRqk18K/wCW/wB5/Lv3n+6FteeUTeP8o23lx9k188XgvN1K6T6lrWanktZrUOVHpqarWrVu8p7S/bLLw7ggXBmLihVuQDceOAwoTLHl01n+RaO04hy3Y7yXx/L5EwV5lRFuvdoumGzIsQRHyd0iRYshTKt8tFf0ZcchX5k9eVbrb4X/AGZZvMIaL6y3RsEzQVdA8TKAeQfHoewn5mkpkaPSA/VPRdJbqHVR+BVaMvlLIWc48h/C/jJRE2JYMozbyPylkGsM2nhjEpLeNtyEEBG1WeZFHG2hCltaGo6d2K4a7y/u29lHO+ntrBh//GXsrZJU4YW1tKCRkH9TTUZ0kKDpVfYE+JHbRm2G5OrG5xa3HEhsuurUBV153e48pJ11Usk1BIHVh2+6IZhkPdxWmhhn6dam+X2BrkLjXkDAZTaft8swa82tpaFfqIuzEVU+xvx9tVB5F2iM096Ej369BfZnzrN5H+4Wy+amI2K1vYTIpwMTniKVehikeoNR9wtReWctqqvcwp/xDFqdVAoQP45bVMd5WxT9wihCrXjV2yt7aE7Ytwxq3vx9jtKqQtNwmJTQ61FPbr68/wCQe6N2H7Xb0+F2FyYbRpXNk8oKjtYwnDgaovl9onvIHp8oe89CBh7CUpmPG13ffxbJYBDJktZhkqUmcVLjNpny23lGQim5xKWnVfEAE+np18MftTulzd+R9z28kC8Zv24gF5OlniyteruKhriQEClBXSr5obMz+kxN/EUJmfeXvit4wRl4fzt5R8W+PWaZtJmt4/j2bhV/vmR45istrFrPyC7YY8G+v2xqLGi/t7sWQiP+6SrcXXnnUEKHXvt15L8/ee/Kt3L5F2Ddd5ZFe+DOLW3MjIHM0amvLQAugaxG1xe4Oa53dcARb57K0JF3PFDl8y9dJwBTAJiikcagMj+TfwUvzsGBI/k48cZ+OlSIlxtl2w22Ysl62MtKud1Uico2lbD0uPDQl5pokPh5xsaAINh377Q/eKO6ba3XkfzHBazuiZITtziTE4l0ge6Jql0mmNrwoJDntJDTUdm77RIhjvIXBOBXPJQigLx54DGoNb/5SPA+2XG68lTP5AcB5MyGQ2caxX/yg4pZybKLdi1nhNTLrZ8YZtdjuEPEoCpj7pWiOYz0sNJcdd2tpR095S+xP+QfmPeLnfYfJvmdu4OfHbQTGC3to7SCNiuDJ5tEdvF4jnBot26xoPiOAchRc75tNi0C5uNLnHFiI4DgSAFAPD4JQwXD+cP+PprIbhdbDevN/mPMG5kSbbMPxXjsYi7HtsR19u0SX8gyaTZbZEt7N0lypDDS3kLUXULO8NpUL55e/wAKf8hN88wufu+zWVu8OY4PuN6jmMUcRJhUQeNI9zpJJZCAxoXQ7AtCw7jzRsdnB9RI6R0erkn6cUJIOAzGkjquFBbyx/6hXnG2uTZ3AXj3w7wRYk3CQ5abvmkiRzly/fWmWVfuz2TXTv2fG7AmZflKdSqM5PB7Z1JNevZXk/8AwR2DbttDvPe/XIuUcXw7RDHBDrLl1Nubts929wxa5z2M1O7wQACq5deeLuV4i2a3iaf6pFJxyaRg0lMVAGaZigk//wCgDz6cgzcty6D485tB+7tr9nteR8GNQ4Vwk2OS7Mxm3XF6z5REW/brPdnlS17W1B93aSKpJEDcf8DPsVOm82lz5otpGvhQuvIphIICXRseJLUBC4lziChcdSE1Jtt/3QXDYXeE6VAXO0gIQM0yQZoe01Yc/wD9Qd5h2PC4LmPcJ+LPEkxjGpjsq42vDb/lMvLb5KD782fHcu2R2p21zLvcZq1OLSl9aE0QFlKUjpO2f4E/bTb7F/8AefMPma7tXRuEcZNrbuja4udpErGSOmcS7Trc1hIaBpGVal813ksnhWrYiNTWl3eJbzcipjmi+uk3+Znkbyp5d+Str5Z5kdxqRncrj7i3EHLVgVicxvD7XbcHx6W/Ftdtsj1yvTkZqK/fXS6RIUl59xxyia7R6C+3/wBqfLn2f2S18h+UvqH7VFKZi6dzXyvkla0v1ujZGwhgaxjAGA6Wq4ucSSkbpPudo+8ugxrxrbgEVrToaRjm4NU8zwoLeVLw7NusPGbe4lTFvdS26WiCh+5S9qXO0U0S4WAQ2R+GnVr367dJI2xixjYcSOLjhh2ZdtL22INabl4R5GA6AcfwqybDjzeG4umbOjtPyu64AkhZS5MWAkJISR3W2FEDaNSf69HLKw/tlh4koDpSVQ8zw7ByoTczSXt0fDcWwpw5AY+vrWFxq1fucewImpYCMmzt+6PijbiHrfFlz5b/AHYhHdCBb7EgpB3kBIoBWhZs4fEbE52DpLovUf0gucvsYE91PXMroHyOapDIQ3sJaBnzJcVyx7KyeXZLPMKeqLDdkuy1xIENkEvxXFTH1yGm4xhbUx2k2WHHSUkJ7a/yge7V/dS6XFoLpHFBiSpcScEy7oHYa1bxgAB6ABScERMMeZBJ7RXS3i0G3xWbS826t17s3HI5YcWEJfUkKbhFLgU8UMBVASaqJqemnWEdvH4L11lHPPUj5ewe+nRdGd5mCaT3WDmBx5Kf4U+r+DPwvtHOXLNw8kMlbasnF3CNyft2JRFoU29mGbNs7brepU15OsDH2XOw0WyVLkrVtI2k9eOv8qvuXa7dtkX242kNiknY24vJXOQiFpWKAlcXSEeK8HBsYY1C51WbbYJLW3NzdOc+9uo3MYFQMhye8J/9Q/ttAzAe5Urag5XzvCIcBxKUzbqsoDMaIyl1DCUJohDaEhP5EhNRrr18rPNu/bYC7Q8vciYnjz5dc6muahDGYBo4DAcAAtVrwbmEGHk15ukXGUR46GEKU4tpbjqEj1cW48tbgUVK+KEDqt+Ut8hi3GS6LQ5rI1wxI6nh2AdaQ6NzGhzjxTkh5UiP+UXFPJbmrnB/MYGCXS6ccY3BWzYf29AcSXkpUJjpQ4hAcQpAqNdNR19Ov8Ofu99ofKOz3sHmPcPovN9/cgEyNd4QjGLGh+QJJV+CeoGqtvNjcXwb9OWFHEkE6TyUE5p20lyNbnYlwnNXy0PWq7Rn3WXWpcRyO8l1JqpDjLyA4CQCBT4Gmh6+me3XlpuFuzcrKSKe0lCskjcHMcDxDgSPx6VWr9sttpheHNIzBz/iOvGsNKS8hMt51DiaBYRuBQCCVDdqoCgFCn/3dTnPAaTUFjHCRpI7uqg+lkSs1mivc+agKGtaV0rpWgB/9vXPrj929eMyTVuhAbasJq6rct12z9txSVhtJBqRsLZI3JUBooUpp7Ho7AS+10uxA9PXQmZrWzOcMFy6CqFYveScWZ7DyvD7i9Z7vClCbb5bK1s7yHAvsPpSQFxZFClSTX8NeuWebvLOz+YNvuNg3uJs20XQKtICtPB7Cfle04tI7Mqt23XsnhCRBrTS5vBw6+rjw4VtZfx0fyHWbnTFIeJZhPat+cWltmDLjS3P1u8gJSgDeoFxl4gltw6EGhoevkj97Pspu/2z39zogZ9hmJdDMGnvM/pccR4keTsl5UUIaxrZ7ZTavKFUVjv6XN/++GBGNM/ubz13nCOhW5t8UDhNUVUmoVUHRBGlQfbrh4eGw6c25rTzQQFd8wqaxOPYLWG3WM7CZ/c5IjfbSdre+jcth9w9z8w/SbVrX06GGBhlFwWd4Zdnpiua1Jx8PVhqVfTgv8qRZik8xZrVSKb2z6k+qgUpGmulT9K9Ct4txLATxQ1Ie3QNBxBpvnjhlrakQmFPBYcbbTUqBNSSkhSq7ioEe465PtkxstwdC4I/xOX6V/PKmngvamfdReq1a/P+OifBbmtpqktjcpOorUfE6GmxWpp1bdwHhTiYBWkZdv5VG+eHQMHA+2g4t0RxLy4qBtWHW2xtBCdxP5lINfh7/H29egt41j2lEUe2ttKIBnUY5pupnRrXibDwccU7DiLZoF/JaxvKkJoVIUB6DT3PS9ktZIVu3ghoBQ9AuXrx7KcaQx5IPyhV6p+dSfFbOu1SIqIyO0iKhloBCdoSptvcsn0AqdQaa9QDcvuTqGJVfbjUdwciHEk1e96u7MyxBMpaHFpQg0WoUqnSp1IQB/x6lW5e1zf6iopURd4o1ZA51q6fyj3ZmRlVuZSrcoZAFmqhWiGlhVCKA6EanXTr6tf4MMdJdXc6d36J3/rb+KgVH3AOZZyjg57fZqNJE5As/ZU3NaSDUlRUNaBZVUU0oB9P/f1763m2DJBOzAEBe2oNjcqPA/U1fZ+VQuE6e0oJNAKAV1Ogr8qfh0MjPdqSApx504v+L29uM3d2Nv2oExTfqBotRTuSDQaJUQPSvXz7/wAxIm+O54XUYwp64EU8WlrWErgSnThTOuX5qFZIUqU2UCtFp0qKBIJr6+lAfU/368YeV4T9M9wxcTRS3kBYpx4L6cqK/wAHlj9/uFFpKgdhUaVDe3cKafGp/wCHVY86tPjsKIfDPtqHcoZAzlRgchRXXLu4sJG3u/mNSNigQsqrrVVflpQ9VjbXaGuaTy+HGt2/dkQlGkfyFZrGbdDaYZMj1UAQE+1PdNSSnQadWqF7BCMkpBPGrIjWaPLcaW0nRFFFSwCoJIoNv9Pav16ZlfqKDlWCSQDM17prDERpVdnxBb3E1AAH5f669Qy0CtfCqXyKTFQpwqUFA/HWtKK9VAD5FNdR1KtQuPWtj311YddFMXBpLVNqlitCKHdQagiorX303dF4tLY04rT0ZLXJwNHXx7Nq0D3FbV7NAfbbrrX5EjTT2/HovayFRTkeoFwdzqU35QBBKqJVUkqAoATXcfSh1p/XXrdyNLyTThzSoqFJZWkgk/I7tqtUAaJO4H1SD616iOcGuHOs7asDHLgtRCfaoA3DWpJ1J13V9fwr1Ps3kPSnGEZO+WrmsEvtuJBO1JIGnqT/AJHX36uG1ShrkypGRzq0oriJKU0IUoAUroa0qFEfgOrtCkrBxdTPiI8ghAnp7arHyNwFvPeIMltLrSXJAtMsx1FBcKHUNF5padqguqHGwdP6ddv+1O/zbD5jtboORrXN+KOHracagXMYcwk8kPYcD+fqoRf494rMXjDLFyEFuQ3cZcR0rU4Cox+4w4VtuJCUDuBVB19Gp7gmKNrCkTjqA7cQnqqriAC/nUZMAXsog8QvCOIsXv2SviJLnTr9KYwmA839qJ+RTHXExpUxLm5b8S1KcDq1GqaIoKCted+d/MsG2wo0B+4fKxpOGs5E8g35neocasvlfZ5LtxBwtw4ucQP0DM9pyHXsrosGCXHLG8YnZi1LnYtYLyjJ2LNNS6mby3yQ9McmxL3fo79FM4fbLqBLQytKRLcaa3Dst/Kh7VaTmCOe61eFGS4KuqaVyl0jhwauXMJwq13c0TZHMtwDM/AoiMYPlYCM3czwqtvJLl3FMHxrNeQc5vLMPEuMbDdbrcLkt1KRdEx5DUm6y21g0W7leVtRrZESBV1ltxSQR1Fvrh0ry5cGd0cFJ4ntPuFLtoNDASmOJ5Dh7qWZ/HlybcLFxTivLmfyo8HJvJHyfz7M7db1lbcuWvKMps1lZVDZWA5Iiu9hplCkhR2tEmg6kba9PDtHkCQxluK4qp9+JFauo0D5iCW6umCaR6loPPNHImrByZ5qW66r2t4xxvll4jtMOIDPfseYybw+pSXatSlsm7BBSqqtjgCBWnU3yheSR3dvlrExCHiFLcOeSUM3uDxIJJGp8hHYc/ZxrW941ynI+C8MynmyTjkbGeR87t8nCuKYTl2ejv47dMotjr+X8pTo9wQ5DiPY1hwSzEZcZc7Dr4IAUUjrpFzcOuLhtuw/9Pr1S8nAfKxeWrEnkEyoMyJAJH91xBAQlQS0gkcsMOgNUZY+S2Ri6MdYvq3Hb5nSclYur/8A2Ea7ZBBCYjDL6WkMvQcdvNoTJtaXghBStzubdadTnPbJ3wVkJGJyK/nUd0b42FhTw805EYA9gBRPbgtZbPchtGYY8+cRtEbEsk46mG1S8FVcn7pPn4hHL8gRY7skGTdGLOuYp+E6hCJLUZbrABShNGg8QTOepIecVTB2XsciE88TT7Gl4DHA6Rken4pw6YUPch633V9Fqtz0m4fuEuIiNb7chx2Q/NcCUKi/CiFBDjtCpZCQn5H0PTE5L3aYFLycOa8aeBLGLIgAGJ9PhRhcDQIb2WYtheT5pcuDrRhHKOPWvILzDjq/eol2ySfEtF/vbE0OMwJLdmtrIjSG2He4yh5twBQUohp9oI4bi/7z7vwSxrDxAYTo6tc4kvzLjhTEhDpIoZDphMgJcMhiBqIXMDAflW894Y80u3F6+8KXm+TEZji613TD789IRNs2XWeGQ3IUXt5kQr+/EWw9KiLq1IS73mSlQUk8X2e7tYpTY3TS5r1On5QUwOhflI4DLBDV23ezlkjbdQEBFx+CjiDzHOmY8bSbPcXX1wYzVpemx5kuRb2QlTf7h3Nsot7Qj9Zwo3E0BUk1I3V67L5b3OX6o7PdPLpI41icf1xhFAJxVgzBVBgMq5/fwRiH6iFoa1z+8BwdjjyxPH20D/8AIzIblYtZ4QWlJTeLA2unqf1Sv8xHxoSfpUHro21OV7+2q9f95sQ/1H4UN3D8GMxk2IuR1hSlXZjb29UFIG1SdhGuwihB1rr1MuR3nqqgGhsQIaGjImnH5jYxd8OYdS99u7GQiS05olRUGlILYNR+alCa1HQWzl8GZTiDgasd1C2eNoJQtAIPbgaSPitlem85/tMySt2TEu9zjwXd3cLdHw+17kHuLI09QT1ZZHBlsCzktVsY3COPe1ovWnzcduyLlEsuOqUsLFvbceUSf/qUoFWyTU7+zofx6rEzGtLphktWON7lbAc+ND7592Z628bIjNLUlAaRvA2g7u81vJUaEk7tP6dStkGqVzudQt8RkcbcdKr2+hqG8YFUPh6SwpPySgBW00r3Iy6a6guDdr606kCMG+aeT/xpiM/9C8cC0/A1BPBO4LRneUQimjczIJaUpIIO9hUspUD/AMoH4Up1zT7/AN8/b/tH5guI3FspsXxtKohlexmfYThxpzy2NN7EeBDPcponuHZ7jGYcoWWUpK5YlsXVKk1TvQ5KkMq2Aq9UGgOtK9fnv+2t4+Pdt622b/dbcB+HHvEEAeyumztTQ4YdyvRldxcsXKWNzpTi0Wy5FqA8kkpQHZCghoqOqFIbUBU+wOvVq3K8/t3ma1mmKW0wa09pKdmedQHBH6gSU4UN/nM6pmwNZAWgpVriTHwCglLlvlqVZb5b1gH5Nz7JdHkOJ13IH4dc7+7kf1e+7WzEeO9zARgjx+7GV4ObJGwgnlUy3doEryMGxk+4g+rSStGfjnHrMvjqJjuKWe+xZGP46nCcdk2G1uPLs+MwbLaYHYtS1OsIbXMh29DSV1J2IAqAKddetrSbdvKJkLp47gul/cRAjke94cSAXSFcceJpVtIYv+nia4xhMGjkAAnYmFeni7h57GEsWmLxzmMODZGIr0Z66txgxIedQ6446+8JrhLrzrilLCqlThNfr0L8tWNhZPewFbVjG6nOliDDqCo46+JxDccRUmSS7eoZHI1gHEAALQ+Z545sjO5+ZAY3jzrBU+y3ecxwu0MtPOrW/wBphm4S2X4ii4e6hxCwWFbtPketw+ZvMW1MuLDbpoLjaHyatDpGyNaSMWt0OcoIzafwFSrfzHLa2hs3yQ+GcUdIwEr2nEEZg17cKj9lUiBld04cyF4POIisq5Z4xyCTdmmiUxV3C1vTJEWQ+40dzO5tS0AAH5a9VW3tbt00k242+hhcSABIxrU/pJaEPI6gQEC0DuNyhmdhLbBpyAniPuXjwBxFdGf+OHFXMUZMXlHxN445Gs6GZBMqbw7x3ltvS2qO5HVtyLH4CZraERXVJ3IWko3VTQioNbJ5l3/aL9r/AC3uu6WVwApNpfzxkohCsinDXAEDEsOWKhRUZ0LbnvSQNk6hrHj/AMTcfhUAxr+NL+NuyzLVkEHwS4Dt+RWa5Q7pa3o+A5Wt61Xa0/bXO2zokWRd3YjEuA9EadQVIUlK0g+5r3Yfe3707ntUu2bt5t8y3NlcRvilhkuZCySNzTqY4BjTpc0kOGrEHNKabt21seZBaReMQQqSLiEOGpMuYIxr7/kias+ReMHKt2yK15OqA5x5e8kEv/bc5yc5NsCot3t8tohpSUvoubTbgL2xvYHDpQnrkd9A5++bTcWTPCe+aJrNY8Nha4iNC7+jS4gc1RoU1InlJjMjg/HFS3PFc+B61+fZ5Kc72ewZVcEWyPbsizx202yz2pHbZVAxvHLc5JuNiVl0hsF26Pw3rrIXCt1Qe24C6Uo+J+3v2E8vRfaj7R2G1yxOHmbcJH39xE9QGSzhrGueMC1II4iY8zIXnAE1WnW79zunyAubZh5APNE+Ue7VyHSl03964XN1y9Xae7PuV4kypV0myQne9Mdq7IkPFACEoJVRKE0ShICQAAOraDNcXbppnF88ryXE5lxz/hyFGG6Y4jExuljGlOxD8a/RU/jR44uWP+E+DwMkgXwx53Zl2WyY5Y5Mm/SrFfI0Wezcbg0wwFsMXZ9Kiw+6e8tgCnwCT1+ezz/Db775433e2SaoX3ghIYVJfEXscNR7rWgowAfqDkFPW6qVB1YIAOYXFPjR42LjS0uBxmFw7kqm46S2lyTh9zfL25XzWZDz7W5W4fIj46dU6LadvhYjrdgjGCuxxPFxJCY86l+EXFfDccP6D76mcTi1uA81Ld4sl2VHc3tyLxaoNoYWqoBdCrnd2kFKlLqkkEkHQdSIYNnZIp+lav8AVJEMfXJzyWkGJrXd9ga7hqRvxNS1jje2FJm3ux49AhMLSiRNn5Nj9jsrbYdKld+6G6IiIBbTUoURp7HXo1bWOzTztY91o96jutmjGC5o12rLgBWJA0apTGI+KvaB6yqeqvm7eQ/iZh7Att98gvEPHfsW9z0O4818evvsBlISf0oF3W64WlkJA1IpXrsNl5S3K4t2w2Gx3U0IRDHt97K04YI5tujl4EOI4rTUu6bVC4xyXNqCMxraQFyxao99RGRzj428qOIsnGHkl445Pk0l5qNabDhfNmIi63Fx50OCKxb5F9eeuLtwKShLLbC1FWidT0G8x+U94sYnXF7t242Ecf6n2V9bxNGZMkk0QiDTkdRAbzFKj3DbrkiOGeF0iogcAewKiml+8lZzlXCvKdxfwm+WObGlrhWzI+McniW6/W23XuCp0Sbfe8Pu4cRIiqS6XY8ttvsqB+KyR1wS/e7ad0dJCAYAdZVuqNw0/I4OVjmg4gjMOVpGNTo3FoLGEh4wTAkHkQfjQic85TaneZPDDJMW49sXHNxiX/yHskmFihvL1iuTV3x7G8tfm2UXl+T+ywv3mCpCrdHc+2ZdfKm0p3EdGdqv7XfPInm2LwWwuEW1zvIc5HyNuJIW91znIWRuQISjWhc6eBeZ42PRNLxyzQk/nRBcK3VrMfKfyE5ANEweL8Y4r8ascbcUHUx7tdHHeSeSpLZoUtB6XIjQ3Ep//R0PoOgs8h2Hyf5b2ZT9RuVzcbjIecWptlbNcP8AgZO8cBrKZ0nSCZDh3XBo96n15eqjyxB1x/JpjQlPoQy8Wno6m0BvYsFKEqUtSglISmiSNfrp1YtumLLoMDj8xByGHVeHI03xohIZ/apUJSKBTb7S6hQUPzoX+YfE/IUGnp10i1DY9EKoHHSv/Fh2Z5UtUfqHOoN4i8dScX5Z8mMpUFR7HjV9/wBg4whTam0Pqyd2Pn1zmsqWCh+JFtkiPHqlVEuOEEadfSL70fcdvmD7I+S7cPDr6/sY7u5Kju/Rxus2hw/qdK178Rk1eNVbaLL6e/vHfojlcxvD5jrKdMQKnGf5PkPGeO8uScDxoZXlaccGe4xjzi9ib45GlpgXSMwsqQh2ciH+slsHe4UgetB18xLa6d5Uu9+2vb2tbLdOhvonPBc1sbniCeQgfOWN0yEDEgKatV46SS2jljxc0Fqe8fjWlh/LXyzjfKvmY/yxGfalWi8+O/j4m2iL/wBi/Yr1bbTk7OTWO/MtKS6u9wry8tEhpVHQgoqAk9faf/t7xSWf+Msd1uUUkFxcea96lJODJEktomyx5a2PEekParXlpIJANcl81Svud6MbU1CGNrkx4Ep2jnSfWMjbl5RMvMq3ScwyNcgs2OBfe/JxyytbNqJ7dmW4IsuclJ2NtKR22hqST164hnY++dOWPnvVIjDlLGBE1aVRx4AHADNagS2wZattYT4MOrvOaA2Rwz0ufmGriU9VTvIp+Rvx42I2qXb/APd13taXMnu4dDFpxWyNlxxNitTMRAi25htQ7knsN7n11SSQK9HboX5aywt3tF85vfcCjYm8WhMABx0jHFKi2f0zmuv5WP8ApGPSNuJdI5E1nUVcv6VOWOGVWpZY8HhHE4GJWRcCRf8AJXE3HkC/3QOx5sxp5lP21rbW2ouRGUWx5K0tpUoq30JBBHVjs7O38vWbbOIh93MdUzzgXYYAcQAMWhSSqnE0FDZt7vH3l0HstYQWwxhCA4HF5/qJIRcBhlxo7OKvEiL5GcC5bmMawYNbsks3Ed/zrhW13TlDN8PufkFfcZvNyybN+PcLxfEliHYrX4/8EWdy5ZJe50d9p/I7vCiLO57aikb55ilfubreBxisI3+E4NZGWxjQPDcdQ1OfLISQ1U08Fq87Ts1nHYh8+qS+d3ySXZuchUgoA0ZDjpKkiq7xrgTinmNEh6z3njLj79lteR51ha85zvkS8SbzYPsMiuWNs4ti+PTGZ+cYa1FgWa2w705F77UyVcbhdHWYUB0phX9/vBu2xEuMkDtLv24vDY9rWgtOoJ4h75a3noDWd5alw7Vt7QYgCXyqR3nKWqUOeDe05NKnIVgcU4ixzlpea3rje2TrraZOLc15zxtZbhkGR5Q7n54fyCDguIcO8aTLRY03TP8ANOQrnEfyO8zpaYRx6zXWElSHCypKpN1ve4Wu4Msprq3Y4GNkpfFGcfDa98vfBa1ocSxjQ4AvahBDlCYNn21zC+OKRzhq06HuAxcdIKFVAGZBUYgil0Z5Oht8o8h5A/arba1W+53QJsNnyBeQWmzvwjGx+VaImTIekpvMGJPgOobkoddbkAFTS1NltXTNy931st1c69fzHWA12IaO+1oDWk/0gYZcKbaDHCy1Y1rWAogJcOJwcVLkUKTnnVA4Myq/54m4Ott/bw5Tt1eTtSGEutOFUNTnd3pQht5wJGp1Trqeq9tMX1e7tkIBY15efVl70qbeufBZeHxI0r21Y/IVzW47BhKkojRbVBnXqSjfsSVNNvOxmgogpLj76RuoaAaVHRze5j4jYwUYxrnu6n9PwofZRjQXEK9zg0Jj2lKyuPJYi3ewIkSW4ELFOP7zdDJXHQ0WrlNtFhxVLTjTynFKd+8yCarc5TZ2yskUBC4GhssUbnBsMNm5yoneLWRoepMjzjyWm53Obbvee8+a4a1CeAL5FUcgxqJzSuhy3vNXW2uNSp86Iu6uzhHZet7DUjttBNvS6O4wJCo8SKAtaCoLoD+HUOSF7bhhYXOjLyUVoXlyVAMU6U8x7ZLdwKNcGIqOKLnzRSePwr+uxr9kWQxsbtUG9P37L7tCtNmjGDLq/PvE2PboS1ENhC0olyUkf4UTWulOhm77xb7Ta3G6bjrbZ20L5pCQU0RtLiOqoGjtwqbttoy6nhs4i1XuDVBGAPzHojQSeyv0MfE7x8xbxn8XuM+N4NqjxbjAxa1/vzre1Am3L7Rtc55ZoPg7MUtygGpUSak9fDb7l+a7vzLvt/5g3SR8t5eXL3YnAanKGgco2owAD9KVbXyxzTOnYEt1IYOUbcGD1gA9tV/ybkUdU8Q47LRQCpK9Ao/H/kTu0PqfY1HXlPzfvcTZW2rQCS4g806Uu3ZqPiLVr8eY85Y8FNx7fbueSrR2CWwHURXFEMgDTXtnefcV6tHlbbXWWxOv3f8A2y7KNXgwHBDnjmeVZI3XLpIwbj6fCruj4zFZsaY81qNNYbjK7jchpDoXuT80nek1qTqPWvXRLPb/AA7diogGaY9ce2sfbQmMl7QXY0rXzD/jpwjnHBL/AJth9tjY7mltRLnRpEVlCA84ylThaVsALrTqk1oahJ9evTH2L/yB84/ae7a6SSS88nOkDZrd5JDWk/NGV7rh0CHKgV7tsMkYLxqiAwy1MC8OytTXlCPfeO5t7w7LYKot5guvsqUpHaS+2hakJfjbxQtko9daHr7B7H512XzR5ct/MexSCba7qNWkEKxyYxu5OBPrGNU5+3abgwlQ8ewj+r2cOdBDZ5ffzCSoEqStZGgp6lRUSpIA2qpQD0r0Mt5fEu8KNzN02ifpHxAzq8LWshqa0AEkJJPp8aVCgQKhJCf6a9WSH5HtGaUDe0qHEqvw/I1W+V20XaC8oJCnoalLCto3KSmqiT9UJUAfXTqvX0AuIOrStGbKQMmR2DCE9fD8qimC8g5FxXk1lz3EJi4V2tLzYktIdWhm4R0uBT0OYioJSsDchRrsX1z7zb5T2fzjsM2xb1GtrKDpciuieQgkZ1HEfqGGaGjsM/hSEAgtIRw4kdOozBrbi8I/ODD+eMHsSpM5tnJ46GY8hqQ8lLzT6G0pcZlbyKOoUCEn/P26+R/3f+0+/wD2632W2uoy+yKlkjV0vYMnjDiqnlkaINaI9Ia/xLZ3yuOfLFeRwSmeO58ezFUHQI/ZdWQKblAMKTsI9dNwNfTriuslqrkOXupwF+Ixz5UhCI6th1CqU2qG0bijQmvxoKkJIr/TpuZjZGEcx20QR2nggOfpw60fXjzlv2cqElS1Ahxqp3VSQSKL0prQGteuOb7CLLcxcOB0kp2dv4UkjU0xj5jn6dKafeWG8ow/uhPc2Mg7k1rQD1HoKUrXo+8/VWLZUVzD7sqhApI5mQOHZxoELgn9lyZUcghKXHFFSQdraEGpO71ANKaD406AmZweSeB9lOxt1N8TBF9uNUXCiPX3llu5SnO5DgNOy1IUQpluqyGzWpCl6Vp+PVike2LbPpxg4tHv5/mK05/7RTN0nuzoi0htxtbsfZRVTVKQAn2oU1qCUiv4e3VbELgMAF9VNtUAAn+NVZlGUyLWxPDzikNModcWHN+0lpHxorUpQug6MWdi2e4jZGCpI7ceXMmttx7a1X/PzkFOS8osRGnwpMV2TKeRUq+S1lGoCiN1fT00HX2K/wAPvLsm1+XbreZBpMjGRt64q53LFECZJTW4hwsWQlNbpCV7Bx9ZwoFLp2rvanWtwKktr2UIKhtBNCPqRpr69exbpJ4C12JA/lQOJvhSE54e6qVKTEkOsqG2gISa6EK+RT61SRtrTWnVcJ0EtRKMNZrjD4yhIpof8bl6+xypaC4QP3CqhStQdUioFRr7/Xrw3/lraNmiMpCkRD2oKcwLI2g94Eg9gypsPLMju3dl1JHypTcfklP56+mta/m9fb8evE/lZgED2/Dj6cqnW7tMaDjRV+Ed0LGUSmCs0cbaO5VEkVKRVCT+UUPr60rXqr+ebdR4gCENPXiPQ1Duj3xzJFMrzWGlRU8EpG4dwKpuIpSu4k6gjQf8OudQEseQMGuNbaWnLOoDbLoESNjlUgKbPyO0pKQEgqJBodh09q9GoXORVySsKVcEPI4sKM3sAK+2aK03HSpJNdfj6e1PXqezVyI601q7B8KiN1yREhKlLUASFKCkqrUEHakgetB7j36UYg4KtaUqmBNUld7qtx1e1O4kmvyrQ7zVCCTuCSNCfp1LiYgAGNOxsQ6jnX3jc55MpB3pFFAEgV2gnaQrXUH2HrT/AE6mRxk8cadJK4Z0aHGuSBIZYU5VQSNw/wDiqBWiwKGh6m27i0hoVRTupzSrkQ44dSlXZdnluR0uFO5IFSNxNARpr/8AD+Hr1LunEhUp3M1Fy53EEoSappWooSkCpBArQCvrTqCBqbh8wreNSSyXBSHU67QkAK09KehPtuUOpUEgDwRWcRV42WQFoad3Eeh+RBNTp+HqOrRZuVHVs4uUYCrUtNwQ1QD1FANagACp1I0/8OrnZ3ekACmJWL3xmKnoLd0tcyG5tdS/GdbSlQBQd6FJIPrUa+/XQPLG4kXUbyUcx49QJ/DA01KwhpT5eBoUeLOP/wDy1fzS0tsSpabvf5UzcsLj99EhXcW20hJKHQa7ApdFbRXr6HbV5qlm8vWk7mtc+OFgRUxDUJ64j30Oj25r7hxU/uNAOHu/jV52nAI96utrvd6tUeVNtCXRaotPuW7YHkdstxi+lFrhqDZoXShxxNTtqTXqti3be3v9zvmtfc6i7mi8smjDihNWYSOtrb6O3OmEoCnFOB4+rKsZzbyHinFuJ5BeslyC1w51utUiZdJb10btNsxyztMFUh+63iatKcfsamk/rzHz95KH6cVokjrNzv2wxESFJHYABV9fIJzxNIt4VILQreJ4D88a1BfIvyEzr+TXmux8AcGJvDPjljt7RfsrzM216xN8mTrFWNLyyXElJSbJxnh0V1cPHYUgh+dIfVKcSHFNpFTddxzu0xFrpBiTwJ4AHIji5MkTPAWWC2bFETMCiEDDjz/CmVs23F8Q8teIIC4y4Hjx/H9xdxfhzkqrP2+W+RXI18hQMYw5kObTMvTuV5S0p1qP3VpVHIWpO2nU6F831xuEL5DGGR9oBLndAGg48koZLIxlo5jykZeHSH1gNb1VxCAUsjzdv0XKMj8tL1EZRMyqdPyrjODKjUejysgvPK0LH7cyiOoORH3IZhvOSFqC0txWw4s6JT1P8qQ+Lu9u12TVe7sAc8onUjLGhe5yOZZygYvdJpGHEuDfwXsrXB8iMijzMsumP4+0/cMexRubiuO3h5Tvbch266vR8jnRG5Tq1l3LbyO+84r5pYQ0hNAT12BsTmx98APJ1HkuCD1CgbdId8wQKGhTiAoBTIKVONUjkzWLLMOzxlo77NqetbiGlqQm33AfFiS+oJTXY8lSkooVVdqo0HTrmxYNGBI9h50nU8cVaPehr2Iu9wgXsyFXy2ouTdhhNR7pcmXG5RdXbWAlCrhGWn7O+xEILIWsUKgDoSateCxxIeAQnHLsSndelo04FeHDrWQjW9gYlf1QLq2rITEZmffx1MOR0LUsKetzU6M0mU9fZzDqkNDdTRatKDp0wtaxWkF6Y/lhxph0w1gSA+GcP4laklqyvJLvg2P4hksx6Hj9mduLqGZrqlESJzTqf3C4IVuU7JVJdSQ9uKjtFakCmRyORrXrpGQOPp21p8MelzhjqwOaFeXJOlbJv8cvLdz5J5C4lmsvSGp11suFMy5VufL1Z2NwJNlnXhl1JJbZuqrP3nt6gSkCtNB15g8/W5s/MggiP7bZXuaQcQqPaOxqmuqbJcum2Zj34q1rSD0BYT6w38a20sAyKHe4cz7ZYauduvjsOWltLe6PcmEoKChaEpUluc0sFO4U3Gnv10jynvbd02v6+FG3tnMPEHFpH6h/oe1cMsxVI3Ow+mndbyd6GVmHI9E5tPr40v7z1yKNelW6ysyltS15JaVfbPoCHQGF/qoPoAlOvpUH169B7FNHctMsXyPGr1cKoO5W01vBH4mYcR+HpyqveJYSrPkWLuyHypn90S6vuJFWUI27VhSNo7On9CR69FL2RrnOd/pT3UHiYkgAxJkHq6U3C95Ta5eIxFNXFpMcQH3FuJUNSG3EoLXyptHr1W43NjBe7AAeyrY+1uJXRxxNLiSOw8qVdYrdaIvkbZZcKah6Gx37ncJiCkpXILi3HGiqpIcOifcdWUP8SwEhOBafZwqu3tm+23R9uh1Ne0nDEnM03jB85xWBlFuV+8wUyHbf+5Lb+4bISFuBumqyfk9VI+oHQB6PhMY+YY+rnVjbt96ZPqWxkwqgIx4L8Kpbz4y2zXzCEwIFxiyJa0tOsNMuoLxJdR+mkJVUrIJ0Oh6IbEGjWSceVDPMFtOyNrpGkDUOGQ9P41BcPusGPw1KU5KY7xbUpxBO2rjEYJXsANfjtofoR0/GA28BOWpffUZsE4sCS1Eb7iM/fUM8CWX5nId1llAXHZg3+7l9NFhe58RIxJHoVOSND79efv8AK/cvoftBdW4/3b3cLSEDmNZkePYwU/5bY43zGjJkbz7gAvtq04F//wBqeS0aG/JaREylWQ4uopUAym4yP+8tbTi9EKJfjFIrQgmg6/PttFw7ZvuxeWr3jRO+RhTIFx7qnt0jotdIkIdDHJ2j1VbvLsVp/HZNyfbSsQYctwvop3YqUsqDjzSwQULbV8gfXTTrpXm2ET7U6dwBdEwkHi0cSOzn7KjEjxObfT30s/yw5kuOWfx9ZzzBYWZ98yDhaZAYz+3WdBdvknGrXebaMkm2pslDi7o5i7bz8ZJKQt8BNQTXoX5Z2xnn++8vbdukjIrj+5Ngc6TBgkuLeVlm95x/afcmJjzimo5pUKSaRltKWJ4gaWpzBRezBceYpGf8g/8AJfzJ5Y8ly3fE7mTyJ468XjheG27CMDzPPf8AyTcjT41ndazHMMsgYnPfyi+O5PcH0OwkvXBZSwnRppKwnr7of47f4qbB5R+3VuPub5e2bcfuebmVxluJvrYra1RjbeKPW1sIc3S90gZAXd5rXPcW1Q94vf7hevZ40w2thaI2anBxIa0PcdDzGS97S4FXFChKIAuK33bk+zYhKstx8ieaModuUqHJurP/AJw8rSLDvbStEVm3w5eUhIajocUA4UlSqn269I7X9mPtnssv9wg2DYDvHGYbdZlAf0xgwoG9UU9BQu4+nupA2SBrYgMBiFOZLgChd1cvIVcvij4T3fzI5CvuCwM8m45Hw3G7bmWZ5TfFu5E1b7Nc8ptuLxbpfbhlOUWmx4nguIxZU295Df5kpTcC3W4soakS5kVlVrm2rbtvtwbK1s4yqaYrSFhccUaxsUXee4o1jAFc5wxABIRIbSOQGaFjo0zLWI3LF2pA1gBJc4lGtaShJAJF5T/EThVl5tyLhSPyvlWP5XxnZTLzJ68YrxkyXZeQcoZPhvGeVWKfCzOz2W08U8m4Rhs/J7TKuk1m7LEm2wyylUzejYsBPbRy9wwvaoBjDhpABc1zCwlWOcGuAUYOKnQa0bm2Y5znQweE3Bxc1jBqxKNe/S0gtaSCU/8AbCfusNeuH4Fc+8Lc82TiXirzOyHB83W7xTjTV2xK98kWdcjO+ceQcxw7jDFV3HBuT7rgMvD7/ZuPLvksnLFTU2dizxUIQ29KfZbVTPMf218g+b9uZ/8AJvL2ybhY98kT2Ft4hDGh7idMLJ2nvIGYPVeC0uCWE3TmRNHjICC1WDvOLdIc06DiAdYfoRzeYqGcneen8iPE9uwzGse/k58g8/sea8ey+RbFPdtMTCcgttmcyzNcNYj3sZPacjvMmJPf4+ny4M9m4vx37cWXahThSOTz/wCJ/wDjq50skvlHa2nvHQyW7bFl3iY2XLWtwwRACOBFELfcb9w0tursWxa0gCWTQQ4fpBJJTAO7xzACUJOW/wArX8hsnjKyZhO8x+Z8yZzPCLhjt7sOV3Kw37F572RRjYkkWSVjyIVvft8R55aXIqGn+4lNCdyj0C3v/Fr/ABvdsNhuEHk7a2utnxzQujfdNcZWPa+LW76gmSNjmguierCBpISiMQupLx1vJc3LSXBryZXEhnFjdRcACEaMFAxDlxpV+HcaXPIH13S+PS4ltLzj8iTKU5++XiS4ush1Pd3uBx5xZK3XKqI9B6ddX27ZL7eJ3X9+XNhe4uc4/M8k4hoGXTgBgKMTX9vCwQ2mkpgEwa0DgK7OQLJYot6xjH7ewY8aXElIkhLi3Fku95pp5TayFKVRJ3Emh/p0/f2ljYbpbsgYdACuClSVKHH386atnzOtJ36u+QjSeBK087yB/l38sebHsEwDhnMsk8OvHuw2bGsXsPGvC19ZiZXeZdtxFhuPk3KPJLdvi3nIr5cH7QNkOD9nbILAShCXV73D5k+1n+D/ANn/ACbYp55toPNXmC6uZJpJbiN7LKEzF8mm1svFKuJcXS3Fw+SV7yQxsUbWsodNdXToTrdpRoGhhcGjSgL1wc57syTg35WNAxIqzvKHyLuKHoOReWPkvlrDsEyXkXPmnO4lpbR3SkPOt2y8wnpbqD8UjclIUa69d12z/Hn/AB72WcS7f5N8tCcMJDzYQuDQqFBJrU9U50OcyeRqO1hpciF7yTxxBcicapi/5DPyKSq5ZFyLml8eJqpy9Zpmt+luspCStJeu1/nLoae1CToPbq7Wfk7yTtEPg7Vs2w2tr/TFttk0H2QY+s1oWrEQRgk4444jIqV92Ve60Y9jdymFMjN3JMYx0uKtdyn5HOhNSN3dS4bTLuD9selpQKDuN0oT8tT0d2zy35ZjuxeQWu0x3TW4ObY2zXsJOYc2EOB4ZpUa4j0sDXW7XY4BBj7Qidc66peDYVJmOShf7HCdZaUiG2xi4iJK9wCHFhltLDaQkkkIqD6jXq1SyTyFXbhI0AIAr0+KJ2YU7G98TNEcAQ54t9PXUdmYjYI0WS9fciwi/WtxIjpL0CZa7rZ3XRsZmWqexETIZeafKVFxLiFoI3JUFAdV3cDesgcLi9jubRwQxv1OaQeDo3gse3+prgQQoINPahK4BsT2uHYWkcivOmOJ/lr8qcMwXAsC5z4o4D8nMQxe3WKwYZe+TrDkmLcjwbPZIKLVaYErkTGpzknIJLlqZDAnzG+87RKl7la9fN77j/4Afbze96uN/wDKm8755XnvZHyGC38G5sg+Rxc4RRzBskEReVELJSxowYGgACx2G7SvY22kLJY4gg8RmpycO8C0kNCNBKnDPGi08c/5BeMvKrknEcZ//JYe4Dyngm1ZrzFdLxZ+R3ss45exprHGos+3qsstiJNhXS5yYzSWntiqoCt/yKa+Hv8AIP8Axd81/Yryk/cJfMVrvO377d2+3MYLSSC7MzpRJG5zi+SMtjapdpeCVGYGB+xnZcSoyNsckYc7uuJCJiEIGZ7ffTD/AAhvt4unA0y/vubb/n3LmY8rXeQ/q+7/ALqltSIiHVCjqizFipba3ejYAFB15F+8sjLHz43aLAfs7bYWlqwj5QLZhDk7XkuKcSeJok3UI9TsnKSua02LGLTLg3h6cEiWLyYc5httSVDtGM1vQ4ysHY6VKKamvp+PRKFszLlswAeJEdhiqgKMePAcjTRQ41d77oPdc3ECMW9woQP0UVKFgU2loe+lKddQY8FviA4MQ+wZer8K0CcOSVPrzdF4Lw27dgg2uRlGQC+SJC2iHp7VzRCi26WoEhYEm3W9tLZUEktAH0Neuj+fPMm52f2121k7nNLWBrA7A+C+R0jEGYDtTnBUUFcjUVjQx7yABqcpPVEx9gqCco5Eiz2bEs+TGlTYVoddt18gwAt6a7jd+ajxn3I7KQpciRCkqD+hBokhNVUHXGPN+4fRxbb5qjxt7Zz4p2qcbaZoD+BxY7vKUaDxGYmwuEgML17zcO0fnlWl5/MbhuFnz45dxjC7ljyWTiXEt1yN/GH4UyPDzJ7EHUZnDu7cJSlW/KmnkR3bhD/Tksuup7qErJHX3W/wQ2+4m/xS2Szmc8W/903aS0e4FJLCW68W2lhXF1tIHvdC9pLSFQlEHKPMLvpt/mklAc/TGoBCglgwKKhGAIzHELStrPh1rshuN/Utb0e3oU3DkyVvRHFy170iadykfcJQ0CraFAVqD6devLLaYLN7rskuawd0lQh4n1j8aDXF2640wgI4nHiP59alXHGLtsCZlGQFpuLKWi4uNTHFoYeaaWf2SEXwod1U19vuuipAjtELoF6l9osWguurtAHnUhyIB7jV6nE9BjnUHdryRBa2amUd0EZtX53JwIGA6kJlWUysfuTDSX5rjcp2Wq4O35yxzFwojDz6UUiRu2wt5FwkSEhISkhDiwAAKHqZflsgUuIJK69BIAJyGAVScBw4Vqxf4S6WdxoDQzU1Sf8AUVOIAOeYzqV4xyfznhmA5fxJjfK2WQeHZs7IXbphNntzZcau+Twre/mNjtFyXBVkeOW3LRDivZC3EmR4s0tNqdFSoKCHZbN+5nc5WNkkhCA6HEh4ALSmWtmYcQdINGhusotGWrDodK5VJaAGkoSvXEBrcTjVUf7yyyNiknAf32dGw1x2VIawiRdrd+0OPS3HbvcoYhWGDdMxl43NusdUx/HTJbscm4VcdhrfUpZZMNqL07h4DRfHEOJxUAjVoaXK5FAJAcndXhUk3knhi3a9/hf6QclGGp2kJyK5Y5Vh38yyjHsOlYhZctyOLaswmNzsnTLt78KRJfusu3sT2Mdauki1XjEod3jIbRc029cVu5oaQmY29sSnqJdxWzCJi0OvH4OkfGdQBIVrGvc0N/4tKj9Kcct7q7fMe8W2wUBjHtIIAOL3tDiceC4daHnK5qm4k+NDjtwfu5EKKhtASlKGFGTLaYQ0lIS2yyl1CUooEpbSKDqsbg4ubI1uBcfiSfx9lE7UAOYJCrWg49Qg96V7+OYbMBu8y2ik/axVrWHECr75KNyyUkJOxwjaKCvTuyxCDxZR+hntpm+ldIWBwzcPVnwrG35S5qZkdtsreukm02R2S8skRWrnOjRl9nahQWt0OqFB7p9NOo12HTalXVIWtUnLUQPxpy3cGSAkftsDnIP9IJ/CptAUpy85vJZJcZjWmwWtFNoCRdn73f3UKWFAFXZeYChUqIIr6jotbu0zXMgILGRRtw/1l8iH1aagTEOjt2Hi97v/AAhjB6gQap2TfMlt7d0udpuD0Jlc27Ro0RUOLLtL8e0wof3gdtr7QipkGfLSFOkF3boD1Vp7u9iD7iBxbGXODQgc0hjQqtyXURjnyo3HbW8zmwTgOdpaSVLXAucUxGKIMvbTMv4qcfyLmDzv8fsXlWXEmrXb5D+e3mTabM9GnhrG7WkwUAuuLhMREzJo7aW2kgEkpO5XXDP8jvN+47J9or4QRwNuL98NtqaNJDZFdIhXLSwgADiTRHbrC0iNzeMfcOnihLGte4FmqV4ZqRFXE4k5Vvr8oXH9vgOMoJDcVhLKAKJIShARX8PT8OvjJ5yvHR94n5WqepOfvNFGsHdhXIJQQ2qyLzTObbawkuNSJba31gkqTHaUVu190pUgUr9f69eeoLB3mHzHFZsxD5B7OPZh76IMDYWEuOCY+r+NGXc1ti9W+zxwlLFsYQ0ltFKBzaEpIA9kpG3Trv1yB9dFYx/7cLQPX6YVCaf2i8nvOIH4lKnV0UpizBoD5OBIqmqtPUEkfWvr69WmVpt7If1EUtzy5galRjMfuIeDs26Ge1KuJRHAqQf11BJBHr8gTXqVcE2+ysgGDpBl203pLkacsTWu9/MZ4fWK4cf27PsPgNxMtgNOPTEsNgOSu6j9ZtQQB+mVg7Qffr0f/jZ93bzyB5ob5a3edx8rXzWte0klrH/peFKBzTyAUUMltWPOg45lpJXSeA7HceVasuL44m2yHxKQ63dEPFEpt7R1t1JUlYU0dQtNNaf06+rG1iB4E9s8SQvaC14Kte04hwPpyoDfeKAYzg4cPw9M86mlrUUz7ghRBQlkVHuNpNage1TX0r7dWG0xlc08qGShI2g5gJUfS8DKkMqSS2ruIVUDYdxIIKRQ0KfQevQ4/MQ7IkipQaQwPGIQdPXVK36H+3z5VvV82JRLrS6DaBU7EBajQBJ16A3cPhyOj/ScR2fwolG7vNc1dR9vYeGNT3x85myDhHOYF+s0x5EduW0i5QUqX2Z8VCwVFLW7Z32tSk0/DrnHn3yLtHn/AGGTZdza0T6T4Mh/Q88Cf6HZO5Z50UE0cbdM3+w7A8dJ5jl16Vs0xfNC0zPHu58ot3tkotVmYcfcEirgckSIsFKVa1D4kS0op67yBSnXzFn+y+8wfciHyS63P1U9y5oYhQaQ5xC/0aW6g9U0qVqW0vOqEoHgAjHulp/UP9I+FVgErBIXXQkAGgVXcaED2UT61PXnMlpxbRuPSCQ/jzq9uJsjVbbjHZKjtLiBqo0oD+QJJ2/L69UDzdt3jwmZvzNx/jWlDArlQH+Ap1HCmQIvmMfZuuBwhkIIOiqKRT0Ffiaiv9Oh2xT+Lbm2eVcQnrAqDK5Xax0ofOX8aFrmXa5BIADS2mgPj8iVKJ0qKmtf79RGwNF4GkFMV9VOy4Rq35eXAUM9ogvxbNkGQpb2F8tw2VgGoQ3Va6ECu46gEetNenbi4EkjWcD09SenbTJUvDDk0VIcIyFcxvtLc3AkrWXKhW0alKa67gBp+P1r1HmbLA5uQac+XOtn5iOFVd5BSjbsQv05lexRiuAlNRRKkqSVAGhptUAfx19qdWzye03G5wN4iQBfx/KlNRrXP5Vp6c6TJl/5TymU67v2ziw3uUVH4qUSUmpoCfT69fdf7I7Yzbvttt7GBHShzz1UoF6oKi7mQ2cMAyjafaFXtqsYgdjBxBBUk6bU+pBNRuJ9Bu0P166wWuA/ChQAJVAiZ/l059ar/JY60yFvtICe3QoTodo0qNoG1SSff2PQGdRK7lhRWzcPD0uz+FGn4I5ALfmm3fQKkoP5qAmgTuXqCACdPrTryZ/kztxuds8UBVi9APZ6qflYNGsqi/Ahacbn90+7kxHfUKQ2o19QNg1ND8ASPw68H+XrTwY3s5E1JjLWtQZqfVRA+Jl8MHLYrqV7CVJaFTuT+clIWaqCqEaChr6dAPPEOm0cgV6gj8fbUKcNLxy/KnF3qa1KtzL1al1lJJqfUoGp+o10/r1xpsbRIOKHnW2qcxhVJS1iJI7qT6bin8xIQrRRVX8o3EaamvRSEkuxypK6mpxrFyMilKKw0pW5AVoKqSkjQgAU3bzp9B0XikBxPp0600gyxrExbjcnlKDoUACSK79uwn5CtQSrX+gHp0tQOlKKBCFWvm4lxpsKUaFewblCu0ncd2nrU+g+mvT0Jxzw507E79JryWyWUyg8lSv8idoUQQKHcSKGuntqPTopACSH+nQ06VSiV44vIblRy4uql9tOhJBFfy66JKgaEkgDqWGsjKnpSXvKAkKBRgSZXetaFIB1bGqSCKhPqQK009vTpUr1Z66nDPGopbn191ba1UTUfIE7QCdqRUk1p/8Af6jCQKRwWtECs7GeajyUqToQKEVJ266aV13E1rTrQLWvUVvFKurH5aXGEUPySEkfIenvQfX1qerLYSh7E41qrNgSUlsAqAKaaV9j9CfX/wBvVmtpm6EJ7wrY61P8fuKUuttpP5viQVGlK/IE+xp79WXZL4W900jEEoew503JGXgofVX3yJyXaOPrQJDmP3+9z5CVohs2TGbtkLin0tlWxTdqiSnW0KoNzhASn3PXtfyV5oiutjjtQS64iYiuwBTD0NS9utXSsLiDpbyUnHJAPwpeOdeY3kFco0mzca8IZjEeeYlJi33O5tv4wxt2YkFthpQuEqbmd0i/cKAUiDFQpYFKgkdWqTfbaOMtkuWF6fLEr3dcAE99E2bZcSOBZC8M5uRgCc1x/KlvcueGvkJ5KRLm95m8+2HDOLWftsiNitU6TiWCxZiFpVOlsYz92MtzWe1CLaGpV4cQlCkkJQAdQdxuH1rTDbxOaHZmYo9w4I0Y+riMKIstGW6Ome0sAyYCg4/NgPXXq8X8M4ws+b3vHfG9uazwXxXHtV9zHkLJo8SO7yBlbRkP4va7lcGkph27F7Sq3yLvKQkiNAgxFPPVWU9ObbCGF7y9Y4RmcGtCKeiAYlKh3l+JtLYjmuAKqMlKIi4+wnIUujDPJKV5CebVvhJnTHfF3w7uHJPmxyBkE1LtuTzxytx3ap8rDM8lxnUIWxxfZMtu8CFjkQjuTJbinlpU64O1atuntL3Z37pYOEk0/wD08Zb+jWdDmEcJHI50gKFrUPdAxCPcz6hkcoBga4ynUMzGNQfjwa7S1nArxLsBD8s+S8v478aHeSnVttch8o3ax27EoiorcdNryfM7bds3yTIWI61oc7+KWC69xmgcJuE1txe4thPRjy3aubvszbUDTA0g/wDCoYnUEg4L8oTjUG4lDraOOdVfmeWBJPvAXmVpKVgutthwmIM63NIdVIF7RInIVPZtkhppK5zwW4TIeRNSymqnwopcSVbSdT1VGkI8d53PH07aChrgEbkDhw9Xuqv51sstwflSXmnJIkSHZK5UZ9TLq3HXFOFxxSt7S/mTX3A09x02+3gLQCCvMUsTStdnmTnXyjGhdZLjrl1de7YaU4qTSC8tpO1vtSZLQfYQllqiUqLe7YPc9IZaukPzZer3/wAKdEoBUjMdtZQYDl/bSIc3GoMHvKWxDbvTy1FwAp+6lOuMB2S443olagmidAAOmnWV0EDXMDe33mlC4t3fMx5I/wBPuFZuy4flUa8W1KMpsLUt99tkma4p2yNNuD5pu33UZ5h6IAfkCkpBAPTb7eRvce9riRwX48PVSvGjA1tYWp7cOhw9tPP/AIs75eIV8gSGWIESDZbldMdirsTUdi2zdsztGY0qKGUzVNplLUlaQGkldACevNX3dt3Wt0biIrKWsRxVQoILeeQCcetXry7cGS2bC5A3W7BEUZheoJrbA41zduBfrzlMWYj7C2Jgtcl25pai9AhqfZg2rNmkoClSbSmWgMzlJFY5otVEhR6pPkzfptr3F+5xvLrUReHcsX5o3fqT/ScQeBXIGiu42P1tt4IA8XUrDycPzyrB+XmLSbAuJksxy4s229TFP2mQ5EZXa5sqTHQtuJHnOsvx31btpShtYWrdVOnXtLyHucN7ZtgiLHTxMILQe8GfpfpHAtTHEc65Hvgez9tMSezEZj20OeHP3OY7FauNwXKkKbKO84dimWGUBJhsgfIBpJUEUA2qqadXacsd8uDV9DVaswBcjUBh8R6eyjCuHFmQZPxKbNZchukOaqzFUKa28fuGGXaJcbB2qUVK1FSK61FOoty2PQQ7INq6bPvMcN9HJIwFuoKpwVTQLYPxffsKyOZhc29SJV8cRO7d1kOqXNIlvHtF5xyikrQDQVHt6dSmjRt7GKXAcTn09lCt43GG88xvuBGGM7rS1vy4ZkccRnxzr6k/xu+T2WZPIzWxeRGb2W3OR0Kh21iaS1DcQTsCVJaBUwUL2ls1Hv1z652++feGdt5I1hGAIB/DI16F2z7j+XLPY4tuFhDIQhJAHLrxwzzqu0cK828V549beUOUb9yFLhuREtquzyER5DTwd7aosbYkIQ0Wtigkq1APv1Z9gs7q3WSScysI44fCqB9w/OGwb3YstrC1ZbztUkgYgcl7cTRS5Fi+a41xGzcf3qU2wxarzLlMh1KkJM379SQhVKENh5ISqpOnp0bhkaLkMJUgLVLt3xXO2ODWAABE7ePrzPbRmfx02xmLiOUZDIqtT1txzHGZRATtfW0q8SiFj8zo/Tqn3HXiz/NTfI4tr2HYHOTxp57ohUI0NETCna5yVB2GANvbp6YNDWdMSXH2ACq/8rp68QzFrL4p7DuOXq05Q08EBNTBlIedSquq0uIaUFn1G7r4e/cC1fZ+fxd2jR4j3tLeALlVp7dTQvsOFXGF627mu4BfzoyLncrZnGFS12+YzKjZVj6J8BbFOyWrpEbktdt41RRIc2k6fLrsP1MG57X4jSHMnh1Zf1BSD1BUdoqBIC5rg3MjA/xrWk5a8p3PGBXljgGdYbNv+N8o8f5jx0xhMx8xol2zLKoDtvwe+plgns262uyXJkxSKOmOyQn5EU6H/jb9l95+6Pn3Yti2WVsTYbyK5vZTiLezsZ2XEr3jN0jXNZHAFR0kwGRoTvFwba1lmajg6MsAJ/U8ICOw948wK1x75en7LAlWllx+XJiiKxJnNtKrdJcaCzBa2klRYjshsBtmtPfU9fowfeJFJM1pDnuc4Nz+YkgE8wvTHGqJbRapGlcAB2fzNZOOm9rskGCZzybnLMZtUCMgqXtSjenuU/VSlAOp9K/XXokxs30rIySJiigU8rNaloJU4rn0q+OMcz5h4QyCy5rwnn2acc8jRLfcLcjKMNcgNXJNvujCEXizTYt+al2a8WK5IaQHo8uHJjrU2haUdxCFAkIiyAwEB4eEcC0OB4jA8jkRiOBofLHDcTapMmFWo4gtORQjmMEy5jKsXbs68isUza+8iWHkrIp/I2cpurOd5DmJsOSzc+gX5yLcLvb+RoHIFvySw5va5c6DHfRGucKS1GejMrZQyW0bY00O4SReECJGlO65oaAmSIhGkYDSnLImnRDYGMMLA1jQQEKouaKpOr9RcqkA5gET3i7l/wAk+MMzzHlSHl2L3jL+R4EaNyFI5dvUPL8czZqzzId4x3/dNpDtulynsIu9ujybEi2PwP2VbCGYvbjFUdTjdvvpYtVyyNOHfA089JAHAlpGKglVONIndZNYI4i9gbyXHIgFV1YhrhxDmtTJKG/yl5OyHI7HyJyzyVyFY8s5P5JeYtlwutqTBZZdl/syMfsuNWCzWyJbrbj2PWy1NKEODb4kO12+GylttG4lSq15n8DbdjluGvha95EbQwkhSEDQpLlPecSeuNTtqjdLcsja2QgSaiXDE4KSSgCZZYZADAUNfC7ltvGBWDG7uy1LjQcrutuhtSBVmNNZt6L3ZPQ1PyZeKKCgNQeq95c8G52aKznAfGy4e0A8CAHN/FKK3vcvJJclaCfZn6qu2SqFa7Y67FTH+/mJDZeSjatG1Sm1JacO5spWakbdunVlcYoIVaG6jngienSobXOe/H5Uw/OgYye5OXbkNqcXVOOMvNQ0dwjY20yiVsSgpACUBNSo+6jXrk97cuvN5EhKlQD0AVB7ONWeFnh7eQcWp+NEa5cW7fYuOb/uUlpjKcbckPKKS442iA1CnOObqoShliYoitQEgk9XvXHFY2lwcvFjXr3UJ9QNBCzXNLEMzE7LtUevCrFnwbbcpVyOMXjGLxFiCbFqq8tBS2xIolAZUhCVRUv/AJFpCtwNepksLJZHC0dE9gBGLs8eXELkeNMQ91gEmoOwPuqHfs2SodRvsTKG0LC1FN4gobT2/wAvcdlOxt6VkVFD6evQt8F40geEE6OHvVKkh7eZWp5YmFssOOLx5QlTKjutzrfMbf8AkQt8Fh93eFKBSADqRUVGvRqxY5sSuiLXuOJVpXrgaH3IUh2rEZfl/GvVIlRY7DqpUKc22hSkoEyC8T20FKXNjsQOtHY4raNaajp10kbAS9rgOoP8aacHvIaoLuhA9x5VX86+51a1uTcescGW3DIcZLUaNdgtldFbXWlpcUy6EiikrQNpH16rV1d7nGXG2iY6NuSAFRy7edEoYoHnTISAeJwqxLNc5fJ2OzGsmtEhpmaz9uHrjEMcNXBKC40uCpSBv+xmBNCn0SaDqO+eTcLY+PG5oIRHDM9F5HI0wjrWY6JA/TkiZcl+FTXw0uBxOR5aS2nhHvt54xwvjKEFqKVtry7kGHEurrNKbdsGCpJ1BINOvAf+ZliNwj8kWUjC61t/MF7eycv+ksP2wR1e9fVVv2N5eZpCgHhjtxfl7vjWzp4wuyLbY4WK21SGHRb4NpgRtG0SEQWWxDdC1aB4kqKfUkL+Q0HXxJ+4Ec+4b2+8arpJpHPJXEPc4kheAwHRRhnR8kEEcOXpxpw/FzE224m5lOVyXYE6NEcjOx3KCWz9kkhDhT8tokJ2lJSPl69GvLhnO3Nvr5+mdo0pxVvFOChDhmajlGjHIfCr/wCDsJXyDOduN5RL/wBsw5bFzuIf3tLuy3AHbbZVFVFdqcgFcoCn/binqvr0L9svKw8z3Bu9wa87FbuY964eM896OHnpdi6VMfD7v663qUYZ1mvNJ1xvjzK5LLiEfaIsLrYCSGGi3HVGbbS22EBptHa2pCaJQkfQdEf8gC/+2PlGQ8EgcF0uaAAMgEQAYABKaa0PkLDkuPsxpJX8iXO/l7i3iBx5lvjdAkNcZXWPktl8nuR8UaTM5U43iqiQouFv2me843/5d8a5L91MbuuTxW1SokxDMR+TbIr/AN8nrn+CXlb7DfcvzY7ZPvmYbrco2Qnatvu5Ww7buF2HkyRXZdpbNK0eG+2sppGW90dbX+K5oicE8wf3eHbJX7MFDMJHBpfKxijvRtQlMUc9oLmhSBwOo5fsXudufxmRaL1bri9JbeFxjNTmIktUx19dwQ023MkIbu86SHnnVzoz70NxYX+u4slavvJc7ffWVzFG4CORkbY/CDWwiJrGpHEyEBjI2MZgxkbWxMaA1gAAFcitZ4ZIpS4OEZcoepfqU4uLwpxKKHd/mBVZQ4mc57mdqx2Y3dIFjhxFXZNtDDMmZcY4uCIqELt6Z8hp6Cm4OlC1GqVupVoUhXUGEblum5MtpQ6OzYzUiBXIUxCkEaii5LRGf6KwtXyyFrplRSSgwXNMMB7OprM82c4YvxsyzaYUO0ZDmDTaIluxaHLEu14oppAbeuuSzY6ki9ZAt2M2tiOlTUeO0VBQQaBTvmXzRZbFGGIya+I7sQPyJ+p6ZnIjIDEVrYtkudyLpHF0cGKyOahkBxDWj9LMSuZcUUngJlv5i5+zF56ZDyliywm3ErAj2iAxbI4YB7TUNRirlzEsE0CarI0KlEgdc+j8y+aN1JnifHEwcQ3uhOAJUuxxw9tW52w+XrBoikic93/GVJOJUAoF9XSplbuQfIUstQW+R7aB3HNvaxGyPpT3HUvLcJctwQne8lC1lVCsoTuqBTojbbr5qA8P6uMKTlCCpPHgO3sqFLt/l4P8T6eTV1kcOCJnyXsUpWHyZ/PHLf8AcZJyZk1zmSHVr/brJIi47HcdUG+67WzR2SFuhFCtSjUivv1l9NuZiDry9mdK7hHpjHaNAX1k07AbASllvaRtaG5vV+HLvH8KxFi4/gN3q23m6R5EmXCtk6/uyr1Pl3SZHkoTvt7qnJbzlX48poLTXStSRWlIMG0QCdl1O1z5WMc9Xuc9wP6SpJyIUUuXcpXQvt40bG6QMAaAAQnewGIBXGvdlCdpbcWt1x9DrDUmQ6mnfebjRmjIWElSW2CQVBOpJ/r07eF2rUpLggJPHAKelbhQnS3jknKp3b1MWSwSEtrZU7Jbj7lbSUv96S3tHyHz7aTUqUBtBHU6BLe1c1pGp4Hx/CoZaXzAuHdBrD3ORLkZFim1X20P/cKpEaIztDkl632+dM+5C/UkPRkpooU0qPSvUeXVJcQhuAMmQ4o0u/Cn2gNjkPExofWQPxNZu0rLNiy2e62rvXLJLo0ydidqoVgh2yxwC2EHalSHITo3U9Ca19ep0AAsLmTi+Zw9UYYwJ7Dj21GnAE0LQQQ2Jp9by55GPaKpy5TI8fGbRawtxc67vz2e0hsrSmFd8kW68+hYBUlbzUXadwBG0UrXqp3krWWEcIJ8V+sInB8ir7Bj7qMweIbt05b+y1rSq8WMyPrOFbIX/p1+N2so8mM55IdjJLWB8aRLOh1xB3sTL1dn5baN6hopu3wm06H8SB147/zG3hkXlvZdiYQJZbmW4IOehjBE0p0c449KL2OO1vJH+9ctHaI2l7gf+YhBW0PzZeHVCQ2hQNVrCvata6fgT18kPPV2+SWQN49amMafFBCotR/x7x1MV2+ZjMRURWFRYy1CnyV83VIJ0TrtSTr0I+2+1thuZ97uB/tNLWk83Yn3IFqVM5RoavX8Paan9hWu55LLmqWFbn1KTT1TU19ffTq+ba03N+ZieK+uo5JADCMQTVo3pZ/7OMkVCylNCQRUEAV1FBr1bL9xRkLeKVnZnX8yK3rkzbFF2hSY5Q4oeoSQBT8Qa/16n3sDnywQ8GgL6qw9M0paPndcYi7/AIrZ57CJVsnSkQpsZyvbdQr4rJ0IG2un0PQPd5XtuXuiOl4Qg8iMRTIiEjSM0aV9VId88v497xjUMcycR21cu3y4yZ13gQ29xWwU7wtLbaaNvRx+A3ga/Xr2j/in/k46zkZ5A8+TFu3uwtp3EERuJ+VxVdJOBXjlQy5so7hvcOm5BXijgMweR5UnLHoCyqat/eh9HcQ+hQKXA8hSg4lSCNyVJNQoGnp19RdvcFL1Ba5gIIIIIOIcDxBGOFVi7aAQ3LvIQmRyx9MagM5So9xkBKiAFFa1g/kBUQNRoa9D5F8QhpxLqkNKR6HYIPbUTzSJ9zAbmNfJ6KarUkAkop/mr/4k+n4dRryMyR6v1NH86es5f3PDd8rio5L6ZVSr8j5ty0EbwQTroKEVXQapKh7fXqvyAErwo4GNcCx+R9P51fNi5ZvFr4pzbDe85IsmTRrQsxFLOyBcLffrTdUvtj8vbkIglKtKBRB9+q9uXlnb9x8wbd5vY0M3Xb3SMc79UkUkEsIauSsdICCf0rypjVKYRA93fB7uGACoW89OlcPVWxHKAbcoRQioWSKJSVEn409Tpp18H4Tqavsq1qQcKz2MzzGuMZQOncSNo13FJptP4ken06HbrbiS2cDmlbaTmMQvtptfjNlY/SZW5/1Gm0JQVbtNwSFGqt1UgCnXLbOb6PcXsVACCO01GcxpeeBKj1VaXkU0iJjUi4qISy+tBX6bdqVUrroASf7norcNcLzW1S0tJCccKVG3XGI+XOqUtePxLlxI07GbQnuuPOlddyVCiglX1USDrT+3TPheIW6cCoPrFMElty4ALinqoZbLDk2W4P0WoIDykpqSa00GmlaGmo9+pUzBKRhkfQeqnC4FoUIUxqjvKvLv2njS7F5+pcadU4RtKnEpQpYKVVBSge5Hp10T7X7Z9Xv8bA3KQe9Ew5gmsboLw1xKHgApPJK1Hsluj0/Kr7OW5uE66S3ASQslsuroNNdyQPr7dfejynYf2ryxt23AYxWkYKcyFPtWhV5J4l1I/hqQdgwA9VeTetxK1bf8QAoqG4gk7d1AVhNdfeg6sDnE1FBTAgALh6cKiVza+4YkBQBUFa+qtoKSNK03DT0r+PQaduJ5rUyB3hgEDMVZvjDf02HPW2HF7C463Sp90r2ig/L+P9euD/e7azuHl8SsxDWuB+OfrqfMSYC0BX5j4H0406y73oTrZEkhQWlcZtRKVUHzbIVU+pVUf29+vnvZWBt7t8RCEOPuNKieXAcQQTRCeMNwX+7xHUKASiSCvYkAfmT6j5FSkpp6aGnVS+4MBjt3IFKDPrTL2hpTtp0QujTlhiKCwNrSKoFDX0CQo+oR6E/8OuFCHw3Fx4OpUZIQ9Eqtbm8p1QSioQa/L1qSaABZ1Cf/AG69TIWYr+lK2MsMuVddttzagkJTRSSQk7VKqVEkhSl+v9RQD+/TkkhjZpFNJ+puJ9PhUuTZW1R3FBI3oqUkbUpNB8iVD1Na/gTp0w24cne+VaSQRiarLJGHG0hsVSlA2gCqBtJrVVanQDU+o9K9FbWVUy9ONPRhoKH5kWo5b3QyQUJ3lJOm8AAEEmn/AOEr1/16PxPaQrQtKcUPWrtwi6q+5ZSa/nRUhQTUJIqpWoII9x79SHOXsNaJGXE0dlllfcWAag/on8tP0ztqkAHUnTTrFHhkdKnNAagVUqNtPhuWQTopRqAQD7etT8SR1DGDulbrJB79fduomiaGmqST/wDFqBr7+3ThUuwyrKtHGJ2w0KgtQp/+DQ02gAexJ9TXonZP8PPmErFXPlVtW6an4qcVtIroSFJ/t6AU6sttKAFca10qW2i4gS21JolvQaHUioNDX1JP+nRGzuRHctcvdrajhUizjC53IFjlxoGVTcacENa25ESOJaUvN/JCH4y5MRpTSqjcCsAoBHXWLbzXuWz2hubEtL2sJRylp5tKEAL/AFVJtbx1q8vjQ6xxyHVOdJA5Zx7yowrL79jl08jcTwC+W9LRkXJeEKtN2i2uSFPWt6yXmTDugOO3FCSCUSAkL/yqk9eqvtfNs3nnyszfLN11HLHIYbiPTjDO0BzmOLce80iRjkAcxwI40xfb9dCbwnOh1HEZtKcEVexFONVHxpwWzyJla08l+QszmTI7uzOiWy14/kRzObeZsxtCJEu8RIltt9ix21WsGrxdkqQ00krdUfyddUi2ewtYi+2Y5zmlS54AHtJLieAAoXLf3t04GdxAyaG97t5NHUnIY13eaOXWXj3xtyPhPgj7iyYDlDUzFLe7b20HJ+XcjnS4Q5czF2VEDUleORLVH/Y7Q0hCY7qnHHAlYUOuT/eK93Dy9sDLy1YlvdStgfpj7rXv+USJwcGkHniKlbXcW/ilj3F0fAkqTzPQAIGj10vLLuFchxziJ/GcYx9uBlvLCuPrZ5B3OE4PvbLxDitxcyGx8ZRHGk12Q5a/3G7MNhKnXiGySUVHO/szv0Hlvdbfyxvdw90l5LJLGwpobcuaGgOGYkezN5VHaWnqV3c/9MZFDp3AApgfDB1Bp6LieqcqB7+ae8xLblvFnEVuSyj/AGLh2O5veWm0FK4V5yiBFVGi/pHsoeRZ4kdlSB8kbClVKdeuvJsOuK7vwFikudLSCqiPA+1xoNcuLHMhfgRH/wCtD24AUnrjFpuSm7sXKCmay8khP3PbQpbkgdt4KmOKBaQEfMqqfTrqexwRztkZO0OavEfjwoNuD0kHhlG6Mxlnl7K8uV8azmjMuuFrdnGOO5ccdUvvyXGUiq3bYo7Ez0galIo6UioqNOkbpsEsTDc7YS9ozjPzDnpOTuzA9tatLqJw8O6wGKO9Mj1qoI+SP7VNhC2FFRaWhXqFNmhQ4hYSpK21VBSqlDpTqqx3L8lT0yojJbMOWfaammO3a7qRJlSn3PsiEsbHqKUsq+oqKrSKEU9gOpYdJJGS7FpqJIkLwAqjPs6VLP3J6RdbVj9pbWudI+3k3CcWlLatsZ5aqJAH6a5MtkfEroGxQn6dRQ1zzoaCcKlM0OAcTl+Hv5U0j+PvldzG1T23FtxkY5f49utNvS4ygxg7eAhtyc4kbpEl0uKkOrWNyjTSgA64J924C2VrS3VHLDI4niCxuCevBBwq3+Xoy5j360LXD1KVw5qOGdbFWE+USeG+RLHmM6O1dcXuExDF4TI7DkdzH86gMuPiVvOx63M3uM/DfZWlSdklOlT1518uXU1lc+MxofJ4TlbnqT5gnEEYpxC8avM1uJGmPgvDqAQQcMjx9tO8xLlDB7NhNnsF/sUHknxl5NhJbskG9x2r3/sRUxfbRj87vFclVjhvlTMWW2pMm3OJQnft2nq5XXmm82WC2fYXM1vYNlD7W4YT4tm8n/ZeRi+3Jy1KGqARpNV3cfLke7iUtaw7iwd9mTJgB87f6ZBzCKcsRQtc+eN//kvEuuY4RcHbvxbd40mdiV6kuiQjHpMhttMbHb7d6qDkltSglh51I7zYA3FyoPrPyL9xp/M8MVhvkUcPmHQCTGQY7lv/ANaADgc3taTpJKBMuRXeymwmc5pcGAnB2Y/0k8+pzGVCzyp55Yj4x8KXXN+QrnItllx27YZiFzmxbdNucxEvJlvoZVHt0FLst4VjuCoTpTX2663c+CISZzpbgF/LnUe3aYHRzSNJYccMVRTiOGRXsqGYVlGTZncp2f3hl+DMcYXIjsyg43Mi26X9vPtLkxpRqzKkQ5CFltfzbCqKoepKMELWt+REC0xdNa+5fIcJHFcOGaJ2fzq/538mlh4WsrkDIo811UVLMEuRozklvuLbqha1oBSgEa6nqq7vE2BhuNeiIZhFReZ5V0byvske6MZDK8CbSodgNSYEIUK+6hFsnO73klyuvOokt2dbWAFQozySwGyFlSf0DUpoKg1/N0X2K5E+3hoc12BUgIF4Z45VWfOuxjZ7wKupxA+bU3Iqe04cyOeNF3mz19uPD/2tydU20iwzFn2q8+XeyO3uoBR0Db6A+p6m6GCcu/UiL6qg7dIWWj2foLQUyxX20aHhvHGL+M1iuMlK0yshyu/T2CPzqj2xES0x1uq/xSlqMoj2FadfLz/N/wAwMf8Aca320El1jtluxo5OfqmkXl8zVojs7Ejlm/rnf/5UaPxqJeVFvj36wRboy07IcdalQ3WEBK0Ot9orJeSqqQxuGvuSaDXr5l/cy2F3FDucIf8AVMeE09uZ5AfGjkDi16FNJBWqz8POY2rrx5Iwm5SSLrxxeDY22VgIW9jkuQqTanw25td7LG5TIqNAkV6NbBuRht2wTklrg2RhVe6899pIwOl69gIqK5/hk6yEGQ6Vr0fzGWvPF+ZFyevnFuUYBxKxarJC475Huag5hnMNwmWz90vuT2i9NqFmiz4st39vatbrjU1hmMsuoq4CPsX/ANvXbftztf2/3O927etvuvuVul6+S9si9sd3t1nA7w7eARvLXyxTlLqSeIOjc50bVHh1SfMAvPrEdG5tmP8AbIBIcTi55KJ2Nza3A94kBL+R53gOBKlSstyCK6WZLj8ezwSxc7hcZLe9aPtbZbnnZEpDalbi7IeYabI9/Tr6HO3nZdri8XcJ4+7kxhD3E8BpYSSmfeLRxqJDazzkfTsKEIpwA9Z59FqIJ5x5Dvq20cb4FZ8Ttj8KNcoeRZ/cmbhLetsglv7xNjsoZZWtxYUpLbrju3SoPvEd5o3W+AbstnHBC5gcJLh6nSTmI481zALvVTrbG2geTcyuc4FNMYT/AMzuPYKxT1t5XyNbqck5cy6bHdcHet2GtRMQtW0nclhtyIhqWpCa+6grqLJH5jvQRc7jPpObYGNiZ2ApqPrNLDrJjljtmkDIvJcfXinurCv8TWx6SXm38iZUhtQkyJmYX2RJW4omrz0hU4qUs19APeh6iP2NT884QYl00hPaTqxpf1TzmGY8mNA6cKrq94Zjb842KLEfuNwc3JcuU66Xie5HQkVdW0mTNWBupoaA6dBrqwt5ZPpWa3SEpqc97kHEgF1SopnNaXuDUGQ0gKeWX8KiHI+G2Oyz8Fttstotbd2uizNcYU67IeP7dD7a1B9x3c7VSiKivyPt0N33brS1ktIrZmgSSnUVJJOkY4nPr6qmbfLJK2Z0p1I3DoFJSrvZxyPx/i1tk2xyYt9vkDBb885JWhSmC7ONkltqSgbEx1R7gRUetTUdWyOzj2iwYYtRIuYnlU4nQewI6hZd9XM7XgHRkYdAo+FZPJMjW5BuagtKW4r89x1Yc2Uaa3obAqCSmrZIpWpPUXcNylfG5pQMa53rHD2Yn10uC3GsNTMInp6ChNsjzsq7QpDobW+4u4ylqQDuU0WHQ2lf0KKig+h6o9sdVw2Rya8T1RDn2cKMuURkBdOA/lRF5ky7/wCSGOOpcS2UWdc94JqFOuFIY7bfotC20N6gE69XbcWu/wDi9u5f/bBPwwoTbKdxcTzQfx7awtzssO8LejraKXm7DjP2L7RKHW0/aNLcCW0AN7S0Qqp+o9+h08TZyWf/AItiH1dKdCMdqOKONYC1Qcng/cN2jOMntSowcG0XB55pJ1O1EWaqQynft1oj5KGnUC3ivWEtt7qaJw5FR7HLUqR8IAMkTHdUQ+7pUnk5TyBYIbEhHIF4kSFxW6NTbXjMtG5aSFIWldoO5tR0TX8oPr1Ol3Hd7GIOF5I55H6mRn/73Kovh2s8imJunji78868LnIPJERUdTy8XvG2KiTskY+i3qQ0omjL0mySYKQpBNRUVqamvUd2+b0wfumCVyLjHoIHJWEerCtfSbdI5QJWYpg4FT2OBrPWbm+buLOQYpLjJ7neVLs14N0aae2bC+li6NomKOwfkRKAJ6ft/MxX/qoHNTMsfqA7A4KvYa0+zaF8JwI5EIfyqx7VzLiE2bDVdMpiWv5h2JJu4uUBpt8EFv76A5DkwohKk/JzuqSr13DqbJv+2Tga5mMcUA1amn1gggduoioQ2+5CmJhcBi5EPrBBX1JV58UW4T+ZMdk2NcGZYOTXLG9kTtqkNP29m74RcXr4+AY7jjDDdxEgPoSo0JSo9eQv8wLe2Z9v4fMkZaXW8lw1pahHiXMTYiiZKGqgzxPCjOwyvMs8JBaQxvRcV48l9tbJvFlqyS+vwl4HJjs5LZov7jDQ880yqQuF29io33FGXXVLbHwNCoemnXwh3GIuvHQ3DHPie4nulCOOGOYVRVrkBTA4kU1jj3JeTc5VhtwkYzLhuXJyBb5lvktgvz8jddFuMJiOSUSGZc8FfwBCWSpXok9AtrPmC48xW9hZRGVjrhscZTGZ7jpYAzPEnvADABzshTB191xz9P504TALNBxWzNY1HWhx62uE3GQ2rcmZdXQHLjIbJqSyZFUNDQJYbRSnX0Y8sbZZ7BtEOw27gTbhZHL/ALkzu9K8dC7Bo4Ma0BKUwklxPP4UP3lRZF5DxnnNt/V7szFZzza0+petshMs9slSBpFcXU6UpUGvXJfvBbvvdknYfmMJIXmx4d7NLiv51hdodqJwFAF4A5g3duMclgyZ/wB1KsuW3nH9zrYZblRnWe+0ksvkolRpMB51lxtW5C0BaFhQJT1wnytbWsDpbG5jaLeeJkjWuIcC5ASQvFpBIyIKEVmtHF4KSg8FBb2Hr0yxpQ/8snizw61w15M8n4VxLhmM53hOE/8AmfiOQYnj0XH41xVCymxRM2iXfFLauNiNyjqx6bJWltmEytqndRRRVX1z/i1/kN95Nk++nlr7c3vmrdLv7WbvuP0T7G/kF5bsEkMwiMDrlsk1u9s7YgDFMGuBDSxDVa3m0trhks00bBdqHCRv7bhiCXamaVOa6gV9lae+Z5fzDbY7lhsucmBYrgtpLkDG4lsxx0obcUzHH3VsjRriuLHMpW1KXqUUrcDU9faS63HzG2Fsdtc6IX5hjWsK5ZgKgXgRQe1sNpdIZZ7fxJQ04vcX9T3XKFKZ9mVQ2y8XxPu3ZN4lPX2S1Kd3MNFTVvdUgJKnHn10ky2d6yaAobVpT6dR7TYWmUzXTjNIqkYoU4knE9mRp643GRrBFCAyMtGPELy5HrnVyQ7W1tUXGm3O2wEMNMp7EMJO2iG0p2o2t6Ap09Pr1aYrZhHeGAGAGDfdyoS2fViFxKFc16rjiKyrcb7Nnc0yhSFFSXm0gMhDe2qFH8wWNx26e1Pr1IEXhMVowXHhhTT/ANyVD8wGfpxSq9npl5Jksa0REB1thpLslDRSG46G1iqlKISSFFNSPSnp6dCpWS3t2LeNqoMeQHP8alRlttEXlSVw5mrCnQI6E3VpKt6IOP0WptQU6T31y3CGXSotoeiOJSpKNVDbv006KzQhgdGFIZEi+sk+7gM+NQIXlxY9wQulOB7AMxyPP1VXWXvD7Ce4Uht2ZeJ21KFF09oP9tIBFE1S20Eg/UfToRfhYXLmXntzotZkeI1Tg1oU5cK7onflIEeZvQ8+Yqx3AkKbSAhSENlKghIUFAnQmoH06THqOD8yRSHjSdTcqkc6NGRkeIR21IcbjC/S5CQpwhIjWosOULaSoLS5NClBRKU0qTTTqTLG0Xdu0EEDWTnwan49lMtc76WVxwJ0ge1ePZn7q9ylfteHwA4tKXvsrjKkLCgr/wCsmz56n0IRtSlt1t4KqDqmn9OpGvwNsDf1Frif+Yucvrpsnxr0n9JIA590Ae5MapZa3PvcMYru+2ttilPtdwJHdYt8u5SC62RvLh+9SdxogEjTqmzvJfbsPBrF7Q1zsfbVgEbDHO4Zq4epQ0DoMK3Mv/Tk4ELP4/8ANHKbjBSrMM4ctcKStIS4qDjkBiAhG4eqA+45qDQkdfO//MTfGTeebbamEkWO2NByQOlJkI97VotDGYbK0tyB/tvlJ4rI9G4dGs9a03Pksi4TlsBRWFLAGpBKydAKVVVR009OvmN5plE05aqqezj+NToApzyHrx4/hVmux0YPxnAtKAESpbPekAGitzx7rqqaVqo0p6dXS0tDtPl2K2cniSd93RcU/CtvcHS6QMcv4mvNxcypTL0x4kqLiju9apJ01pT0poOiWwMQmU4Y0l7GtaU4FKs6Qlci8w07qoS4jT2rUGlP76n36sDmma9YwH9QpDW4axwNSW6uD79tYIqzHISNPZNaA/gB1Zb0pcr/AEtHwpIIcFpN/m5LduOX25yqiiLKZcKQfRTbnc3lOgO0DT2PVB3O4DpHv5uT3JW7Z2iRwOZBFFPwmxZc2wH9hyCKxPgz7YI60yEJWg9xAFRvT+YE6nTqu7NI3xHRZSBx0kZhDghqPJGC0vGYI9XWtaf+TTwLvXBmWXjk7ja3vP4feX5Mq5QoTai3FqS4p5pKQUgKSo706VppXr6k/wCLf+RP9ytIvt351mDL+EBlpcOIAcOEbycU4DgCeRoZeWn1LhI0LcgFR/UBxP8AqHDmMKRm6p+aXZh3hofJdVHb+mo0CQRuPvoQOvdZk0uOrB4Pp6cqD90t0n2V8peRJt76HNoBQtJBqU7DUUHrQD+/r0ov1Nx+WkaAH6gcCtD9eGFWy5vx16svlXaUBRFK1oBUAmh9uqvdNdbzmJ2IOVWCJxlha8JqFeJiWtEKdbyad4slHyGpQ+yooofVQSk+mn49NNmcI3Q/pP5g0t0ava8Jhn7K2q7qCiS8kn4oWUq0pVwEqptP1H16+A1n3omniR7qP8SnA18wnNqxqACQdgCto3EFKgfzbwqnv/Xrc7VHp6JSg5KOfx/zEw3Ie53ctp1sEKqkpTuSkqUrSqRUAfj1yLf7V9pubZ2D9snHr/GkTDAN/VgRR180LVmfFi4kVau/IQnadKgVoBVII+RP9uilrMx7WPcuDHY8aRG8NuCHHEOHZhWMxjGXbNxLbre9/wBT7QqoQdNNqdKncQv+1enCGsVzctQzpgo64dICC1SfetB3k8aTGubzIG35qHqEmqiEgFVPkEnWg1r1Nga1wIPAqKdAaGg5uxpZvntlarZgk6G692z9q6dgISUuKbUkgCgBqkfWuvXo7/Hny+3dPOVowj5p249AQfTrWMa4SgjMYnomPwrWvQ3HcfecKwvcpxShUaVWVilfU/KhPv19sWsa1gYMmtA9goA4q4k8zXpWAgVA3J0KVaGqNaAEaaKHoescDmAprAai7pq44gkkk6nQEJNdQDpUVp9D0GnHfKU8yUNbhgRWBsdxcxjL4FxTuQ2X0JcJFAAVep2mgICq9UnzPtLdz2e4syFehc3tGY9YWicEniMAcTpJQnt9MqcThGaM33EYag6FutxUgo+NAhKR+J3EpGnpr9evnzv+wybfvTwWowvz61otfBLoTugLn6eiUZnixOWu4JWPktC1FOoqaEBFACApeugPp1yT7kQtjiITBKS9XJnThLLdXJFoYQte9SUfEhNaJCQACSaEgVBHqD151epersQffzrA3SVrndDq6bSQtVAaBJrX/NKjUJSn0/8AD06fgcUJA7vx/lUjQ7w9fCphaglranbU0KTRBJIHyCgo6J2j2Pr03I8POJplRq61Mo6UrQtKjomvyAqgBwUCT9FBVCfbpDQtbKVWmWRKrcAQSdhSNlPgUq9ATWpJPyA9a9TLMgPTiDnTbgQ4OFVKw4GJRbdCTVSmx3QRtBO4Daip3UBNerNC8ABop4gHOrIxyUGZjIb3FBUgoUmtd9aVcQohQB9da0/DqcQrCmXotJBaB/po9cCkLlWQpKtOyakEEggfmJO7VXqPWg6abio4IamgkgHmaxsr9GasV0BINfQClSa+lDU/h9emvDCg8CKUvLnWUbcU6G3EnYQRVJoSpIFBUegSaaEV6dOSg4j30nIpwSp1ZH9hb21BT9Aa0pWhIGqgDqPp07E45it5VZkCYs7UqJoKJAJ2+2gP0FPQ+/RWC4ciGsUmpTbrid4TUpNddaVoQQCT9CPbTqdFcguwwNYnKrps93WxbFzG6u9loiVH3ACTCIUZtE0JU/FZq6gAVWhK0+tOr9ayuuNp0x6S8BEJRRkemWPXGmpA4PEgGAqqeXcQsvJFisl4uzFkcuWJznrK9dJXYdEnG3dk22uF5I7pZcbcS422okb0mg167h/i15uvPL3nt20X+k7Zu8JtXtDgQbiEF9lMi/MWF8DsyWkDIYC94sxd2vi4CSFyg/6TmnuPatDhkUHijBLPLx7GW4druOURnbbeLzGZgpzLIoE1e6djtsgtxkPY9jT6Vn7iSpTTjoFANSrr6Fus3XDvGEbdDcQE7req8T2VW/HZbgwl51nDPvHoBwHNc6pjNOFcItbkXNYsNJyGXHcx/E+02bo9AlPsJlMs49bSVwbNb4ENpLzhQApTtCogfFXNfNu2S+Z7ObZbcYljntaQCPGAIidimIdg0ZAlcUqw2OixLLx3zKg7EU9BhxoY/GjBpt5ybkKyXsszGccnsOP3WaoOLn3K9TJH7wtCnEBD7SLbG2qFKo3HX5Dr56bPFeXXmw3cgLLm2DoiS7FsjXkSgnIuZpcpHMEVZmRi4kBBCEKV5Z/Ctaz+UTEcrtvlXnl6ziO5NRnV1fveN3RDZDCMejOiFb8VbZH6LU+ytpSooA+ba0rpQ9fRj/HHzjsfnzyVI+w0i/2u6dbXMJIL2uUmOZBmydneaTk4OacRVc3qV7bokYF5JBXhkB+J7aXx/taGlC3orDscMuhanFNIadUyUAIU+y2FNgoWaEJ9j16PjsmMV8bUPXAp1AoE+4c7CQ/zrEy7pNt6mA1BWl5jYWHm1KSobVVL69pSQoD0A1HTzpA0I0Kaba4OJU4dteDIcGt3ICU3UsQ7HkbzSlNzpKG40a8hABSLw2xtKHVFPxkpG/8A/SAjXqt7ns8V67x4w2O7QlUwf/xJkeTx6wan215LCAwr4a8cU6jp0qlrgm5WIi13a2OWqYylxSY60qbCm0nYl1J/UQtmQ5QBxKlJVXSnVWk8W3SCdmiQcOn8efGiTI4ZnGRrtTOfXtq3+MLE03Cfvc9+QZF+S8wrch4sOqUna24wpQGwsupAHuKdFrayYLJsxXxJB2BOGH40xI/VLpZh4eAT0zrLYbylP4wvgZvljuSAiYw5cfsHGYc5yVGdIi3NDpCWZAbaNVJVuDqNK165t5q8rHeowARHucGrQHhWODh3muzzzDhkaPbduBtR4iaoXIqfMCOI68E49KdthV9f5f8AF6ByBY1ycnQzaciw/JmLcorFukWOQ9MtU5KErL/3VxtslpSW6CjkUqCq0HXl642GXZ94utvLNF9A4ShozLXNU6RxAPHiDklXuPcGTOiuA7/p39w8A0nIHkoyXiKd7/Gny+5n/EcHAspkPSbNeLLcb1Ypch1zdbMisLTUDMMdUlxRW03dIwTOjmlEPINaj0rsu3xCQ7XKv087dTf+dqjqHfp5AtFHvFeYRdRhJGO0n1H8PeCacZw7l93x1q9cU51At15s0xppTUbIYjNzs+SWIqbXCvURl5tcOSptKkB9v4vMuAKpqD1I8nbxvvk+5fssuj6ZqvjLlRoX/chdmA4nvNaQQeFAt/2+1vWm+iarigcOHUEcuRpPP8wfE3H/ACtmXgJ4qWHGbFZHuf8AzKh3/MYuKPJgXC5cecOYlcctzKRLjloKcYVG7CGZC1KS0kqDY3Vr7G8n3u4bnauu7yWWW3McaasW6l1qDjh3EIRcQprme4/StZHakMbJ4rsBnoQRu5ZeKXLimk4GrIax275Plub2q3Q/sIV5EqKy8zEXDaTOdS0mLChFQT3zFjoRuUkq2tpFSk6ddZu5oY9vjdqBlTJRg3mUy6L6qqtgXP3XvYs1rkoJ5AcVoPPJzwWvv/k3lshWVyrtk9zZYj/aNqQl8XIkM29LC0oBSUyFhINDuGleh9u2HdRLbEnS+MgJzTD4Y1eJNzdtYbcsY3uvBAOAQcOgSqt8GPEXnLx8xZGQcnTbhNWHHG5bUpKW0pbdccMcI01PZWkitSqvt01sVs2whNk6QSStKEj1+7rzqD5t3Vm6xxXbYhHC/FoVemfXEhKZlzVdpFq47UytIaAiW5hWgKld8287EFe3RSSr19T0Yib4koYMyUHaSlBIGu8BxBzA4cMStH/isWRx349cE42Kl9vD7XPvBoAXJWQKfvS9x91kTkp11I06+KH+WvmT+6feDdbiMrAL57AOAbEGxMHTBhw6mjG3622EbmDvPGr2kkn3io9n6I94xCezIaSsS2XCyoKU06xqVtUdTuCdjoFaCp9OvK27xRXm36HBda8wRioHtxqc15BOvBw+FJcuWa3jhfnJu7sLfjwr8iOxcdrTrbE2Kp/sKeLShVSoT5BIV+Q69AtgtJJtn4+PbSPT9JLTmMcg4AkdQKcuR4oOldSD3DI1ffnzYsY8mf4++b7fIejz53HViVyFa0Fxt8xb5ijAvbLqRuU0pUiEy63X/kURX267b9h/MUnl370+Ud9tHaZGb5BbP7qa7e8d4EkZ5hXtPIlowUUDuz/0cgJOoNLv/Dj8FrSpttmiOIiOwrFBjCWgLkKEdlxzsXIJCFEqbUoNAuakUI9uv0GbZt8VpePgZCxp1lp7oXE6VP51X3Tue1XvJACjHlViX7Bbrh2ROwlJiFTKLPa5duYehuXG0OLiSpwYmwobrgjuvs0WoKorapIUkK+PV2m22SyuCxiEANbpCK1ASiDnUaKdkzQQpJCjNCF5n4V7IjLv3CFSnXI0dt0FwutqQlKR8EtNtHahxRUajb+UeoPT8cbw7W9QwJnh6gMqcxHbXjvbttt9wlpduCwwmO4KJIDal9tRC0g6hQ3e/r0xeGKKdwc5GJ+FYwl4BAQ1VWFWtN2yLvsSZklRTIBMSEp9xxLyFpQ2ntgqTWo1PpT16r2327Zr3U0uJxyBOeVSZi1kYJwCisdyljb9vyTiJ6cw6WpuUJitPPsusOOPN21lvsnunetveE0UPio12k9Mb/ZPjvNvMoOl06AkIpQLn09+VP2krmwTmNwKMxTFFP5GpLzC+1aIbFsS84tKbljCHwohW1z96t63ttEjapABNNSB9OifmIttofCBVHsX/wAYpiyIc4nhpKew/EVBOZGX8ci5JFLzKnnHpDCFNJWlSXXZb7W1alBKQ42kEEp+NPTqq7610EcrCQq/E/GiNiA94diASPYeFUXiAW9MQtZO9izXEpGm4pSyhtAoNe5QkV+h6rtk1xeHHgx35URn0MBa3NR7lJxomsxktxuD8bS4jbIk279ujh1A2tMtx+9LWgapJUt0Dd6/6dX3eXCLyrAD85YGjoEU0Btit/h8oJNQKxtpkymdz5S2bZYw4UqV3HGWIqUFLe1SSW9w3VPsOgNoNbgpw8NnuFPSlSnJzvefjXvkuwIS324y3n3FO/LeKpJTUbCrd8kAmo/E9OyGOEHQCXHnS2F8rg0nL8Kh9ykyrlcIkJhKe6t5llDLW8r7zqwlttG4moJVXWv/AA6DzyS3EzY2jvEgADmcKdAbGC52fE9KmmTWhqzFq1sOLenNMIFwccc3KfkKTudSmlNzbeoSaUJH16J7lattQLVhLpGgajzKYp0HCosEge8vOAJPqqEIKA28CCQB8h6VQkgU1+oP/s6rrwQCBU0jBONeR+E1PhFaYznaIebSspJZ1qkI3JTRK6moHqSOhMreJB0rS43lhGkpxXKjU8KIkWDzO4853WIdvxREl0iqI7EtwtRky5LCKJWtG3YpVN20068uf5cSyD7X29nCmubcmjT/AFBkTig640QsS0zHsz7SufbWyjxrMyGFbWJVmVJcmSTBktOQULUvahBLJU4g7GwB8tpI3A+nXxd8wttXXxjkOgMLhmhVcU4nlRfvFMCXN9lPv/jax7OMnwy4c2cmtKYtVsvV8x7iRiY2Gv3ByOPscyzZttWjkC3Swu2W5wUK5RlLbJCAT3f7O+RIdvk//SFuUgePCe2za4hGOcNM1wifM1n7TDmHvkAR7DTbAU1Hnhz9OR4imJwXExbpNld0tGaS+d6t3bSv4pSyFfHur20Nff8Ap12Rkn09y6XWWl/exxQHDurgpT29lZ3WgnrWE5Kg/uVlQpQ3MSO9bZgWQ4pEW6RXoylrGoWQVVJ9lU9Oq357hfdbWJxixyscpUgPaRjwOIx5HlWymA4UgPxsnHhzyU5Q4sut1LUWeu+yMSj3OSCwpqLJk5PaZEdLSEIVdpNskTYywCdimNta6deY9wZHaSW+6RMaC0IXpgMPDLTimBATAYk86jxklheeacyoNfHmEp3kXjvkfBcdlR5dyyTiTlxxlpDrIZ+1Rx/k65apI3b2Q7GjoRtUQ2XFA6kU6LeS93t9p+4fljd3u1W9r5k2yV2PBt9AD7AVwzoXdEyskOSxu4Lwz7f58K0STj8/M8oxW043a51wefszeRPWy3Myp8xq0We0M3S5SIsKIxJnSDFitKcd2NrKUpU4fglXX6Xby0fPuzbKFpc4SyFACSjXuJIAUnALguC8BVVgu4rWyku7hzWR4NDnEAK7AKSQApwz6Z1mbdMYftUNUZ9xTM9+7XGOs02SUM3J6O4phYQ2FgMtpUBQIJO5I2nojbPYbcaSdBLnDl8ydOH8KamAM5DgFaGtKZoi/H8qzlsEd1aVuqIiurQp2vwV221fNxQTuBoVUoPYn6dTrbQ4kn5CcfVTEwRrdKlzfx51gs/y5mGmFaLO2i43i6yFx4TLCf0kNhaGQSsJCXG1LCR8vSn16h71uAhEdvbo66kKADtT3n4VJ2+2bMHSPIbCz5l4Jjh1r1WO0R8UtzbdylR3r/cwt687Fh0x3kgrREDre5JUlNRVGiTX8en7CFlhAlw4G8kxfiqHgMPw41HnnfeTExMS1Zgzgo544/nX01JQ4q4BKVKMyPOKSve2hYZNliFalOIRIW0EFSUeqTSqvbrC5pL0C6gf/vRxx5pWPh7oQhAR2/rPZ+NQTIoc6e9YGIrLi2FmbMkP6JDqROfU48sUBUpKQElNaqp9dOg14yeR0LYwfDxc4/8AMf5dan2hZGJSU8RAAOmkfzWvTZ20zrrEf1KFLc27qgJUyaVdABJCwmm32BFB0qNofMBwJpuVxawsHzeiVMXnYP8AuR52W4uPBhYPfpTz7Da3XWGpslpl59DSVtqfkMpj1QgKSFbaEkdTf2jeEynTE23eSeQcQCU4kJgMMqiOErbMNjR0xuGAA4AkDJeAxxNRnNnjGxq7w9Eu2/HrUhJoCFkW1qGXAnQb3lICij2qTqeoW5nw7OVn6mwtHajQF9edS7RgkuGOaMHSk/8AmJqBPp7WTXlLfcbasdllOJShIKgWrPZ7WhK1KSTs3JWVCvp9D1XjGZdy8JgQNCf+VjB71oqxzmWIcfnef/vnO/IV+gd/EvxseH/46uE7Y7DEO5ZDj4ym5t9vYtUu/uOXZ1a6/IgJlAn19Ovjj/kR5lG+/cffdwidriN46Jh/0RHw2p0AZ+NWO4a1ty+JoRkLY4h/yMGrr8xdn1orrPaV5Jm0aIsKUwy993JKk1QluOrekH8VqI/r15IsbB28+YGWhxjD9TujW41IJDY9TcMPfwr28s3ZUu7s2yIAWYxTHG3UegGtdEpFPWnr1ct8mbNd+HF/tt7oHZUYOc1B+oYr28KnOFxER7UyANoCKlJNCpVNSf6V/wBejO1Rj6YJmBWKrVxxNSm2q7t0bpuVRVSfcACgCtNKAa9GLFpdeM7aWXpFpTr21lLwsdyQvQgNq1qANEmlBXQ9F7xySPdTGQUZkei0mby1lLVkiln5f9yEVVqNoKqa7aKSmooB6dc6vHF7ywZ6lX20tnelXimNEj4vTFLxS3pUa/pN0qNSEpHoCfb6dBrEaL/u8HkVvVmDz4cxlVscyYVY+QsTu2L5HDZlQbhFejpLqW1lhTiKBxO4FIKP9erQ2a4tZ23lo8x3kbla4YEEdajTRCUDEh4KgjmMa0sPPLxDvvBGbXifjbDz2IS5Lsp9MdsrREbceUDIbCAAGUJV8/p19Tf8avv5a+edqi8qeZZgzzJCwNic8geK1o+VeLuS9lC5oGSuMrGhswHebwKfqb8TxpehXFRBU3HISkICtyTVVAUlCqqrv3GtOvXznhrC39QzFDJGlFA41WWW28zIv3KUpW8x8gAf1E7abKCnxJOv9ehd7EJ2B4+dvtohYzOa8Nce45UB586rEurOxQR+qjcCKHRSk7SdtPVS6H+o6EEd4Ooj+nTW2dkLCkXeU0sFIDpA3D4kBZoorGhX9PcdfAbbZA6zY5uOHphyo8/5imS1jWxtU3qKg09TtrQ0KtCQAPT26lOKg8qTh6emVW3xzkC4Fzit7gAV7fdO9IIorcVDaCQaVHVQ8x2Hi27pBmB2p6vyrbhqacFIHrpt+C3Jm8YramFKU6FBBKVgr0VQfIGn9tBXqm7PJqhbE9dQcQV7fT8KgvUnxD+oVZmSxRGxmGEICW0RdoSmo2rBWCoVoNwpT+vRG6CNGn5V/Gtwp3jkQPjQK5rH33V2SlAIUSdE/IFKvao1/A+o6lWryGuDcwa3qc4KaQx/JvkAXbn4bLq295baIKylG1NKJI9F0Kvf69e9v8QdiF/5qgmlHcj72Ax7oBz4KfaFp6VwFvLK1dYaE9aA9tIjTGWw7vSa0/xAG2hqAsmtQoEmg6+qIaQ9eBNV8lRp4isp3CYxG4VI2JBFTtFSND9Kf1r0pxRqHM1qo64KkmhIqVDT8K0SoklLaq+nsehcrVXmppZjKKKwt1ipkxwTTuN/NtQO1dd1SNNVU/1p0IvIyWamfMPh1qTA7wn6Se5+NEpwRyW5CjizzHjuQQyrfuNQAQFCp/IBQHrzT9zfJ4dc/WwN/beNQT3jtBqdI0OZ4jCfFwDuzgQfcQelOX8RJokzUutlO1ZcBUnVJSoghYGuiaf168T/AHUtjGxzXLgAtNFVaBippv2Py1NxUDTaBUahQAUNVVJAJUKkVoQTT8evMhLQXNcun0/nThPfKnCpzaWkTHUqQrerWqVAnSoqSgAFa1Eafh+HStTWR6hm7AfH1Vj3aG4VYAtrzfaqjbtUkCldunuumiv6fX8Oob3Nai/zpliAl3GphDiUZ2/JJA/L6FW6oUaUBTqBXpgT6HuLcjToeoHKq+y5lLaVlA9vmQEgJUVGm0aAKSAaH/h1OsnGSUOGCemVKk0hgLFVKoyandILiQaBRUVbBUncEpVUetFelano9C8tcKS1y4E51nLHILEllVa71JKlVKgRu0JSSNgJ0/Ajo7bvBQ4FfT3U2Q5zSDzo8eMLlW1IO4gFrakCpJFPkT7HT16Q1yuw5mp2oRtCr8orqv8ALUiYtaFpQCSKmtCCdRQVTWh6YkcdaNVAKeGVey1T603uIFSkepXr60CTopJSNRpQ+vS3OcoIypLSF69vs91W/YktraUpJAUANKjStNwPuARr6DqXCNWWfStnDPKphbaFZQSpCwmlFHXQn8tNR66dS4h3k41oZ9a8sm8OQp4bINFKSABUA6n0qKDX/j1p0pjkVvOs4rRT8NPxrw4qM/qk9taFChUlwH1+m7TUU66z5DdBfOdbzjukBOiUmQnQo5ipLnHj7arnY8qt1qmyoDN+gltgMvOpat0lpUhUV1DKVircf7paUj07dE/4jqduXkaba77/AOR+WZpGbjbTRXMUeohokt5BK1oRMHd6Nf6XYqBWg4PYYZPkcCD2OCH8x1pF1xayewO3+yZpKmuZbaZ8uwTXktJS5LWJLzAH3LoUtEOW2jeNnyNfbr7DeXN2svNfl2x8z7ZjY39tHcNBzaXtBcwjg6N+phHNq8a5HeiS0vH27y5WlFOKjmvWrvtHLLrkVOAZTboNnu0W0NItV8gyVF2BGuERmIZzrUVp4GU8whtC3EgKdP5qEdDv/jQt7915aOcS7FzDjxJwdyBKgcOFGf762WBsFwA1ER49SKMcUzPGqu4/za3cX8uOWu5xbpe8azOTcLIclKY6REvkmxiMmbLhI7rzqZZACy4UuBaELTQAg/P37+Q2f2x+6jpruB7Nj3yB9yyRre5FKW+HcDSMXBsgDnIiax67x5X3GKS3D5CscatK/MQQjXJ68ePGhj/kv8SeOOTrWxNRllitefW+EL3i9nySZZbe9dsmRESmHDddW1IuLUfI2WfsytgBIUtG6gFehH2C86eVPtV5nHmPbd2ZJs1ykF/E57QZInuBbPpaVL7d/wC43BNOoEhahbpF4gMQcCV7pJxDsk7CMD7K1RL6LXid0k22fdLXLuQclh2JbpyJRjS21lL0JElTUZNwXBkJU04llpSQtBHtU/XOGT9g3jwlvpDtZIazS4AscXuOkNc0hzVOIIOVVhyEhvqxwKjDAVn8XwjKM+mR7dZMUTDcdaS8Z+T/AP6uWt1CgSXo8q6NImvEH/BthwU/CnXF/Ov+Qv2k8k2z5dyvxeXMbtJhsWfVv1cQXMLYmgczJ2CpcdjcOPeaW4ccPYM/dUPu+AZnj2Q2aRyViv8AsbFv/MXEMGvt++5YuVyet2QzHos+54fGecas7yYjSWVInuNqaSl47kbkFPVFi/yJ8secJht/kUR3G8TWE9xFqDy1hiarY52aWlkr3YeG3UVaUJDgaNQbZpiEjpNTFaulBgSh7x5Dsx7Ks7lbg/C+RIEb/wDJUtNqzHDYZ4P445S5X5ezScvMce8hXYuYXDJ8E4yl3OfAiwcHzRi1IkybmLM7YmXiwwxNjpdQh1my8z7ztoguvuXcOg3i5knfb2tvE6QOs/2dJndpKTRl/dha/W0FxLHua7QTtLfxo5ILJjA1qAuc5oIcS9o0o5NDk+dzcf1FuGqoU2lDEWfYci+8sV1t09y3RoU1CIz1mvlvkOw5EOemqe0x9ywpEhVQlpYKwrbp16J021zaeK550ujD43DEIQoOGbXDp2Y4VVXeJC8xhqEEtc04YqhB5EGoXzFbHYy3LTllv/ab5Y2W1SVlbS1GP2UKEsS0OOQ5UF1CjtebUpDgO5J6p4ubDe7Vl1ZPbKzU5rXsxKtOlzCDiHNOBaQCDwqexl5YXJt52Oa7BWuVMQocEzUZEYEcaOX+M/mS3cXXO98dZbdozHHfMBVEtkp6QHHMZyqGwsQro9DUpKFRJ6gE9k0UtYND8h1xX7x+Qt0k22D7h7EC7cNtwuIQuqW1BQSBMdcLiQ4DOFxP6KuHljdbaS8fsV6QLe6Tw38GTD9Lv9MgTTyeBwdWzv8AxrYB+y8d5pnEuEVwcQ5Ryu3WyC0wkC8MzMN+6uKWWlqLLsWWmWlwISolxbmz0164Vvxa+W03NEL2hAOvFeKKQvGugWTHtM1kPmUfDiOudGNwn5a4DkvGvFNqTfbKcsS/IxmzXK8SZCcfnY1KkSo2EpyW6Pt9vGMhLsZy1lqQoFqY0GHViqCRO777BFpsS1hvWPLSXlGFpCtQ8COeRXGpv9t8ZplY4/SOAOHzLxHUflVUZrkb/J38u9lu13wC63Kw+BH8etyu+UQIU61tTbBy35U5u3ZrfPeXLgzX57bGA2tQ3x0F1tCt6VhFQfQH2z3d0/lZjbrxLa6utxdEyJxJBbAxut4cEQF4QcDxVRXM952wDeiP2nwQW2rVk5rnlyNRD+iYElcEHKsrfMzlXHIMjy1LD8WLY20NRnU3KTdy2zJUh5LMR5/sGKpbSavNoZRVND66degwxlvYhpQq3UQAAqDjz7VNUVkDrjc/DYUeZNIKqnUdKUqr+QFV68z2ON77kIu2PouNtkxrLHYdR2ZFuTVCXk7AZDqnFbqCoFPSvUfYPMlnPJLtUjY452tJBae8cMV91dA8yfb28soLfcLV8skL0a8uPdBOShUxGJ4AoKbzyN5G2PP/ANjw3HYW+LcY7covtNKaSy40EAtLKkp2kFpQoda6dE9utTDO6ST5n5dnWqvv+1Ph2/xXIGQ5458Ag+PbUH8hkzLvEtOPMMPLN3yLC7QlLLJcJXc5cGAgJHoXCtwCh9TTqVFcttZHXUhAihJeScg1gLyT0RtasYY3bWZUOt0TvgQABz5czTLebLpjluZx/CH8vxy23GzXGPj8qC7drY5MjsY9BjxSmW2iUlUdxlthO9Hqlw7TqKdfBX7z7J5xuL+TzRuu17pBs99dzTsuX2lx4D4nyOe14mEegsIILSSAhzKU9BNaCJlnHNEZGANIDmlwLQAQUOBBz5GqsS9ImWae3HaYMEuqYRdbpcIcfvJbRVcmBbu8txxPoQSQaeg64fDPFcWjn27o3whUdrb/AOUAlakkO8QZaSmPZSavK3FMsl4/fcojszbrdMLN5vr7ykoS4cbnPIg3kRVIKUum3gNy2Gkp37ELJ6K+WBAN2bZ3Tkt7hzG6jkJAVYp5OcrCTlqpIfocWj5SvxTChj4y55csPGPKmAXx9Nxs+VcW57aDIW8p37pi8Yjc4kdxKV1Cih19K0L+nV3t9iubbzts+7bY0xyM3qxcWgJodHeRO7AiYhM+NRblo8OQKCwxOHUktNa9+HLLMSKO53Fw7LGQr/JVWEMIZdqmlKKBp/kFa9fpCjYBuk0zT8z3H2uX+VUl6sjaMjh8OP413TLbHtX2eTWgPi7p3GbFXJW5HvaHH1KcFwaUpbrclxfy72pK6KPUqSFtvpvLdfHGYXB4P9Q58VpTZD/tYAAphkMPxqSLyTju4tON5tm/+xQGDs/3LarkmMh5wfJEeZbI0xuUpCzRDiSmtK0HU513tszCdwuPp0A/3GlFPBWgg9tZ/wBSX6LeHWCcgcfYawYxvg+9zo8i/wDk7hUyC0yhbduhzk2lsNf4fuFwlMKf+4ShNVNoRuINBUnqE+z8u3ThJc7xaOiA+UPDcOpOPqReFYZdwjJDLOXUeh9w5VZ8Tlzxs4/tP7fjnI+HJfcZSFv2di53a5SC4ooWpMpu3Ihw3NitxqpSkjQCpr0Sh3zyftURitr61a52ZaS5x9Yag/CozrLer2UmWCVEyPdYPz6++hu5/wCUOOMvTxn/ALJvr99uuP5XLvt9LEcIt9stkaPBjwG1SHG2JUm5Syhx3aEdtlAoCST1UfNm87Pfmybtk4uLiKYvfp+VgCBqkgEudiURABRawsLyFs7bhuiJzEauZJKkpkAMBzNQnn+8PjKm4TdP2rJo8KZanjVBakykMdpCFE6kqXUH2VToX5puni9EYP8A08wBB6lExqVtUL3W+p3+4x5J9XP+FQvnPJp18yKfDkuIdUxM+0SWiAFIgpQ0VEJpVa3kqWokbio19OgHmi7fLdGF3z6sfUB/OplhCVJA7rVQcCTUdw9socubiqJDNleQk6hZccGrfxT8TtBoaevUfbxg9URrMPxp65fG1zWklVKnn2UTGQwxN46xuS6ttVrtWItJDKkbu7NnxVOLFfVXY2j6Gup6ve5Rm42WF5Q20duMObnD8KARDw7pzgUcSfYD6fCoBaHCgW9TSYySq12xve4EmqDEbG5xIoSQqvr6dArfANIQftt+FS9Li0quJTqudYW7zWI7qg2fuHVLIWlPxSpW7XaaUAVTX6DqHdSsaSBi5afha4Ekjunnz51nOLrWbjlbt5mISWrNCeeShaSpDUp8KQ28peo3MNhRT7V6meWrds+5/UyD9uFhd2OOAPqxNM7hIY7bQ0o95A6px9tea83AS77PcKw/ufVvUyFELSrVohSq6lCfT/wr1DvJxJdSOOJLjiMunupQhIHAIBh76+XLZDMWQ64FoUsN/qIBBWg0JQUGiVLB009OoUlvGWklVFYJnNxPy1IMbDKrbNRQboT6HWkpoEKQ2mlSKhBKSQa0rXppoGnsrc3zBP1BPb6eyiO8NiDyfdl/JxM1u221sEpC1d+4uTHUuA//ACFBFFa+vXij/LqYnyrYQAo1r7iY+prWAjrmg9dGrPuBz8j3R6e2toXw0xrLOUOXMJ4SsEhmHZ84u0xOWXiStpsYjieOQXr1l+Sx3XFt92TbrBFcTFZCh3JjzIAVUjr5YbZ5Kh86eY4rZ8ngEtV78MYsS/MEBwaHOBQklunNwoqHgdxQ1juJ6cUz/nW1HExo2xmz2Cz2sY/imLQ4FnsOPMbERrVZbPHRGsVs+BCQtuOnvyHAAXZC1uK+aj13Cfb90ZdttpGOg262LWMhXCOOMAQxqDwb35HZueS494mpAR3e4moxk0yZDXNvclLqI0YpjWqNHrvlONkJW4BQlKQs7lOKFKEDqpeYN2vYp5t5n1NtokZAxuby1AXe3EuIRCBSdOlqHjVZzs2yOVCfiSwew8g95skpU02D3E7F7dlaEfjXqlzedN6u4XWl2nhPzacCBngcqSWAnNaTL/Ith12wOZifknhgVDufHF0t18vzrB7IFkcnxkmZJKAUqiWm5uNuyVqBV9rMkEVCSOo2x2UO8y3Hl6ZNN3EfCCYmRMQw8XEBWgoC4NxFRnnRJp/rPsJ4/AVWNm8n+DMsu9wyrFS4/YblgGQYxbipTaA7kmTYzcYd8tktSlFS7pZrjdlsKUqm46lIBHVIdsO/eXd0gj3K1fFPa3EMmnN2iOZj2zKMC14aXsI4YcKFyO77mpkCO3A/HnlWljcJ16w7L4zdjvV0sM02GXh1zkWqY/bJsyzIiptt7sUx+I8y47arqmOUSW9wS83ooEGnX6gZHuM0d7C5wdLC14cCQdMjdaLmjg7HpnVJibDPZeFOxsjWPDgHAOAc091wBwVnA8DlXifx7Zdrfdv9wNWxpwxnUQXZC4dr7TgDFyLr78d5mHIRF2qY0S2+4kJWR69LdZPEsc/i6WkA6MQ1Dg5VCKny5AnOpDLrVG6IsLgCmoAF2agjLAHPkDgEr0yMgxK3x1w5+cY5HaSUOdr/AHOyu5EMtKdks9q0wpz7bzkhwJj0SlDgqSR1Lddbbbs8O5uoWcwZAHcyAGgleDcMczSTb3sztcEL3gqh0qCqZqQOp6pUNs2T8ZN3Nm6SHM1yF6L9un7HHsZmyJL23c+4qFdL9ItsC3R5Evthxa23FhKDsHy0FRX+xOuBcA3U72phHE4k4qdL36WtBKKTywzqZJabp4BjcIoVJ+d7U5DU1gcTgpQHM41nbnyXepryzZuMBFQ444hqVlGTsQgUrcb+arVjcaGGCIrIaWnvLP5iDVR6kz7xeySE2tgWtJP+9IGcv0xjkEOPvNNjb4I40luCURdDNRXH9UhIzK5clrust1zC6vLl5H+yqYjLNrSmE3dJD4lSJlvfRGiyrrLWyyxFodxQhQUgAVTXpy2m3CV2u9EQYO73daqS0oriiDigK9KTMbJjdFt4qkqV0jIEEkNGKrgpzPGslKuAZs1qbCe5MaZmoDje5FA7LlErAV8t43pJAG2or79PzSt8CNg+cA/E000OEry35VHwFY/H1KiyLLGV8Q6bklalEBQcO5QUU00KlJqD/bqPbIJYwcMTSpXOJLxiieuvfkLyOxmclbnfcYxCywI4QdiWzNvYj9x5LbfyUt6RQJVrT10I6XdhrRcynNtu0BObnp68TlWRAeLAxuDDO53sYuHLKsVyY4pqU5FCwmNNkRYSkoCjUomdhLR31KVBKxSn09uom+rrfGE0vcG+pUQ0rae81r8y0E+5cK5x7jzuZ8iu42wndKy+/wBkxhho61Tfc1XGcT8FEhxcdomh9B/Xqq399Ftltue6yODWW1pPIp4aA9wPtAqwWcYmks4iFBlaT1DWtcR7iK/SyxSxM4Bw9x7h0Jva1YMRssBCEjZ20xoLDKAUAUHwbFfp18GvOW5vuZprx6ulmlc4rhiXElfWtEonG4c6Yrqle55/5iXfilSXj6L9jbL5lcpG1TyVMRSRQ9lkrG4e3ycJp9QB1XPKNsbW3ut7mAD3dxi8hn78uypEpVGcMzyw4VRt1fNxyRtRqSt9S1a1/wAjqqvqPw9K9D3fuzLzK++msSNTudX3az2YDaaAApA0+g01rqa9W+3JZGgGFbAwqS2VkJeW6QTr6qqNa+n9idOj21taJTKVwrCFCV1ZA5tiSiPzbFqr9CQTt/oPf+vT1+79txGaGsOA6UmTyrX3L4log6OlST/kVBRUoVFdCk6/h1zqZ2mQk5J/GtWrv3C841efi/c0N2KCxUGiR+BUDqDQ/QEA9CmEx3JfzctbkAUoUQgp0orszI/ZpClABSW1KFD6AIUUlJA0pT10oOrE55OByNNS5DtpX+RcZ2PyAi5zid8YaeW0H27ep5CHXA52lhxLm8KUGHlAAV03a9NWW97h5e3KDd9rkfFdxStLS0oVaVC0xJGmlwKOUkfivOtUPys8fL9wFyJebLIhPtWFy4PGG52yGowU4VBorHxLa6gA/WnX2W+xn3k277r+V4XvenmWCJomacDIgQyN5lRiPXQ25jaAZYsCHd4HgTxHBDQkTXG1fAjdvNHQaBRAO1Yr/lQ+g1PXctQydjUOJshf3FIHsFVu7Z1NZBGikJ7Upbjo9SCptDj1aV+I2N9DnQlt01pPccp9goqJFjJ4j8/zrbk5bs71ryqeNuxAfUQinyqrcCSlICfavppX69fnn8tXLZbIMPz4+rHKrGFAVxXD2VVTe4KqaCtFmupUAkV3AGiUg/TWvVlciIOysGB61lYk8xJKXEFQ7StwKDT8UhOhBVr69Q5rfxoi0piK3gAAPZTQfHTN2Z1lS285vWz2O2a7ikj4qAClHUinqK9cofaSWW6PiRGEqPb6CokqRlS0aDgONHLeEpueIuOppvZO5JrUFDiAon/8Emvp6dGrqAthLnZs9tNNcArTxH40COasLQ5KKEap7qhUEqT+YqBJqSBX0+h6jQE6F60rVpQ8VrWY/kku6nb6qIVjZ97tQ3UCtToVJqqlaf6dfUf/AAq2pZJtxP6YCegJQe4ZU3LIltKoxVB6ypA/GlQRWErW0rcpQO6pFCkkGnpQmhB/ADr6GgKCFxoIjTI2RpzB7DhWQXHSptwJTVam1Ur7UqSBSgBB9NNOkObmDTjHOc0FwxSoc8Ql1aQofH1A+Sga7ikajUn8Oh0wQ+qpLCo6rWPkpSo1FQKrVrQJFRpU/h7f+zqA8ahWyOP6qwsW4SLJcGrhHcW2ErBXtqCpIPyJA0Ck0qa6UPVZ3nao9wtn2sg7pxaTwKfA5e+icD8A92IwX8afN/H9kX7zboUhTu91xCqhJBG0/EqJ9AU/8K9fNj/IDbDt95NbhqAH0FInbomAVVC+3KnU298tQEo1CigAFSqb1hIJJBAqr8B7deOntbrcDSQpeA3pVncU3BE28Bp1e5RUBXduKQDQqHxAJKQPwHTFyS2EHl+VZKC1y5j3UUc63tpS2psJAQ2Co0rQipoR6Go9aak9BnOBA1cMfXTLG6jjlX8o2lsV0O0nTaB8zrTX4pHqn+vTuCVtSzDh8KqXMPn3EpqoKUCoehKwf8iSKINKkjSnRay7rmjp7/40skOKcBVNKi7nVb1BKS4pJUQtIAJJ21FSsVHr/bosxyd3r2UsSNCEBSlfxtSW5DTewqbCkpKgUpCDUAaj13D6+v8AXotblzk4DjS+65uCJRhcWXNL0AIK/khIA9fTbQJUnSqTSgOhHUgs8J6k4enCnnPL2aWDvJj2CsxlTqt5WmjQKikndu0T+UpUAB+FP7dNcCetba4FzSvD2nlUZtd0VHfQlSypFa0FPWup9wAKaD/XrGHFDT+YxxojsMkKkNhSFHYpIKlbgAfTZuFa1p9adFbRqnVypqNSCuQXL8ulT1Mr7SWkJAPy+lSU6An6Cn/3upJaWzKe2nUxWsZl6F/aonsBRQKqKkACtNSafm1HWTQ6gHAJ1pGoKeQCr/Crn8b8pMy9fbhQWpDSUrAVqn5VrQ+pA/4ddA+30gbfljcXfh+XGmZHHUQELPQ+2jVy/M49htMqXKWlttDS61IBVp+UbtFevXaITdXsv0tmzVO7AAKScMsKTK5kbVce6aTDy6Id85Su2QtIpDv7UG4LKQl3cuO0rvtN+qEvNPR1BQGor669e7/8X7ieT7Vs2a8w3HatxureRh+ZjHvE8IcOGpkmC/0muY+aZG/3MyNydE04dFBTrVMQYEJeWXbILo839mxsUyhaWkOoYZjkpW4spFdwp8EHQaDXr0BJbaZC/iSAAPetBGyhzWgZELQ0cqBcaFDzFaDGeRlluyhlSNzbzsM3BMJ8AbqtoUGUKQkipbXr14c/zq8kt3z7Sw+a4sNy2S/QJ+q3vR4Tx00XDbd4OPzO9Vu8p3ThdSWjv9qSA+pzCoPsJHqqSfyOcw8B4pyRiTGR888VYjlULGsfuczHLvndni320CZDiXKNHvlojPyJtqkOxn0OJZkoadIKVhO0g9fNby55V897/Cb7yzsW7bntU0bW+Lb2kskalvfAkDdD9OIdpJAKg44VY5rmFknhyPHjIFxUjBQoC448cRQuSuWP4t7fhOc31zmnxTw/NeRUvXbML3YG418ze93yUwms1Mi22a9XOIt91IWtqF9shSiVKRuUT1fpPJH+TvmyCx2a52rznf2G2xtitLefx221vEw9yMNlkjiRowBk1uDQG6tIAEeO7t2udLG4BwIJIa4uJ5hGnDgRgOJ50DWE45D5p35P482y/cy2e1ZinETkGK2W4FlN8biNz02i4LurUKRa3DbZCH1LkhtotGoWaGjfmLZPNfkK9b5b+5EH9l3S4tPHbBO5uoxOcWiVoiL2uBc1zQGkuBBUCiPitumGSNXIMSAc8xmmfTA+2or/ACOM8X8KePLOH8kYzDvPNPJ2XWpEm5MzGZ0fAsSxhCLhMtmGQoqm407KbvcwIr90kKLTLYcKBtSCerf4dbZf+YPuo7eWTTw+T9htZJZQ3B91NMsUMb1XSxSZNHDQ3FSTTE3jPiFtEP3JHYqUADR7F5+6ki2zyAiY27Pk4njWb4aqZARaX5OLcgOWCdcbcy8H2ol2dt0RhMlDT4DjdCS2uikkEV6+pd/eeWNzYyPcdt+oiifrYJTHJoeAmsBzSA5CijPjSYrG9hdrguCxxbpJaXtVv9JIzFSK3N3HJcaRleKWhT8S4x34d0RdL1cbxdEyW5S3XHXnpJdQbih51wPkgBxLm5W469UXdvvB5f2vfJfLu5wT2cjGjS9x8QPbgWuAGksUYN06mpggNJFlMJAC5uriuA64nNfbWYhZhm+E3jj7JzIueN5fx1dLZkXHmQPw4V+i21+2XFF1tqm1LjTYMpMG4sBSYk5C0pSSANtAM26+8necbLcbTb5YpLS/DmXcYeYZHFzPDcS0ljmOczDxI/mRS5al67y3kgmJJkgP7ZHeDcdQavQ4gHLhUld5HxPMLk9dL1jURnI03GbJnzIOSuzbpfLvdLi7d0X9iR9qw6kW+U8oRInadWgHa44vaml58k7Pa+Wtrk2y6lkubJrwIxKWsZHFo0lgcSQWkDvgnScwApqLu10b6ds7GBkiHVp1Oc52pQTgqjJuZTMk1uAfx8+SeP8AJfhhwDxJxlg2b4Tl2M5NkkfnSVltmutqgZLlCJTNyueZ4rkF1iRnLzbMhssmO9JajNlqytNCKpQW6mvjz7z7fZ2HnSPZtguIJtldpmhFu9jxGwlDFLoLg2SN+puB0vbpLVxTq3keS6m2QXW7MezctTmvLg4B6HuvZqQ6SwNVpxYVXAgmufGbN43G/LvMuGZdiNjz3gLLcyetnJeMNdpidYGsivSzj/IuEXAtOSbNcbYqUlu6R1JUw6GwtYC0hfXKfuLuuy+TPNFpsPmuNptt1t3OjcAQR4fzBrx8j2/MGn5go7TOz7q3cLfTaSubdMk0tBRHuzTliMj0SjA/ibyqBnHN38mXN1tmXfN4vJnk9ZOIOOc+v4DV1m8MeNmDpw6xxyFrlNrsofuC0tstEqcdaDh0J67T48nl6Ly95RedXgbKJ5CShbLdyGYPcUVzixoUAnMAIKrLmxbhJuO8Nakj7zwhwDmwDQiYoCC3Hm3LCiCyTF8VtfK86ywpNwvcW9vy7rPlK+1as8eBPWlUZEKM0At19bxUHAr4s7NiR16o2S7u9z2KOe5jEMgYGaSupW4ElcmkIRzBU1ye60bdvHiWzzJ+4XKUTHIBMyMieCIlWNjXgj44SMoTyCrDbGvLUNtyGby5AYMuO6RuPbcoChSqUOtKf16ajijtZfqI44xPiA4DFOXrq8v80bhcQG3lc4xFoBGBUev41UHNXHdgxXK0LscFiMhlbPYbDSUVdW8krUkJAS3vUSoJ9RX8erjtT2y26uTWDVF3zcriR/guP7TmoQvDh6+dWlk2HMTceteRPxO5Ltb0C9qSFhpThtzK3Wy07/8ALW24hJSoUIUARrTqI3w5rp1q9DG92nEKMSneHEEEqOOVRZ7meDavEjc7S1ikKmCYp15UunlyJFn5wFfbtvKaaQwytwqfWXEOd59+VJKlyXpLspRUt1RKlk1JJ16u08s4Hg6neBoTQfkLUQN0HuaQMA3TpAwRK5kwxt7wAQnMYY8cuPE8zjXit1/zWwtuLGS3ExnStSYMpbE6JH2VUn7duVSSwhKUioSoqP09OvPXnv8Axm+wn3Emdd+Z/LFgzdH53Vjq2+6PbJa6GH/mictG7Le9ztm6Lad2gZNeNbfY5fiKrK/5pOvF9ZvF0ZuF4ZgFD19t9wvS7VbsjWXlptjcJtEZCYMCLDV2pkYl0zV1USn068g+e/8At3bO5st19svMEkBAJbbbnH4oxx0Nu7fS5VQNfJCS3Mk8bVbebHlwbewhSfmZy/4T+BpQ3llbL5xlZ7zkfHqZkrAJ1xuNpu8NttDs7BpM5S5YhQFsOKfuOAz2X1IiTFpbcjOpMd0EbFqpHl/7I+dvKvmC0j+5e2m3uYZonNu4ntuLK40Pa3WZmK1lwDpJZJo8Ud5o1A1ZIdyt7yLTbuCoSmTkTlniMPjSz8UlJC57UcsrS5BbSNiKjsB9SjVIqFFLY/sB19f7UD6h65oKqdw8uA/pWsxButvt6VJMCTPkb1UWaBtTKlKSpttxRNSk6AUrX06IRyxx4aC56ns7PVTrWuejg4NGfurB5Ils28IeihyDJQKRXlIcogkmpLlUhxB/MR6U9uoe4tHgAPasThkfThUhgIK8RxqqlcX4ZeApz7eTGfBKlphutKSQRu/TUtG9RUo+vp79Vv8Ase2XC4ODuiH2E1LjvLqD5SEVVqODiG1quUGImVcGmXJyG321lgrba7bjy1A9vcknt+utBr0PPl22MwjDpANQHDtWpjtzuPC1FDhnVg8RcY4m49kM2525d0ej3udBZE5W9hliBHiVSppnaFqU86oqUfWgHRzy95f21JJ5mOfJ4hGJwAAGCDNSahXt3cStZqKOA4evH2VheSlW/NM7xaypcjxrZjzzN7ucwkBm243j4M+5vuAUoFtRkMthOhddQkCp6ib9DDuW4QwNLRFE4PceDY4+84nphpHUin9ueLeF0o+VwRep5fGh4yy4Lut+my1thD0uVJnONgEll25SXJi2STU7mEuhH9uqHfSfUXTpHDEkn1uKn2ZUVtY3MGqMfMVPRMPTnUsxNomJe3aAoMFbdTVKv00LKlJUKeppQ19fr0SsYlY9wx7lQ74u1tVBivroi8okpt3EOOQApSn58VUhnQJEaNGt+xSn6f8AUU4pR0/A9XLcnfT+XYIv1PCjoAOPatCbVjn3zpDk1fWp/DnVWwxvREb7imym3wG1KJqs0jtkKQkeyj/w6rsbtQDcV0tqa7U1oJATWSOzrV+8B8H2DlnkCFjuX5RJwvDIEGVk2d5VbIkS4361YzALTbyMcg3A/t7uR3yW+3EhLlBUVhS1OvpUhG1U+12v6x5iLtOBJPEAZkczy4c6iXm5Ps2eIW6pFAaODnHgTmgGJTPADGrtzed4WxYtxwngTDuSsAyJ+EowuQst5gfz+Lfn4iXY8BjLcXuFitkC0MXp1ouzZFpVHXDO0MsuMk1etrjaNtE1vYSTGSQLqe4HHkAMuwfCo5j3O4eLi50PjBxaI9JTPA6ipHBc+dBrc4q7U4YktluFPbf2zWh2vitCqroUVB1UaKBopJCgSCOhEiKqAE4nCiQEkw7q6BkvpnWX7RZsyu4gLDz7ZRJSnc282o7k0Ur8ik020qCD0tzR4J5E500ASUHzLlWKZkxILM5pCi04Wi4sVH5HV/JtQ03KFPT1H9OhM+lgeBwaakeGS5rihA/D0SiH8OpCkXe/3kAuPsXKLb4wAKR9zIBKnt6tEFpg0Sfr14Y/ymf477Hb3FGfSOe7s1uwTqc6M2hDoyoxL8PYK3DP4qcNWy9H8ls1tkRGFY9Pv2I8Xzn7jGYuOTcrFcGz3e741bpTsePLtvH2OzJKDcJDiYDtykFhG95lRRwL7Nf4r+ffuHLN512ySzsdrja6OB914iueA1xcxkTXuTvEFz26GPDUJcx7WRb/AHyz2wiK5V8q5BMATmpQdmKnHpWwXjPO/FWQ3QYpMza3wc2ZZiShjOQxpeP5OuLNbW7EejwLmlmJfEym0bkJtsqe8QoFSE1p1Y/Pn2r+4n262xt99yNsezaQ7SL+z1X9o0rgJpYG6ohw1TsjCrU2x3zar5xbZzNM/GNysenMNdgemku9VSLKLfMvTi2LSxEvbTS0oUxAnxjKS4CQ8i6W1bjM2IIpFNmw7l+oBFOvMXmaz3HdpdXl8W26bY5NDrWeNxdz8WLU17A3ANDQ4POJQhKORuhe1HlJFxB4dh4+gqnL3ZMiiSVIl2h+GytBCI7rSmwrakoJb3AEgfSp065duFnvtvcab20mgb/S5pblh3VGKeumyE7Onp7qHjmXjK2cm4DluI3iNSDfMYvtgkuLG4IZuVteiOqShKKLG141FdKevQyOeeCRlzbl0d3BIJGO5PjIcB7kI5VGuGK3WneaPXWl1xoJvjtz5ceHOQ0LRYLbmTNgyJU5l0qTEeuQj2bOYTPcC0PNxVJEpSf+tGUskEoR16Z85wj7heQB5t2DDdnWbpIg1B32MWW0eSMi4HwwflegB7xofOWyo9O8hUfh+PtpR3ILChn2UEqQ8mLmOYwmXWFIcjuts5NdWG3ozvuw7GZStsq0U0sHr7h7PIbnYdquHA637RYuIOYc60hLg7k4EnV1WqVGzTCQMMT6q9r7KZsJlDhSUFLS47qSFBsdoIUFEAHtLTUHqzuZ40IB5YFelD2OLJCSqYrhUKNgaLym0QYUb9RCHJAislagonYUOIbSt5Br+YfHX26GiyAf8rA5cSgPryU0UMoMfdJLUwC+7NAelSa34iHS0gFTgJSQG3NjalgbaNpFVlRUn8gHy11FOi1ttupNRJHIYD06UPfORiB66kUrHGbEhciRCAlfotR47iUIe76zXuNhfcUnanUU0qNepk9nFZs8Vze+SABxXpWRXDpyNLlZmv588a8VxXGSm0M0SpcyRc56m1LDRSzEdt0Vp8k7kdh2XKKQT8u4nX0HQ67c1vhsHzPLinRpaF9ppxurvuxVrW48MdRTtQVDriomNDWnZtbV21utLLlCvWiFqAKwpCyD6/h7dDnqWg8AKkMaj3DHHnWScbS1drOUNf8ATZ3ISlyoSCghNDQBSHFDcSfSup6c0aZ2Jyplkn7Mjjz/ABz7a5etqLbf0DfHdm3rBIKm6b1PMPXuDIW19wKIQU6HUEFKdNelXQSCVpBBdJCD2F7Si05bFZInKDpjmPYdDgtYHP3fub7jkVFXJD17jSlISPWP+5MuFG3RJ3Ntk+oNPfofvRJuooxi9zwfVqCD2Uva2pavcQgDSP8AykfGjS/i44mXzF5x8TY642tce2ZzFze4K2J7aYWLQpN6SVKBV3Vuzrk16+vpSnXBPvxvo2D7R77dh2m5uhHbMPH99yvTsYHVZ7IhqzgYxW706OeRE09uJISv0FMoK3nGbdGClbQxBjoboE1CUtJHofjQV/p18U/MRllkbCwEvcUAHMn+ONEbZgYgGTRWTzAJsWLwLKwe3VhPeKaJ+WwElXqRUmv49FNxiZt20xbdHgWtBPUnnW5MXKcGnD2UPtlimRewsJPxG41I1oqm7Wor9PQ06q9sC6cNHGmzV9QE7UNJUAST8T7V20rStTt9q9XKBqAA0rpUqiOhtNAkVVru0poBUf1Kvr0ctUa0Dga3wrE5E4yIEhJB37Fk6j1Sn2roTQ9IvnN8Eg/MaS8o33UlzyjcJv7hUrYUuKKSk0qj5aH3BV6n8Pw6oNwwEEHNRSbf50qyPGW40gQ/mmnwSlOldivy0oVBRIOlaf06CuOmcsOPeX209IxEOQIo6szClYtMdUa1hqKlAV2kpoNPfdXXo9rPhB55VHemmlecZ5A7a+W7ywt5KGprzqFIKjVSg6pJIKQRsofT69AruQuDSeB+P5cKW8N8Bh4iqZ86fG6z8w4zd5QtzK7iiG6WFbEl58ISpYSlSQVDaVbga1Pp10/7VfcHdft95ig3axe5sAeBIAcgvzIvqIyPGornFnfZpARCCFUcj6LyrUZznCLjgWY3bHry240qHId+2LtU/cNhZCAN3x+FAPrpXr7T+S/N22+dPL1vv23va5sjR4gB+R/EdhOI9lQ5IXxRgMyIUEceePSoZIabcuUGYaVYLwCqihC2Xk0+lUlVK09+rQ4tLmnl/Ko4jcITGhUjLiq/wWtzTyXw5VvyGfJDVErcd+Rp6b1aGlNVnWladfnA2aZ1vN4R+UnD1cemFWuJ4e1zF7yn060ED6S27tJ27Squ0bTtFKAEnakFXv7ddCjIexedLGOWOFfxoJJoSoEGhCwQQa1oANC5U6HrbyRknq9MqxDmeNErwLlKrLkLcBbhSiU62329w2eoUG1f/gqA09anqieZ7dzQy/iGMZU9QM/aMKalDi1MSMacxichu4YyphS0VfihtIqn4qKSUClSkKANCfx6jRTC+tXEFS5qdh4flUNERMqCjl+e3j7V5ddTQtNPKVuSdgCQSFD0HoR6e/r0zY2/iSiAgkk5dPxNafqJ7uJ61qEeeWei/wDJb8RCqNtOyFqSEqqFd1VdoFTUDQ1qaDr7L/4mbK3a/Jc13pQvcwA/8qnHllSL4vFrHCSms58SnLl68KCGDOQTWo0FN24pUVAilAPjQA+o/wDDr1i1+o4YYUIEbw0tLlcvFcuRrONuqWhwipR+daqiqCEnUJBOpUBpX116USTTjcgcQnp66gkygkKKfTQ6AhZVX1+RoTUn1/t0Pmwd+NYzSB3MBjn6KK8D6Rs0O8BRqqmoSmooCfbX+/UQx8W41JjeT3TmlRyX+RQJNACmo/JRQr7k1Pv/AH16iTNBQnnUqJyPAzWnQfxtTQzbowKykbFCv+O4H291BPrQCvXzq/ydt9W63IwUEn2UqQuDwmbvRaevCnlURKFKSk9tKiSpRrtH5qD4pUsEUHuB14RdEHSF2X8KfZpzOfp6YVIMAvn7blEV5biv1VpSUpolKtx2lAqU7Son6adbmg1waQir+C1qfL1UwODKbmQWXkncFt9z1od5203FWgTQVPvp1VHR6XFoBRaYaQHI7hljXkXGcKXA2KDauoCCVLJrVX/KQoio6cazSEFY85EHPhVY5Ja3iHCRTaCQkihWHBruUaK3gaj0p0SieNIcMhWaSBq5mqYudYroVqiilV11JNASgGgUnd6n0FejcX7qPNY1qnrUabeH3CilKQAoU0FEKGoCSaexodCRofx6MQo0LTzQNKuomuKrgGWyd24OFKCNdQkfLU/IiprrX06mPYXocwBSmvAVM8vRKsrKpLa4ajUA7QQoVG3cKlNKa0pqfxHTTmfoywWttDgNfqFVGi6KDoKnBuSoFQ1IoNNqU6V//C/HXrUcYB72dOOe/wCbEA0UPGU4OMtkrA0ACTqlSQBStTqBXonCrXYZ6h7KyI98Fc1q3LiwsAOIVQkA1UagH1Ppqdvt6V6ITN4jlUj211PzBJssyPISNyGl1SkVUQPyBI/xST9aH26aLwIHA4J+dNPDtaoUQj3e718aq/jrmTH+L8lcm3Ga0O0pba2EuhAQkLqouqPwAB9+urfaryb5m37eI5NotZZYHOQloJOPTNOZGXGhtxdw27Xa3AEDHFAnwr68gfLeTnsFdswlT/2b6FR3ZTadyp7jiaIiW6mqUA6OPew9OvqJ9p/sba+WGM3zzG1j95XUyMFWxf8AEci7glU/cN/N0Rb2RLGk4vy9lRR/fN40xjJ5SUsXa3yVQJcdta/+2Yko/VClVWpZTIbUkq9yvWo6V5Dtn+UPvfv/AJWLnHbd/s2X0IIT9+1JbJwAUwyI3m1g4igW7EXW1x3Tf9yGTQex3XqQvrNUJkYuEuVEslubDv7rcmw+pLqEn7RKQhk7qnbRr8xHx0r16MIIxOdArd5y4DKoj5B2hSMR/ZYbQkyxHQwxqEMuSXIb0VqJFcAG9SXlIUCDqrWnXD/8gPLsfmT7Tb3sjj3pbGSRpOQfbj6hnqWIAjkT2VZNln8G+bJkPlT/AIsPxpKn8knjbheVfyNY/fuRr1Z8GtPNvhNwbzzNyXJzcrXx5+9Y9g0TjrOJPIF0xpLeRfZx5Vgo0WHWw/cA01IdQ0oq64N/gtuTt++xFts0k2kbXut3E0aiGtiuSy6hU4I3TKdICDPsq0bjdTWk3iNDnqGvcir3mZMT/VG/UmKpwJIHHHfEPgduyZdNkc0+Ey4uJ3OdbP8A9Z5eUYhcbw5FujNveusS/wCL84zmP2p+zqNxaeZS86qIgUR3ldse5LHZreW3LJDblrV+aR4cuWJ1J2LVZvt7kErWgSPc7+lpdxyQuVRzCg0w3+La72Lgjkv+Snha2vzIeH4ZC455qweSb5/udFxwSDa5EFzKbfflx4sq+2a745emJcR11tEhyKWg8kOpVX5h/wDcK8sm03bypvUMayGS924EYuOrwbqEE/qaSZEPXtqybPdGSJ8jVLXQakwQOjkc0jtDZW9EpLH8gme3nnjlCx5dJlvNW9dvuz1jhkLeiW+3P3MNRYpbSBsktQUt9xRqorUamnXSf8SPKNpsXkTdLeBrW7gdzjEzgFc8iAIuPy6i7Tww50YbIY3tc7Elp95yHZS9b1j67X2UvKbdYcqEPNbvg4kahaVaoVU6V9RWnXpu6tZLVwBxaR6LUuKYSnSc0Wjm/jeZjZPzcjh65rj/AGmcs/uNnM5ZESPdrVT9zRT5OL+4tiivZT5Kbrrp15F/y72y4s/Icfn2w1C4sJGwTFuZjmJ8Ek8NMncXgHCkzPDZWNchbI4D2L+C9qU0znPxcu3CHJXHGWxITVutLeSKaE1bDc3H7qmDLanOfbVBZfW7AWurTqd49COvE3k/7iS+Y/L+5bFuup14bdQhIe3U3SuoYoHae808eFHrFhVojKBrlxzcF9yDnWctqrZG5Mu+X4fDxhu12+Q5Osdwg2LH4N+ts2fVUqQ1DFuM6a9vK22DUhNfVNOuq+RXybhtEdhvL7l4ijEb2F8z2va3JO9pGpoAPIhCCtXe0nuGP8SHQHAIvdBBOC5KfVkc0pmWE+QpwXi+VlMRzL8hz/J2LbjU/K8yeh3S42yKiS5Ls+JY3aWSi0Yhx9Z5TSrlcYsTdcb3cUtKkuBloIPb/t/5aZuG6x21lHHBswe55ACFzYk7q56nEhgce60agFNN+Zd4G3WMkjnvffuY1ikrpLl9WkBXIO8Si4VQdtuEvjbK+b83u8xifaf/ACfy3NrtkMp9tuzNvWy2SL+2w4tX6KbhKnIDTTLm3uvLSADUHqj/AOY3lC63/evJVjYsc28vt5bZtDQV/efEuAU9wK4EcAVwqieWL7wIriXUvhN8Qn/gUg+1ABhRv/wp2Y4t4t8HmPFlJi5jNyPk3OBd3FxHF3TPL5L71wjNNEpizI0fslTY/SWkCoHRz7x/cQbV5/3ggMdDt98ywhBOBELI2gtOBTB2pVzxzWi+3yxs8uwl7v8AqJSXkjHU5zipd0TIjkMKKWTCu9t8lM8tVwZktPWi5TYilrXVh1tmUlyLKjpR+kiPIZkJWhIApWvv19BvK242G+eQtq37bHNdYXllHKwjhqajmnirHAtK8q45cGT+9TQvXW2Rw9mPvWj845XcLpNDBYeRCQ0ykvUohwp0WEE6qCekz2/d1cPT30fiuDp0/qAqpvLDHLVbxbJcd9v7p2ZESGwrctZLjQWlwjcsp9/7dGtjAax3AUE3qNSxyq4nHtrF5zckW/iMbyyDNMC0NOSSpLVXUd+S5uHyCmI8Yq00Hv69ZtkRfvjXFdLSXH1DAe+md1mEex6FCv0sHrKn3ClTZfkVptVwlXKY8hTn3DqmlVHdcU4paiSR8KfLTT0/Hqx3svhSEnieNUZkQJyOhUCe81Q125VZnywzFhPvNtqU2lanEhJQVEd1CFChAKgKnUgUHQp92rlQ1PjiLRg0NHbnUYyDInp9ibg/NSHJXdeaktI3lANQErSapUpXpQ/H69Ie8vjSlxgF+KkjrVD3uGJVkviFFL7CrPe2xbp7fdgONi2ynFqWF1fQCU1CalNdadQbhgdbvY5DE4YtIVp5KDgU4cqJ28xEzMwVRRmKQbg8gOw0uoJQqZHcjx3UDbqp5whdB8vjSgB9AOr1aDScM3NAB9VGdDHtAPy/lVm2zGLncmFvtj5sl3Yt5SW2nUtqo6ptA+SFBVTU0oNejMFlNK3UDiOeC9UrRmYwp+jpwroySzuJx52PNIEtlalNEoTtUFp17ShRQDmuntTXQ9N39uTZFknztp1krHPBapZ8KqnGHvtp6Y0kJFUN7iqpU2SSEoCwdEmlFadVuyRsul2FTJRggxJqaLiF69QH9gCHpDym3k0SUrTDebQlSRSu4uAVHrQ9T3Q6p2vTAk4+qo7npGWhVHvqM47cDZuM8yyltSkqMy6JiKTuBdm3S+SojQSdao+1in6k6dRbaR1rs9xeDAhzk7XOIHuFKeRLdNgBQuaP4+mVVDKaiWfEkSrktS7rmd4jwnpShV2Nj1npdHGI7ldwZl3d1hL3+KuyEn0p1VZWMt7AOm/+0TyIvJje8QO1xaD2VPilc97oIgPCa0e1UX04VV1hsbt8yd21zGl1U86++lBKHFxWlFSUgfm/Wb2hFKAk/TqvWtuLq8dFKqKThReeX6e1a6FMSBjxUY+urnkw0swb64mCuG3DscaKwypFG0tLkrZaSKUQtQHqT8jXq0CIMY9wbpDYwPUqCgpdhjiVPaPTlUx5TcDWL45b0bP+xxJHc7QIUX5EfurUpyv5toFfYfh0S8xE/SW8AybAPa6m9vJMricO8fZUKhLYadadcbLgTHioqN1KoZbCaKPoBQg/XoJEGNIcRigp6TU3M4Y8cOmHT2Vc3DV2eiZTmIdU4kZPxzklnt7YUoKW/bHYV6TCYYV/9RKkwoUntpTuUvaQB1IspZ23MsjS5JIXNanTFAOKgHLE401exsMUYCdyVpJI/qBGfAAkUMWQXJyNkcp1velpM118hSGUFxBr2QhDJ2ob7BShIGu0CuteqhNJ/wBS5wVNa8vh0yo5DGsGSkYYLw7eZWiRxXCYvK+J3O/YxIMnP8Vt33GR8fKbdeueY49C+2jQMj49dYbcdveRwoiw1c7KoGdL7IkQO4Eusg3aMbcW7pQ4K1S5uOrT/UOY4EZrkooTNc/TSBkjf2H4NeMmu4teODTm12QycmBqJR1R41tjfZnuQHf1VoUpx5sKcolakJcJWlYCfkmgIUNRUdTmNa2NGfJnzpt7nH5/mquckliHJu0hsf8AbPpQzFkBQ3pWpO1wJQPcapUD8h69ANw7j5C35DgPxqXErmtHp6JTe/4XvB7NPM/Kr1Nu8i54j4v8Y5RDvHP3KLanbYmfIdR91a+FePrspsNXHlTNYEc98tKUjGrMpy4ydriobb3Et5+18f3D8/w3e5t/+4trbxsdxL077mtHAK5C44as1QRyP7jfx7VYkn/dd8g5u5niG8+YwGJUbl2X+QmL8ZxYOJYHabXasQwXFIWK4rh+OojI4xxSyQWg1AxXHba4046/EtkNKUuqeSXJUp5brhU4VE+ndv2Sw2qyZZW0LYrWFoDQ0BrmgBMUQA9nZXLLjc555ydZkncf+Xr/AB91Lyu14yfL3J91kwBZW59xvGT5F+2Npu9mul3fjhOOEY5enZseBJsAQl1tyC5GeDygpCmy2gCY6aZimNxAc3SeZacCxxHzMIzY5WnEEELTR0FyvA1L2NB4kDgetDLyPned8fX7GMK4s5Iy6wZlcZMW5XOY3lN6XAh2poKkONS4+Vv3N1Nwly3ipz7tza4iqk+xHmD7k/4wfY3z/dG83DYLWx32ZxL7nb0sXvJ/VK2ECBxGbT4TSDxONHdu3S6t2kukeYGjDEkrwRCqc6InCP5HvNPja0W2Ld8WtnMdsfalzv25d4tuLXddqgy1xmpLbGWSpmP3C7zm0l3tRLnFbCVJRtqqnXkjzX/g55z24yO+3XmeS52xyubablGHvCZASg6CDkE0uQ4g4VZ7LzQj/Df3QoGRcFIx6jHiRVt4z/Ol47y2JNs5N4v5OxHkJFteRCw2Xjv7BEnymysNOoVP+5iSopfTRyRBefjlAHy68t+aPsz90vKs74/Me1W5j0FrXxyiOHA4PcxzC4Y8k18KtEO4PlaTG1r0wVrgQvVMPVnWvB515Jc+ZbxkHkRgMCNEzKHMl3NdkYdEhN0sSAmSLbLWkdvets7GyK/NOpoerP8AZiODYLj/AOF+ZnO/s12/F6J4Uz3HvsXFAc14U3C5pIEpxxVOBJxToPhSjbg5FvC2bqiKqO3dG27t9qrcH4r9xR969HUFalyM+4ptQNSCPoOvt9sMTP7BYMDvEYyygaHZagyJjA7sIb686pkuqKaSPjrPZmcvjWbU2oRUKUC4zsaYjgkIW6CkLAP5ANivag1B6srWpGOSBOdDHFHEtwKmvuLZhcpCW2UqW+FLSEAktpKAd63DoRHBHyUapG2vT8dv4xQfMqeh5VpswiYXPKRrj/DqelWDAaj2GMrtKYmXRhoOSpjRUtmI3tJS3FPwqUpNFrNSoGug6NQhlqxFDpgMSMh0HqzPGhz3yXBGDmwk4A5nHM/gOFQK6P3O93Jt951Zh7+9VdQ4+IySvuNCoV20EU01UTqNR0FndLd3CvLvBBwXpyotGIrdmhmDuX5/GoncnR/uGYw4Eg2DEcZtyhVBKZuS3OfkzqVAEhZahxI4WkD1Vr79Dbt7TeuZ/wDStomn/ikeZD/5Q0FKksatu08JZXvHYxoZ6lcXVHpJU8y1FoFthiJISlKlhKldtKy2tVQAU6mppp+AHUNWkaRkgNPNJa7URipHoKzDaQq+MISoKLcFCggbtidKAJBJU418qGmlQT0thP1DUxQfhTBaTbEHic8P5emNdU/ap24x/iqmQ4U7uTveW423Lgv0QsnY2ptTBRSnyTUV6ydDqaP/AK0J58Wn1Ilaj7jGHFPBm9RC+sqq+yvP+yXLJuUsfx22Nql3C9ygxGQrZ24zpZfdL23fvbYYZSHKHQhPqK9DbuOW53iO2jQyvKDocfWBUy2ljttudcSA+CxilApI4pzJ5da2cv4ZvHXjbi7yGmzbay3dsxtnHSJd5v7ry3FouM+RHjvssMlSksJDcPaaaaUHXmj/ADZ2y08v/aO1ijU3E24jU8nMsixQZBFrewbtdbpNP4rfDs/Eja1g5DW9SeJX8hW0DYICbnkX3jlS1bwt9wK0QHFV7dT7UTqOvkXY2ovt3FwcY4QSeh4fwq6MdoBA45cqgXJd8E+4KQ2SEJJQlIOoCfSutdPUdDN9ujPcuQd3LspDnKQBkMvTrUXxmKlC1PU1WupKhT0P09T7enUOwhRwkNJGOPWrXgLbUdpIGxNAQPw9VGvserVbISF5Us51mWFqFKEDd6+lPQjb9NOikJIbhWDLGsLli0ogvH5FZZIPsVChBH9f69N36aPVTbwqAc6TX5NoS5dZNaNmqUpor51G75akGoT/AKgdUaU948iRWoD3+tZjxqmtpbYa7wAQtPwXoa+hBJ+RIJ0/r0Aug4XBeBhw6oi0+5yv0uyXPtpieWvdzCZS0ev2aiAmtdyWjRI9ymp9v+PRWWQOtABmBTb4y1us5YenRKTgZ5tnJjspLhbWqcK0HbCqvUBUdKqNToKaHXoRfsc61cG/MQPintrGF/ggZgOX07aNO8pau+NNSAlK1Ox1BxIAIoBQhQOooPWlOkWlwQjv1InrFMIrynErWuH/ACO+NTEoyM1x+IlubHLsl0MIoSrUrSTrUroRT6e3Xur/ABf+7D/Le6M2Lcnk7TcgNcOTicHBcO6c0pBxaYpEUlWnIDt7cqRsnvAuRg24ZRdSwpktkuJfCwkNhO2oUSaenX018WLw/G1t8DRq1Lhpz1LySoiFUQ6uVb/PlViDTrcqUhlIASpxaxoaBJrTQgncqtPavX5ubpn012HtXBy+nPCjjyGq3iSD/ClBX+IIc11BKPispNUkbtTtTtIolII9euhbfL40IIXKnwCGhwqPpJQU0ASdoAB+oVQVWAAU61H9B0RPeXj6cq1141Iceujtsu0KW0tSA260pRqAdpWBVVPRe8E19dOh242jbm0fC7Mg+3p0p1dTS08qbfxXyFKn220KSpX6zLCPUlIWyR3FKPopain6j69UHbIjFE+3VHteRlmnE0LLfDJL1VE/j7ajHl5ZyxiV0v7CT2ZNqW7UJO1DpaVRrQkk9xWlK/j1YNpiLt4t2uHzPStxuJaXD9NaP/krLcuPKN5Uuqi064itd69yXFFRGoNaH8a09+vuD9g9u+i+3NqOMri71Ze6mNzJc6NoTusy4EE8eRqiWGwhSVDWlCpQBTVNSEp0Gv4067YGocONDQdDFdgF7ak0RVEkVCVbNWwBtNagpH/PT1rX3A6WQiVHnlIKAkEHP1Y/wqLTEpMlY/KFACgB/Kkk0rXUiorT09uh0w75SpGJxHKsdK2htakAEbT8RUIV7BR03UFNemU5UuMd5Dz9dRWYCFGoB9Up1qQPXafqaa9RJGYpx/CiMWB1nIfGmw/x3XoR0NRyWwe6438lEbVFVAPY7lHTQ0H9OvA/+TVkf7rM8AlVPNVH4Z0t57zFULgPT3U8+23VSoqDvCkFA2kUAQRRO4pr8109Pr14HkttE7mohXH04VJCOCLhhXsi3JaJzMlJI7TrbiiRtJ2mpVodKV0H+vT7YWEFpyKjnTTgVQ4n4+nCmB8eZY3eLBETuSXW2myKkncoDUlIrStKa+/VM3G1+mlOORK/EEfCo7AQdJQuxq1ba+qQvQKV8lA1oCpZHzNPTb+H+nUBhBx404WKRqxQVjsigkRVuONpUCmoKvkdFEag0oABQA69SIB30Bx9tKChvVKGHJ0plyVBoGhJ2k0qkD1GlKoqaH6/16sVq0MYGvPBaQ3AcEqGIbUHFaaHRWhBAHwBCdKAr9PcjonE/RgcqWryFHOiJ41Y+6DKEEpcCUhQBpVJ1JomoJP011HRGJxLVpYaASRxNWTl7MhiKhuhG/Q7juUpAToQoAo0Sa/iR0otLXof6ad/9tP9VUDOedhySV7koVsJJJAqVDWp9ylP9vr0/EwEgnAU2wq3H0/MUR3F13Djbawum0p1UDuSAP0yToaAH0p1NiaNYOKA/GtxkNkOrJPZRSSrhBbsSpMiQ1HKG67l6KWpCamgKtNdNfenRa3s7rcHiztI3SXLnIAAvZjwFPunhjQucACaCLkbyXtVjTcbLbld+btea7LS/wDunjvoEqUnSMNw1K/b069b/Z//ABa3jzMYt48xtMG2gqS8d08g1ubyemDeNVfc98hh1ROPfx7oxJ5AnIeugDn5vfcnvzzT6ir7h5w/aneYjfc3BJcf077yFf2HX0Y8meRfLvkaxZt+xQNZIGo6VBrfzx/SOAA4Zk1S7u7uLoeLM5Ihk3l+faaI3iaXFsEyuQvCW+9sSyFbCEJQaIQ2gaNMbgKmgr+PXQoMMD8qYULf326shx9OlFhbLkJ7d4tziyIN+t77cdtCQERrhHAej9oDcQmU42E1FCSeuZ/cfbfoLnafPloxv1+ybhG+U5GSzmWG4a4jMMY8vR2AThU62IfBJt7vklYf/EMR6zlhXp4z4K5t5Iv8dWM4FcrcHmGXZWRZmUYpYLWw78G1yn3WZlyk7GSVFqMylxxI+JFa9c184f5cfZry3ey7PsM955k3mF5a5m3xEW7CCn7t7P4duzn3PFXhlTu3eV93uiuhsLCP1kj3Iv40SOYeCgl2R69ZxyHckQMbSwi1wsXstvgKyPKHXUNtXWLOub1zu8HFrK6QshwJkTSiitiD15E+5/8Amf8Acvc9nvn7DsOy7XsrGiOL6l0t9cTl6seXAGGFsek6S5rcMS1cDVx27yja2z9dzNJJIOSNavAjNyDPHEnkKXN/LJ/Gfyt5TzvDbMeCuQMb435C4M42uuBZXl+Wv3q3N3bFZt0h5DZ3bHb8ettwdk3ONeFTXH40gJhOMPhJCqBJ5F/j/wD5C2v+P0N9Zbvtd7f7Zu0FtOyK0fFGYbqHxWuxuDpELoXtYMHO7gUHMFr/AGw3DYyHAeGwtxXHEkPQBVGp+AIzzRaWG5/Dn55okyrufJzxVkXiDeJFxtuUSuDbI3k06RPS1HXeXMhXxquXAu0KMP0TscUhQqgpUQoek2f9xLym0sL/ACdvGClzvqdu1AnLS7SNSHJxAIHA0IfsbHHULmQHDA69A5jTpydxGr10UvgR/Exyz4j815nzTyn5DYJylB5G46yHj7PMKs2NZk7csiVlklubLuM3KcqlKclKhPhVO40VOpc2gICQOvOv+Rn+S+3ffXyraeX9v2G72uax3Rt5Hcz3cU0q+G5hYGRMAaXagS7WjdIQEHCRbWAtXNc1w0ta5qAEAhyYYgclJzPbWvn5q8SXLhTmvOOMrg2tpnDchu37A86FUkY9JfU5biypYo4x9k4inrRaevUn+IvnBm52L2SEeJfW7NY4i4hUOJH+oal6IedZdd6AOKKxxCdOHwFL8zKK3KgfcFwhbPbdUNtDsaWU0R7blBRNaHTr2HucbZmhxOWdbtJHNcn6hgPXUm8ds4kcS8x8ScqwhtViHI2JXl1sUSqRanbuzbLvEd3HWO/bZKw4DpT16ov3A8n2vnn7a7/5QnYHR7jtVwxq/plZG6SF45ObLG0jrSNwmeyIyko+Hvg/8B1OB6Fqit2nm7jjGeU8bu+HrDUlxjIrZkmPqYcM1EVbzPcbDSW3khLdxgytqtpClCn4dfn/ANsv7/Z5xuliCL3wiwhU1AgamY8dQDgoQEVaYZgI9cRKOQhM0ORHqz50sO68WRLRn8htMuzW02mVKSn/AHNPaxOM1EgxxLlxW51ykRmm3WHGSaOuAOD0PXpr7OfdrafLcEkfmu2vZ7G6jjX6WJ11K2XWWhYmI4tkDkOjFrmtwIqfJJK5jHxvDJ2F3eJQZZqcMuBryDPY1+yDGMXfuuF22zuZB24s25cp4eu2i4zXWmBOfctFwkGPHU2AAUpUhtKiVGpPXrTZPv75Q2K2mu4fL3miY6QXeFt8of4bTqIZG5jSXZnMOJwAKVX9xE961rHTxI0khZAQpwUlTgB6hUJ/kuvmS8U8HZtFan4jIY5ak4xxW/dMNz/GMrguw7OhzNru+3FsslyWtl21WhDRdfbQEhXyNSK2jyF9y/tx/kh9y9hk2a236x3fytNJungbhYTWofqYbOIiV37by2SYP8MHUrVxANQo7a52y2ki8WCSG4OhxjeHK0HW4FOBQDljgad9/FjZ5Ng8UePsXuLEsOwPHzE74y1MbejyXnLm2zemXnw5+q2t1Uje36Vbp7EdfMr7x+arrzJ91/O94ZNUEG+XcUTGnutELizADDU7QS52ZOeVWG0aG2ltEc/pA4ckKH8aPrkLHp1y5Jwnme3RGJFjzXj21w8teaKUqt2TWRz9tL64dPkxcYaUdxxJJS4jX69fVn/CHz67zn9hRtty9bvar4sA5R3DPFDeYa17X6eGJC1St9tTD5hjvGDuXEILiv6mdwnliNJPtqZR+S5+Pz02qDADilss7JZXsQ2lYKUI2AErJBJFKAep69bshZdQ6ifl4c6iukfFKA1NDjhzqjucFXu9XC3ypTp/RfjKSzUrQ2FOtKUapJCiQfXqTtrA3U39NRtx0vZHI5Bn7sqVz/NB5KcmcJeN/j/j/FPJeT8YZpnXMt0dkXHEbhGgXudh+JYVJk3GHMMuJOS/Y37xdora07Qlx0BJJAp0W2qFsdxNdtAwaGgkAoXFUQ4KQOWXGh0rReeBYygOg/ce5uIPdaA06mng52AywxWtbe2/yk+TGNXEWzmWFi3NuOIWpr9xlQI+F5iyzuI2fvWOxkWqZLLfp93CIUoaqFege6bjOy5LblgMBObMCOmkqPhRGPy9ZuY11s97JQcNR1Nx6hCP/NRt8P8AnX4z8pvQ7crLZXFGUSdjSMe5MabgWp2UtfbS3b8oQ67YJa1lfu9G0FUpB6ZgljuFELgSDkcHHsafwJoZebVuFuC+SLVGube8D7MQv+praOeQ4ssx3ewzNgTWQ9Fu1peFxgTIwTq7HdYWvutJKq/pKcBHv1MALe65V60GY3EkFO30Q1VmYvswrFkkhHbkMx8bv7jqkKq6GUWiYv5oBQptWlKqAI+mnUO4P7RA6fEUQs2uMzUHZ2/xrXexIvXHHLYIbexchSi0kLKVOspc3KQ2pNFJcVuoKVqR+PV2tlniHhjE4Ac0o4giCE5eur7iwrnHhR3YkmWExwhktEuKCCmm9ZWrVxfc0KffqxNimZENBdgBTeuIy6HhmPv9VYHKZUxy2/ePh5DjToQ6lxtad2/Te3Q1KlD29KdDtwkkMPiOUO6j4U+0NY0IO6vp21FIdnMswJaGtjyDufC0htakk6OBFK0KfQHUevQ+O0EmmYBJBn1p8SIq4g5flUl3KVKjvJNGLdDvMoJTQrCoVrkySoVpvTtbKUevyNeprDqkH9LWuPsaT/KmCcFPotRafaxC4UxO3Mh51y6OW2a80hBKnpK4AuCm1qVpsbXKVr6lVadQJ4vD8uwRNUvfpceKkhU9SoK212q7MiYhvxwCVQWdyVv3C2Y6pae3jFsRbZTiClxCrrLe/crk0yQKFth5xLJWdT2z1St3k1XDbTBIWaT/AMR7zvYSB6qMWzRE0vzcTUv4esLTt2vN/nKUrtMJaZCAe4WGmioJQ5UFsOKFAB6ge3U7y3ZRSXM1zMpIaAE5cgeCnOm72bushGQVehP8KyGQImSYWYPvR3rey6mzJiwHnCpTjKJkpaHwlJUE7kilTprXqZOx72XDnAsB0I05pqP5VDb3nNPU41kOUlKTEmOJANcfioaLVGmEp/bG0r21CiSilTpr075hJa4vOXhNT/w1u1UTADBuqsJE2w2/u5IjIhMxoBdcdUllhgKYbNXJC1bAtxRFE1+RUABr0Li0pqPygBeWXGpBIfgFLsfjwo0OAvCXmzl3kHBLzyDZMu8eOE25UXL7xzLyBZ3cOddxy1vRp5tvFdgv7LN2ynPsoi/9raWlQk2/c/8AcynUw23VGVt+1XO9bjHCx/09m1wc+dwIaxgIXSM3yEHutaMQpxRCP3DeNv223fGomvXNLRGxHlSDjImDWApqKqMAAqVOsu/jW44XDyHIr55YWTDsmn5BNn2bGbNxbe84w+z4rcZjpx45PkFuutvyZ65dhxsS34NrVFb1U02tCCCxfeTNMkkovImnxHaR4bi3Qvdc7HW1RiQh0rxStWvm0Nc2CG0mdGGYuc9jXueB3kahCdr1J5KKW9jEzOuLeUmsUi2+fdMzw7K4VxiQsVkvSod5ulne+6x29Wy9MiNHGM7kN3CNKUtlJSAVlBSoCqwSzWt2bXS51yx+Te8CmRBGBZ+oHAc6sz47a6thctLWwPZ+oZAjvAg/q4Eeqrm5auDaodjzSzybffcunJcPO0bH3UTcbtOe5FcJj9snWmaw0zBfFzYR2bmYo+0/dgVsUQ4qpmS7cwNLSHTFS8DIO5AjPDEpgDQlkWpzokLYMPDPFzQMVGY/0rjpzrs8VOHOGucObcYsPkdzbA8aOA7XOby7mXlDIrZfL+mNjkS5QobWD4rGxqFNXGzHkV95UC2y5fYt9vo9JfcIZCFjzYXu4B4tWgRMR8r3Oa1kceoNLnOcQMVKcUBQKlSJLyCyR0mp8zgRGxgLnPeGFwAAxTBCcgoLkC1s/cmecnCmFcXxODfBCz4TYuEuKLZPx/h3BONctXd+JIX39yCn8qvec5RFx+/Z9kuZynVTL1fpci4XGVKQreTtQy30LYPL72WQh8vRGdAC+VWsD3Ed0CRS0sGKBriGhSVcSTzLdb2S6vBc73LJE8k/stLiWAcCwBWkjIOAJHEClNcuea/M2DSLVac25zwLDL1cm5Exl7GeIcszOJKQFqSfsrrIkWiyT0JWsEobZecYHzXp6y9x2x+0SR2/mC8t7aZ4VoYySVpx/q7rSeJRU407trYd0ZJLtdnLLAxBqfIyNwwx7o1OHLvEKcqznB/nlzzbrqh3NMwwDmrB5jEZxN2wOIrGs9sKAtIUq7WFpDbchtpJKlIcgBJ2/F5JFTA+hunsMkc1vdWowD4QQ/8A54zjjwIAU4Z1JuLW2DQIGz291grJe8wjkx+OPr7QlHHxt5K+OWf5DlLMDOILnIE1JiSYl8X+zzplxkhH27aHLu0mFMb7JUe1HdcWEim0DXoGGxPlfpLTMCjh+oHkQcsKbms7yKNr3tIhxIIxCDMkjh7KI68w4sSxOHHJI/cpTDNncfYe2qm26SyUTOylBVFQw0h1RbCQlRUdx3EikW4Y0tIHzH091Nsej2mTFgOrHnwPpwoTeccTsf8Atl21TLFByK2NxIFrs0Fi2sKZt0pC0NtvzLOpe2Tdno61pbdt0mG82+rvKO6lKvvG22l/bG1voY57QgDQ9oc3DBdJ4oqFpBGa0asLybVqjc5kxJJQ88cDwC/1A4YUKysRuGJ3a12bDrm1yBaZuNKvGRWO9TEtRrOlyWthi2ov7sWPebZcOw06263e2tHmwUylNK08qefP8aNp3d/1vkt/0m4gucYpHnwnDBGxvzjOGGpGjMuJq1Qbuwxk3gLCgRzRmU5ZEce6vJBSxuWoNttXIeVsWSBOt9kVKanW+13FKY9xgs3CAzI+yWllTsZQjy1OoS40VtON0Wg0I69Z/aWLf7X7Z7PY+ZmFu/Wlq63nC6iXQyyMY4EZh0Wgg8QlDLstddPLE0EqEyRB+K4VEoDu+2sIUrc73G9SahbRaQ4AQtRUKq3AVOtNOuoQN1QgHNfdn+dD5gGzFRm3hzqdQn1QocmjiI7KAEyZCVoUpxwJHbCyPkpDRp8D/wBQkVGnRZjfCjJGDBnQuR2p7WtUuOQ5Die08+FYZ2/svuGKhX20VKO88+pvcZD21W8KbKylBRoKp3BHqB1HFzE86FIaOPM9nxqU2BwYHkK4nDH3Vg2ZiLo69M+CYjSzDihb6mENd91tDbm0UIcccX+UVJCvxHUFRK8yYaBgMUGJ/GpDv2ow39RKnjkD8KiN1IXdeQHFthttm/mLHoC0v7XGmk2phACf00L3211J3HQhQrXQiJ8bi7eeEyD/AIYxoanraVqTbeI2K3Jz8EKvN6uP/qFY9pQags3E03SBDU1qQNxjo7hQkgHYitNRUkaadMNwi1r8yVI+eUxNyCk8ug7fhUjtRcavMl9lgPFqGFN12gFISEhZNTQ7V/IU9Px6fhaRMXNC4e+m5BrtwFRTj8a6UAKlXBLiVoUrKMbjtJP/AFN6YcdwoNAArakKFVUSB+JHS2hHO1L/AL0YHsHp/GmZVABaiiGQ+0nH+FWDwGtr/wDKJtjyw2py04xebwgOGgQuT246CsEApSWlfU0T/XrWzEP80MdgrIHv94FJ3MAeW3KfmlY32KT8K2O/4g8xjTvKjkeCJMeQ+/grCiuORs2MXJwU11/6h09RSmnXlH/Pq58X7a7foKtG5SA9SYgR8DUzytD4VoXnBpkYeqo4Ctn5pabHjEieFES5xcWAdKIX8QTr6JSKj316+TtuDY7S+cFJpST6jlV31ENCIoHHmv4UOF1fdlzS4o7gVkf/AA1B3DXWgB9vevVNmOuTUcThTBdUmsZQ2AtdQkEnan41rr6etN56I2MaFXnCkiRDhklTWBJbWaoO71BPqD9fj70P9j0ctypUUoyheNZlL6kVNBWuo0AH0qDpr/x6JRq0lc1rfiBFGdYTI3VOxVK9TtUnUetATUpJGoFfwr0zfEiJeNJadR73AUn3yi2/vjx3bQVHcNoUAfzEk1NAE6aeh6pUgL5HA5Y1kKagTzqJePl0ci3BbddVqC0qJJSlKtpqAag7ikUHqPToXe91G8U9gNPzcOS0zp6UqdhjzZUCoxVIJJVWiW60A1219/p7HpcLw9gTI/lTTydJHD+NJt5LcNrzt5eqf+8r8BX59yv5VCg2Vp+A+vTrI/FtgU4OHp+FOxkFhHCi2wvIxPx+MyCHKx09wk7qCm3UUCis1PtQ9VmNxaXMIR3p6dKackaf1ULnPeGRsmg3OFJYDzUiOpNKBQ+W4BwghSd6CR7+nXRvKe7usHx3LSjmuB7Dz7aa0OeO7i+tcC7+Pky1+VeJ4mYZ/bMmvFyWn4q7IXb7Rc7qVgU2bS3Br/Qetevo9tf3bZffYrc55JNO5WVvFoK4uiknijKY4uaXnDkUrC1JRO3F5cQ7DAOTApyJreZ55sYuuOOykNhzayrcraDtKkfFQAr+U6j+nXyT3NrEEoUgn14jCp5YXODgcgRSNuRbN9jdJiiFAIeUaFCT8lqUKFKRuH4e46NbHcl8YjPzDA48vd21IjI06RiBl66qYo/MNd4pUhR27fpU1KfXQep6tOrj+msOgIpxOfSvVE271bgfRRolO47qfnSFEeif7j16ZmVAnp0rGk5UavCGbIiWZDbzo3xX0NtpUtSgKBKlkgaFJT/w653uMUlnu5QpBI1fXkfdnUe4YjQWglxz9tGTy+5Dznx2u09ope7donFumu5LbS07RTUBNdKe3RvZpSb61XvESD1hcPdUHUkp4NJxH4Voac+URynlaFEEx7mtutE7fiVenuClR/p195Ps/F4f232tc3Qr7TTO5O8OdSpAaMuyqeZcK1JQlNQNCSSSfXUK0qo09PbrprQBQxs2t2gDumsu0Qy0tW1ZWkBZoQSQa6A6bQk/8eslcOHAUqOIAAvA1dajEhYUpRCiFK3EalXyr+X+o+vQlzi4rTgxdjg2vC4pQaV+XVKkmh+hrRNfoa19z0kLwpwDEEr6fjUbeSlThBoVkKAUPYgAkmo/MBoeokmZIqfEcdJyNMB8Fr79jeFRdwQESFAJUK/nSUk6n4nUCvt15D/yO2p75BcxjVJJEHezA/BfXS7gEhh/SD8EJ+NPOs2QboiAFoCghIB3JVuUlH5fUEApFQfQdfPW/wBuLJyCCuPp6fClqcx6qkcO+Icc2bthOyidyTorSlQAKOkV+leoj7ItZqGLulYSczRS8EZaty8os/c7lSkJ+BNEGiT6K3KAVrUAEdVTfrTuCXk0nLFaSW46wMaZVYbQ1Gjh1aSEqSHE6ALUSlI2gmmgHoffqgNLy/W4oAMKzxcEGS1X3IVxbTvabUE/EIIqUg/H8xoRVFNP69G9tYHsDhSkKdUocJMUSHVLO1HcK0fIewGoSoUJSqmn1rXo+0gjVxFJa0tKEfzrqFgJbU4lK0gkKqRuoT/iVempTQfT+vTjZHNdhlWtTgQHBUCVYvF1xREvCWHztSFBJFAQtG41IJFQlK/UGlfb36MW0msIneFTGDv8ESr15DeabgtutttqSBvNNQrSiNTrT8PbopJH3lOGA9Pypo/Jh8imhcvEpiUlbi6I7eitx2gkEKJr8UhR/wCOlOn7eF8sgjiBc93AKT7PjSQjWr+lK+rLytZMOgvSC6hx2LvUe4U9qpUEqDSakOONmhrr9add78h/Ynzl5vnigZbPjbIFHAhpxBcvygjIlBwoZcX8MCyKEHWqvzDyRyTJC7Dt0t+FDkBbaXEfN9YWk1DKVFISPp7+/X0Q+2n+OXlLyXDHd7hG273ZqHH/AGwev9bhxJw5BKqe4b5NO8stxpbzOePLlQ6y7PPVcFXF8u9qQ4HXUuLDjzy3KEuSHlEkpWrUj8w0069HtDWNaxgDWNCAAAAAcABgB2UD1tc0rjITmvHiakrkmNHCPsmkMuo2qS7T9NKgKkIA1ASVE9OxhCvCoqOL0fiBVhWJ2Qhxi5PkOufkcUN5WkhITVs67gEGmv8Ajr1Na9QozrSgjCiFtvIUizM2u4QyFyLdMiyWgQFNlEVxJJWNap2VB9QP69Qd+22133Z7vZbr/wCzXdu+J3BNbSAe0OQ+qnYnujlbK35mkEer86OSX/JZ4p8Xw25PO/mz4/8AG7ybCw27gpfyy85gmcZIW8+xYrVbZD0yYIaQ1sKShteh0IPXxc377L/ea3843OzbNsG+z2KuEei1Vru/i/xNbYR/pV+nSnE10WDdIHwmWWVQAuljJXuz/wBLSMuZAoM+Uv5/P4/McjrjWDP/ACn5nnOuLYhHDuFIGMY2Y9e26uHcstlWoqjN13Bamju99OrND/iB/kPvMQZeWNrZxObh9XuVswtHJ0MAnIPRUHGtt3dgxijunEf1COPPgFcSfWKrXG//AFBngRlynpWXseZljlvQUW+aqRxZiOTQwYe5plqCi1ZMhTau0B8gNtR0Pvv8K/8AIF7/ABWRbTeOQNVm6wt7oy7ssLC0DJFJpY3xrUbNb3SkY6TE4KP+ZtQqd/N9/HiJcmOjI/L1cREovxkp4SsrK0tkEBToVkJUlLYoof8AxevQY/4U/wCQ+og7dtQAPHdrb3owj2U0dzhcFEN6nUQ//wCzh6LURvX87XgzaxcE4/j3l/l8t6Kp6FEXiWG4k0kNpSlMldyuF4fREa7idSoKVU+/Raw/wf8Av3clLyPy/aNRS5+5eIn/ACwwuJ9Sclpn+4guOiG4Lcu86JmPqLl+FIQ/kD88+CfKTlq3ZjjXGPMfHF0bDlluc/LsrxLNIV3YmpjO2xt+JbmIbttQw86srcQ45VlW2lUjr019k/8AHrz99m9wbJvG5bNe20l0x5jgbcsMQc3S9JXgGQ4gtGlrQQSSQTT7Hy3ETiWBgcCdOvU4EY4nS1vDgTS3eQmnoyH4dOy42rsqbbVVJbSrcVhahXasjSvqk9exr8O0uYMDTtmAHeLJint6YVHbXtl21hskhp9DsN2h2OIFA6lxpYqULSpJII9TT+nWrWUxBrmphzy9fplSbhoeXYYHh24FedMZV/MH5p2C42hdzv8Ax5cbLZbDbsWYx5jiTFWoLVvscGNaoNxltNrjzrheH4sJpTslUgLKyVAAnryZuP8Ahl/j/dslZcWu9R3M1zJK6ePcJPFaZHueWNY5pj8IFx0t06gAEdTkEd86IC2uCNLQEexhCIMcGgjLr1qD8yeWufeVmO3vKsmmY1fxbGYKrzhuL49/txq1MsHsM3VNkEybPuk9t5ze9JKltpRUFIGvXW/tR9hfth9nNsn3DyDBcXW9F3fu7uTx7qNjgAY4u61sTAANWhmo4q80h771zxDfO7oHAANxOaDAnqpoCLlOTHl3N+2RCu3y4wf/AO1t7kxMJRZSZakojMvGMEKSTTQJTrWgr10k7vuDXl7Jpkzwc4oeORKc6lizgkTUGgqhwb7MeP8AKrFncdZNgj9odzGbjgXn3FOH8i4qix5BbciTJxjO5Mpizx7y3be+i0ZC7GgvqlwHu1JjoCQs/NIO57y+nJN7K4ytALTqU45EORRz6GtNitBpdasAK490DLIIOWae2jv8Xf5V/N3x1mx7Zh3MTeQYa7bY+KP4py3YoGeY5Cxa1lMKDbbZIuJhXywxrXCYS2yI8sFDY2j0A68/+bf8W/sR9yrqabedmbt27Xcr3zXu2yusrh8jyTJLMmuCZziST4kRVxOONIFvNYsH9snniIaQ1hIlhA/p8OQHSF/ocxBklPn4D/8AUUePd7xuzcNc+YJkPGt2fuSLdJ5WxMOZBxJCblOIUJE6z3JTGaWK3quO0PyGxMYYQvcKgHqX/jz/AI47d/j3u287ZsHmU7v5T3OGMW7Lu3NvdQyskJ0SSxk20rS1xax7Wxkn5g3Oh24XG7XUcbrm0aWxSOOqFxKtDfmMThqCkKQx7z/S0011fkPic2Sy9ai1fWH2IEmDPsyHLlb7rb5zDciBcrXcYaXGJcJ+O4HG3UK2lJr16jitHxrG/Ag4g4IeI9tBnbhA5viNxBCggHEEYHJUPDpU/vuQnJ4sR5TZ3pMVbjCWiHO3VCwlwKG5IFRQ6bupltDpe7TiKgX114sLA5Bx5dla4n8/mSH/AM6vHvFBM3oxviG9XlVvJKkw5OUZQU91LdDsdmR7WPQA7UD2HRW1cIdre/DW6fDmdLQD8azbw6W+Lji0QhPW4r7UrXKyP7Z1a3JIS8woj7lKCQpCVGiXCPZRVoT1XtwbG8a5QrDn+dWqElcCnHL3dlVtdrBHdS5LgOtmM4mn28pO+OVaUS84Qptsmmm4bPTXoDcWDSDNbOAZwDuHryB9FqfBM5oMbvnIzGf8RU14p8hOauDpyX+LuR8ixVtpYMjH1yjd8Vl6lS25OL3b7u0lpYJBLSWVa6KHtHjvrqH9trsjiHd4L68R6iKTPtVpeMWdjS52bhg72jP1g0d9o/kum5jjF6xPlfjeOxld/stysllznjpxyNFk3m426RBim7Y7McdkRWXFuJDhjvutpJJ2adSW3zbiRlvKxwke5oBb3gSSBlmD7R1FBzsRtHGS2eSxoJLXYEDH/lJHqPShrw+ysMRIMZ5mRIet7TDTchiY21seS1tLm1ZQEgvFVCK7RTSvXSbS2a0gITpOa1BRSTRB2f8A3VZWmURZzF2hIKEogy3oQMRwoT3WY8k7HHFGoJ31J1p1aYW3tuwBjg9iZOIw6A8ahyQW873OeCvAgFfWRX3f7hdp0NTcjF2ku/MqdauMfTtpLhUtsg6FJ/qNPbqLfPnkjQwq7/iHDGlQRNa5GvcGHL+AqtJUu5Nymyi1nYiqBsmNI3hDYU4k0IKiB+FBSnQR004ejY8Bx1AVOVhHze6pDItUxWNX+7dpiMqPiWVlDbL/ANzRT1le7UtWwf8Ab7G3CFBRCUqNfw6meA8QPmIRwifgCubc+lIVpcBiijpxryZbJg2FPHVt3tsRWocKREgFVWnpCLLDkJaSilC9uQoGtRQ/TTpvcTFaG0iwEbWqB2NGXVaRbh73PkaFJKHglCPGhuT31XxMR2dFVMeuE5AQ53pDkp5bxdqSVuJDrvzoPkBoOuXtYZpTcaS5hcXOHEqV/H1pR0u0NDC5Hac8wP4UQFlzO3Wew2eLExaNd593lvJabQhdd66pSiYpKglKG0pASmo0JBHVztNwgs7NjI4BJNI45D49EwofLC55Oslo9MVqLT7vdpNvys3bGJVrSxOxxEtiI6lCFRHn5ikJSpde2HEo2J+RSPWnUQ3U07bgTQmPvxggHBFP8hyrGMawNIcHHH0/GvVycFyYt4aUgpQiyLKaBNWRHhrDKQahQVQUJHrQnpe/gzMkwRvhexG4Uq1ckgJRVP8AGmg/xf8AEvHd+XyZzrmGLys2u/FCsGxPjLGHv2uRZ7LyFkuLyL5N5Sl2q7NyI97ybCrG2gWllbEmPDfnplrZccaa66d9q/IW0ebW3O47u97bGyMLNDVxkezX3yh0khC1cEXA4JR/PG/Xu2Nt9rsSGS3Qe57/ANQYxyBoITS2R2DyCCQ0tBCmre8oZlyYYevUvlu95Fk6p9nt2c2fMr4zeckkXOU2t9522uQ4ymYzdkjKDT6i5tK2yE+pSmw/cvyRs/lDaYdy22/eZJZw0W82kufEV/dhLQD3EBeJGhWkEFcKheWNwl3OdzJLYMiAJa9gc1oTg7UcQ7hgvPDErpzLNQ/br/dJuSOWmWX0SY0MyJCWlNQkCNDQqi6lj4oK1rXtKqnWtOvPm4za2STucGlcBxQYD+ZwroVratj0sa1UGfHE4lfy4VCuKco4fudwiZfy3bV84ptlvudrbwKNOv8Ai+FW15C2k25WVXW0PWuTl8OY+6tf7ZEUxGbSP1HFrJAGWDtskPj7kXTtAI0MJa0f8ZCal/pGHFal3Tb9hNvaDwCoJcdLnEHPS0rpI/qOPICrFzjIeC8lyG13/BeJMB4wmwJdvfyvi6NHu7/DHIFhEqI26xcsQdu78213SImjyzBktIltsrWpsOpSVTpXbGbmGSyt2MbHIC+F5cYZmKNTXIQ5pxxLSFC8RjFEV99LJBNcSvL2kNlbpE0bkKOY7Tp6DU0ocMjVgYyzhN4v0m14twZw/OyO1TG75fMKkWiy2i+Wm6w3JcCwXLFo0m5/7C5KtzbKFSrahguJ+0kbiwqQaJ6ftg8vXM30tttdsy/Y5rpYFAcHtUMewF3hzsRXM0kq1ylurAULczutrGLie/uzYvURyaiWlpQvY8tb4kBXuvXMg94NqSZhmuS5Q3JwROQQePeQVNLkYk3ebRYHIcuPIaV37ZaxeY4iXe0yZLSY/wBtGegXW2vbkFpxQ2qs17dyTRGwgcLfcUWJWgtxwAAODmk4ENR7DgWmh1pYQwu+tkYZtv1jWWlwcE/U7T3gQMdRD2OGIIWhQzTObnZbU9inkbxGzIxRMyPbX8iwjaxabffIjIKJsaY649Bs+YGO9UOOi0y1ocAKF02nnu57rJFD9F5xsh9A54AkYpja5vFjlIZJyxjdihacqtO37fquBd+W7wm5a0uDJELywnIjDVHhh87RzFVU5xLKW87kPjrl73I1viMSbrJwxpxy1ct4/DhR/u5r8KzKMd7M7dCZ3Bblt7kwpSVFlQqQEdsU8B/uHlWf661arjH8tywDEnw1HitA4sGrM6TRWXdrVPpPM0TLZ7yGiQqYS5xRqvH+y4rhqIbydXxjHkLkqm2U3hFjyyKtlCEfv0GJI7sNlW5uLNedYcXOihYAWl7uPLA2JW3U9Q4d7jvWiO+jZMwjA/KU/wCIDUfWSeASpEm0G1cdDnNyTFcQE9ajoEHOmy+LXnFidxNs49za3Q8Anb2UYvNssmV/saY+4gJVamI0hUpzF7giu9EYqcjPbtqHEFOzrd860MYlhBaGgArig4EEZgcVxHM1XprCYOU4vc7BApx5p7AeuIphOTtRsjx9x+E41LTKeZfTJZ2Ev9l9tz4NtqcbDLyWqFxJ9D7EdBrtoMWpqHLLiK1avMcmh2Hp+HxofL/NYs+KcscgpLkXNhNttow6cy6pm9Wl9UdEB2DbZ7fyVCnd4sqafS6y83UbQDXoU5gR0pQOAz49g5rRDSXyw25/+zlp1DgceXMZqMqUj5B2VyyZ5GgPJYL0bFbIqc9DjCMtb77b8ht2XDSpTUd/tP0G3a2pASpIAr1b/L7S7bVx0iRy9MqlMkZK4yZNdkOxR+GNU7EfidxlhS0oW+y200O5u3LFXGO4ADopfxFCNSderBG6Nrg0lCQB+X5U1IrxqbkD6+vqrwZDlsKHGTbojocdYfU2+UkqLT/wSlCnPzuBlXwGpFa9IvdyaxggjPfBxT4LxSkQ2x1eK8KEROn510WCHMkttz3iHNzbgTGKypR3q7IUlK/jTcVJGmhHTVrBI5JnZIcOJ4YUuWWMNDB8yjHgEx/nViYVHhMyGS2mGuTbbgi9SNEylNNsvrRb40pSCqPHq8nupQqiipANNOi1jGwO/SrTrPHAHug8scai373NYuOl3dHDFFJHNOeVVDZ2i/a4z7rqim5WxEl9anUhTsq8S8nyJ9cpJUe4uQJyFaCqPXqpwMPgMccnsUqeL3SSFeaqOoozMWmZ7Bk15HqaGN+IPbXa6wXiwwgBLMFlpQBUA2S222SjcPVTlKUOv49OlqgAYNApIdoV2b3fCpJa1Ml959KlRGdoUwVO7nYiV12xjIW0FO7PZRAKgKmhPTtodDtT3Ypnl/Km51DAAFK5ViGVgS39z7jyX85tCnlLc/8AqHGojTbbqAQrvtLKqkUBTT39QzrOsgkkG4YpXPAe2kyN1NyH+w71KcunSvZxZcno/O+QSEltxpvEpsEtGQ0yXmly4LB7QeWhbnb9VBIJSDXbQdRtpkP/AMmnco0NtnDNF7zefrVK3fx//m6wFf8AdBy4hT6cOtPb/hpvoY89U4+2U9nIuOpbSUN7g0hcGa086lBP5y2kmpNSfXry1/m7G65+2ls0J4Y3Ni9NUTh70Q0R8vNM1i+THuyMJ9pH41uC5/M7cdFtbNEtoKPjSiSAAT/p/wC7r5P73LoDbZvytahq0tIRxdxGFUV2w26AASkGtRX1+hr+Ua/36qQYkmKpTDggTnWehKAaSCVAmpp9NdR/b/U9FbYI1OZpLRidXCpPbHKAhKRX/mIIA1JSKH/7/Rm1AaQma1mbkbl1rOJdo7RQ+IA3KBFT6kEfUU/49Egi9KdEahVxrFX57dEcSlP+KhXaaketCPah/v1GvSPBIGdJcCwk8xSjPKBhTdzedU3/AM6k0UaaqVuUmhAC3B6Vr6a9VSMDU5c0rcKfLkEqg+JL8Yl8ZS4A2VKKUmppuCtxSABQ6f1Fehe4RiRijA4p/GpmjUrSRlh200nFL05dMdci0SKMndRVd6e37EgUUQaj+vUOzcsZBzbUN/BONKy8hIJg5VKkIFUIkFSVD4JUDQmpGmqq1H4fiOi1g0GIsPJf5U/ARpAyKpUm4ky0JjoYWsKSUEU36rIAUATUfBIH+n49AN0tvCuy1gxGPQ9B2cayWIuaHjM/hVnZJHRdWVOLbC23BtKTT46f4aBOooAo+o16TZyOjGlcVXpzphrQ13fyoRsl4Kt8/l3jnN0R2jJsc6+KecLXySibil+t7YSQmpcKpW0g6eh66JYeb7q38t322B+FxFG0he73Zo3YDn3UTNMeFKVDqCmM4H+ocfYU9WXGn2XNhN9xV1G1KiuOraKA1ASRTX0ANR1yLV9RY6uIFSRrD9A+Vx93Gk08/Yr9jc5pSgo+S/l/+MogEeylVIodek7POI7lG4g4leeRFPscCjCMQAKDNQ/UdZUCkpVQDQggGlVU9T6V9COuhg90PGINYRhjX8bUWlgrUoKKzRQFR6CgIpWgH9utuAe3ujBKwVc3HEpK4sxjuhFHW1JIXoCVEpUNtDtoKH6euvVO8wRFk7JEUp19FrbnhoUjI8cV9OFHFiF8XeODMhx1p5T0hCLrH2EhaiVIWaKP5alJGg0NaDqPsc8EG5QiZGNEoJPAAnP30OvfncRjkfZxrTB8m8Pu2K8x5xAu8ZTa3Lq/MikpNHozylAFKVpCgUUp/wDe6+9n2Y3Wy3r7Z7XcWJVsMPgvHJ7OfQghw7ai36umbOCDFJG1COYCHqCDQ4MhAcoU/IVCddNPUqTUCqhrUew66cvDCh4iDX61cvI9iV6Z0gIjKoAnQKBIIrs0opVfykHT6npMvdYXUhkp8TQ5CpwThUQLhO4EAEblmpCiCR6qHp8669CkVU7f41KDUAdmVy9OVda3wlJWspNQB7+p/wAz60oPrp0hS1VQ05qL36Bh/Co/JXuXQVBrqRSpJoNRX0r/AFr0y4qSaktGOGdXx455orE83abU8WhKU2psE0G4OArSa6bCK19z9adcc+8ex/3fYmTxj91isJ4AHEFeHHE4JTrmyFjv6kJHU8QelPBxfOBMhRnG3RRxIUVJNdFI12im0g19TppTr52b35fdb3LmyNRy4jrz7CMk4Y1geXtBQhB6IlWjZbu46pBD6xVAodFBRANUlOgBqNR6Dqrz2Ra493BfT+dLCZ8KYh4fYwb7kC7y+FFqMlNEqqU6epSTTdU/6065b51c6JzbWEhrNOOGOOVNvehLB7fjTDctzWJaaxUOJ+KVI2pWj0QnUAeuv09dD1z+KFkh7yBvX8K3GAinLjQrZhyAx3ll3esUqkgbk66jcBXdodfYn8ejdpGD/tnLBOHtqaxqEte05cOH8arZrkBMhwIYbUpPqFK+SAAqpASqpSPj/poOiscZJQoPf2028NaFCkAdlXVh09m6Re2tJqoFP6pBNSK/Ldpp6fX36yX9o6AhWmmkOaSMgfXX252LJfI8jvoQkuthSN51JqkgmtCCPc6H8OiW3yYBxUocUC+gpS4IqGrP5TzuyWzB1SRIjvSUx9qlBxCi2soBASqoBJrQUr13byV9qfMvnvc4tt2+GQRv099OBNQpryOGJxeQAM8fh+ZpW9/5eukyVJYYWtLZUEtlRUhtSd1K+5UtsnWvqTp19Dft3/i/5Y8sxxXO8AT3rQpGGfFShAXpwwzqs3G+SyKIRgcifilRW3TLlfFyGnnFKKnNxU6slFVJpVlpSdqSUn4/iOvUu37faWETbeyjZFC1oaA0AI0ZDmfXVauptZV51cT1/h2VMLXBTbyltbhdUqqqUCnAAQdyir0INaitQeiwAAThUSSXxCowqcB1chpPeAbbTRSUIIVWp91H/qKUk/h9Otgew00Dpyr0ptbEpn4iqkjQJAUlWlQCPzkoV6en0624Jh6YViuaUyrvst9/bnHrXMFUhR2bU1XuKUpKTtomgSNaUBPTsMgZgcjTgbhqblV9YZDi3NO+Q42EmtEmiimtaKKSBuSkH29aVPU1jQ4FaZkcgw4mgh/kf8WMVc4ulcsQbB95liGy82uDGKpwd7ZQwxH2NgbZbSSpSlakVp7dDL9sTY/GQ+KyRoCZaVVygZhM+VH9ivZhcixlLRYuUvLigVO7icBjlxxTKtaa+XNyHFuUuWywwqBBXtilSkOrDDSlfbq0Lie4U0JGo99elyua4F+GhME4jgnbR4gsOkrqXso+cr8LcOw7h88r2fMedpFok3y64Fbchu3GXHkXj+bylZeMMe5NvEFyVDz53L4PH0pq7y7Tb72Iby13O3LbdaSVUGnbZDbOMbZXEasiz3qvEZDinrMX+4MfH3WAyEIgcEDkVCuJaMFe1QFQ4ggZPkTwGfsPEiucLFm/KKsEVf8AHMfxjJsz4ix3H7TlEO832LarlcFSLNyjfr5aJ1ot7z1wjRZVsCZTcctOPMKUk9Kn2cOj8Zs2LWr8hHd1AHpgSO2kf3B7n6HQp3tK6mnHsB1DniMqHLkTx6xnj3ia4cl2rk7Lcpn3bH7TmGM2e+8OXjCIWR8WT+RbzxZcsshZW7l9+tbVzsOd2fsS7YuMlxLT6FdxNUgon26G2tHTNkMjw1pQtLTpcvPulCMwScsAtSG3AfIxitJeUCdDpUhcMcETEqRgDS/OUWgZDT6DpdLVAkNmpKULih1k0UoBSlJ0oofTXqlb41Zlbm+MJ6lo/t4ae6eBK+n4VM8muKrxAx26uqIduuMWWS6k11e+2+0kLqQAauRia6+vSryQyeHKcPEia4+xD8KTA0ue9gRWvI9lRy2ANKjgOAobkoKkn/NKlHUe4oFGhHv7dMMc1vHjSnsB7etYnLhtnOO1Kg43HoFBQAFAlRKSAVV2n199eo10pmJGZAqVZFojQopdWItiZFpvKrnbZkq2z4ZbMKXCfdjyEtrGrTqmVp7rRBoUnrIwYZPGjJbIiKCQU5FM6UWsuGFsqeGDkceOanKip4n8gOROPMituZYzelY/m1hi3a22fMLBbbFGnLtuSY3ecYvNvye2uQmomUQ5dvvrxQiQFlCqUPt0VFx9Xbut7kN0ompjWtcRmjiE1YgdaE3Nsxswc1XNBXS4nMLkmWC8e3lVe3lFxyS8xLhAl40idZ8Qx3FbTY3HZdjAtGG2Nu2wUMPXMOR3LhMEf7hxJeG99awmgoOhdxZOklLoixUwBOlUzRcF5D1Cp8Nx3dMilwGZxwGQ6nmeNE54lfx/8l+W2J5PkWE5xx1Zb7xw9Abv+K52u5Wlbjc2NMuMS5WS6Whi6W64w1/ar76nO24h/RQpQ9ecvvX/AJH+T/8AHvc9psvPm07xdQbxFNLbzWJglYPp3NbKyWN72PY4FwLMw9qkHBKkR6rmWSCFwD4g0uVQCHqiICpGkgjBMOdOx8Sf/T14lcYsrkXy85dTmcFmwM5bH4e4XcuFlg3CC9MEQt5hyJdI7dzVCCZCaxrVHa3itXk9DPs3/lP5W+9n3Eb5R2TaLyz2eWykmjuLuSPxZZQhbH9PFqDGFod88hJOYSoW6Ou7CzMzHhGkKGriCUPeIwzB7rVX9Qp4ln464843s1pxfDMTulnsmPWa14tiONWSSlNus1lt0dEO1QIKJi1yftoUZsD5uKcXQkmpr16rkvZm3ngOkOonNw92AVTwp2K1ZJt/1ZYCA3gcR1x5cePrNRbJudFcOSWXORLSbdZpbqIUeVKaSh9TjgSYyH61SrdoQrdQVoer7Y3NlDbCSV6PdgTyPL+Ncw3WC8uLkxxsyUhvMcwefOtYn+Wbl+NzP5i5zfUuJTaMaxvDsGsRKkKQYNks6HXHVKB0Q5OnuE0JoaU6JzeB9BbiHCIxufjxL3Ek9mXsqfskU0PiPk/3nuCpwa1oDR2jHLDGlMXZ5D7TrakpccaZLDTiUKaBSpO1Hc2D9Rv23eopXqsXbgWln6kKH86tcIcTgmlcar3vSbchRUpLjVFomR1oq240NHEqSr4PNlOhoPxHQUPfDgSCOI5jjU0ABAvfX07KiN7jssLTcreT+2PqS0tLiu5It8heqY76qasug/pOH1/L6joZdxiMi4h/2SUxxLTyPQ/pPqojDKXAMf8A7ie2sdZwJN6s8dYK2hcm5K206qUmPV7tpUClRKlJpofT36TYMbLfwNdi0ygkdmP4UqdoML1GJaQtG3x3OCN6XZkb9d9T7zkiJJeRGbaa7sl59w1aYaisIKl+gQlBJPXYdrn77g4gAuUkglBmvJAAp7KplwolDAMxl+ITL151a1mlwsjYcvsp2bMg3mU3IsAhvzrIwxZ4zS2Yr4itP1U5dyPuFOKFQFoGg6LwStu2G4LnOie5WaSWgMGAKLm75l6iozo5WnTgunFRyzA/Kuy6xsbjJfD7d8S9IZKY7H+4bkptLjgAUtTipO9bdfWn0+nTdzHbtBMniKQnzu/P21qIvcRi3A44JhywqoZcK1NuRmj+/GUlL9Us3Wct15RV8VoBfKEBKNABTdWvr1W3sgY4NPiascnFTUhSiDKps1izUnGpcybFui20bkyEzL9c1DsJdYYTvid5LMkOuOirawQo+unRWOxD7YvmD/W92WHAZ48DTEkxCafmyyC+nGoZzK6lXJWJWdlpRatMCZJQ8aK2KFqkrcSn/HcmqQDTStPanQzzM8ndYYAMGM9ndK/hT+16nQGVxxUr7U/CsazkjeO4zC3Q4kd65vXUyEmOhx15EOUIbLSnNm5pliMhO0p2fNR9+h7LpljZNGlrXPLlwBJQoAegGSJjUnRJLMdOLAnq9DU1weJGlWxF6h25qOqKjurkKbCYzciSVLWtS1kpDia/FXqD0Y2q2ZLbfUxsTSMTwU9tRrqR2MbioPXgKq7IES37Zlzxkh+P+92qStxh6qXGW0Opo6pJJ3B1Wif/AH9ApWOLJXgq0SNPxqbHpJaOKVL+VUrcchwWUsx4ci3kzHWh3R3H2F7nFstkuLCW1VIFfWvUzfAWAQhNJYp7SKTatWQErgT78qY94K5yhvxEvuAWm+MX++YDn86/ZDCi2YNZMMbz6x2VVuye1W+UiNdcom44uwyLY7McfU2zBUY8VXcIb69K/wCNe4Wn/wATvdpuP3HxXgdKjXaiJY1hdI75jF3HRAgEhw0gjCuc+f7R397gvA0MD7cNa4nukxuOphGLWrqD+GA1OGC0MmUYx5B8t55f8bxaxXq0N2gQp95zDKIgZxy0Wa+y/srO9aWG31ysku1zKNEaPoQkB0KIG7iu++Tfur5085XtsbaR95DL+5PK4R2sUcgJi0PcQHgxAEBjS5rG98AgirNZ7t5Y2bbmSzzMfI4AeFG5ZXObnq/oa05E90rhU7s3g3DxqArI+Sc4uWYzGpSl3GFdIkm4WC2w4s77ObkjtvtEiJBucG1KSpbUZx0uOKb2pbNSU23af8dJ9X/5w7tE6RB3Gsc9ocURSrA5oBUIo6UPuvuAC4xbbZ6Y9KtdrDHPcQugagS1zsO8QgVVwxHzkuLCwnIMsxaVIsjjdmeXBau1mQ1GsU5uL2pLdyZPajrbZdaUnckpBbUSlR0r1w3zDZjZtyvNllMZktp3xFzAjHFjk1cEBRceaLVv26R16yK6ia8B4DtLsXDUMjmp7O0VBeP42IZzmVnVk2RXDErdNfYRFk2zHW8muj0V5Ch+4ToEy5WaDaLNLS0pLb0h9TryDubZIoogLURXMo8V+hUQadS9uIRp4E4ngKIz+PbxkxsDnNVVdpA7Ch1OHEABOa16M8sMywZExY5F6g5XdcetNym8a5xbXX0rzzAkPOXB3Fr3HbU3J/3RYggfoB0KK2VpZfU28k9FyJrgtjlcH39vG4wyNJDpoQdRjccCZGD5Aq91wDu8KHQCKBxkjaWWs7x4sbsWslRBI3MBrsnFEIIVqg1mmc/b8gsPatOTTbcjNMWZumSN5wHY7yrhHiMKF9v82E8mOxOvOPxW2WpTjS2WrtASA8n7iO06uz2O/SeaLIWd29ovoGuk8Ufqa3F0hGA1RgAPQgSNGKPaCRUu0xeX7x1xahws5S0CI/oPBrHfMGvza0g+E9S06XECR8d+S8S/3R7HmcOcvVYS7NjdgybJbhdZfKdrRGRHl2CTfLrElUzG7sh+Ta7VcGpdjfWsQYoiPpj95/b/AD6I3PhlhNxZYtDZDqMrMiHKEJcFLWuBYMGgtIUj908rOEQnE3gPDtTnMGlsTlUO0g/KqB8jS2T9btYVKKzy28VX+XMz7xxiZbhzuPtqv+ScY3ycF3vHEWx4PTcq47uMAMzm4mPSWt9xtm4y7ckGQwe0h1pkHuUGzajvXk90sUcYD5Lck64QEJkgeDqLGnGSNS6Md5pLQ5oL2cm5xgbT5mEckco0snA7shdh4crcWq4fK/5X/K4BxBdUObT/APcDT/I9oEb7qYtlXINvi9hplN3mrQlGa2sRUNsM2/I5C/8AvmkJCI1wVvp2307azubnSNO82aEOcPqGKEa9xwmYR+iQ/MBgyTHJ4o5t0LogNsuXamt/2XEIdIw8Nw4uYndObm54tK91nvDUyFHdjyXFqYSnuMtlLL7K+4HFGrKkPd3elO1xP+QrUEdSLW88SNr2lUzGC8io9FqNc2hZK6NwTHA9nEH302Dw98q8gekSMLvcxm4XqBCTKRjU99q2uZhj6FobkzsbnO//AGfHv9pbXvlsL2GQlIcQVVUBEmb9K4mNTC7ME/KTwHTlyy5UMuLJsrQQdLGnAgZHrxxKn20YnNz8Miy32wPPfqZHhsO643OjuW+4txp01iO+i5WtSlFci2vTErLiC62ACpK6HpmcMcwOYeOIqFZvkcTDK0YByOBUHsPUflSzufa5NnGYXi3tl5VxzvJrUxc0MTZq3LRgLNvxC2ssx7fvV9un9vfcLjlAe8NpNCOrd5caXQyxN/qGQcTlicOmHQCnZXNgjja46UYuJAQuK8cKoxyyTXktSo8ZZSwy6824zY3U7lR4r6lKlLkSEJYQFIopw0GtdKEdH5LZ7hrYCgBP+2eAOZJ5gBeq02JYw5HOGolMXhcxkmJwyGPKonJxeOxIYuU67wYH3MoRWnJsiypclzmFANPi3onSJoJQ4oKAYcHwBFTXoe+yZG8TTSBhJQatGJHTUTz/AEnEVIErpGlsbXOaMcA7AHmUA4ZqM6nFktltuA7TNrumUOxEOOSFz5cq3YwxHadb7biJy12C2/bOPDatIDjtUlSQei9vFDKR4bJJkGTi5sYH/F3G48RieNQpnPgAJfHG0kAAI55XoA52Ax4DnUlvKLnaIj0B64WiyOxoM8x8XxbHES45kTYynG13G4pMGApsqkbkLcdkOgqqDtG3qTOblkZZqijRrv22M1YkEAk4NTHDEmozTHPPrYxz2lwWR7kCDPS3vO4YgBoqtm8eU+nKlRWgY2O3i1WGC2pSAS3Cw+BbfuGgQUONokvFOoHyOvtSv/SFxm0N/bie1jcf6Yg1RzQ51P8AHDfADiskjHOdnm6VzvgPZXubtDaY6gqSVqcQkONpWCt5STsaQypwgdzdrRVBpT26cFsNOZJ+PJFrPqCoKI1c+XWv5bnGfvJ5U6UNxUIiJS4pGxxYQe4458SlDiSQDoNtKdMsdHreuGnDtPp66flc/Q0DEEr16VgmHVd+wqLS0/c5pCdC1AjudqfDgJJ2KoEbhtFRUnQa9R42qYnc7hnr7wH8KW5HNkx+WBy9FaXVWq579i5YN2htN/ewHp5YQ4O8lam4LrqtyVJCQpxLZFNNpI6qt1I+08xeLGB4jCSOOKce38aNW4+o2P6Z/wDtuGPrP8jWzp/AXxH/AOZHkZmXkiVvosmEYjHsFmCQExheMiQifd0KOqSuNEjoQfoV/j15I/zS84W48v7X5XgIM93L9W//AEsYPDYOiuLz1DakbNZyWW2+BImuSbT10xYl3YXOAB5BOdbSWW3T7y4SFggpClVBrQ7TqQAK+p1+vXy/3CU3Nw9/M0XQNqv23Bscd7gStblQlVBUV0UNDWn09T0Na0kFwzJqPqC44DpWTMgNBABCgfkSDQVJNfSoTUGnU6MkYdKzPCphaUkRku1J3n09AAfqToRr69F4CA1aVpxBbmRWaZBWogpSSfTd/wAf/wAGo6IMxC1IBRqkJWCvbpTGeSCQAD8f86EH5VGtOot2f2+mVIlJDaVB5USQJTiElAWoqAIJ9gRQkVHyr616rMQ/eKcSnvptiBOZBoGcLyFEPIohdWpBbkbDvKtgJJHor/JR0qNK9SL/AGx5tn6E1Jh6jl/Gpi624FHU2LjK/tzLehLTidq46UpOqalQqRQjUpV619vTqnM8SCVzHJjTLmtyxIBoTvJOwPuyX5bbeit+9YSFaKFKAflJSdeim3TMZK1rynp+FJYrScMAaE/Eri7aJBaS4WRuOzcVrUaK1IWfypBB6mblbNm/cXvc/TnTznEtTnRW4hlMS6sGI8+z8lNkJV/gUEDVKjqFLHsaV6ql1FPb99wwcUB7P4cajkFoXFKnj1pbVIiSdn6janXKf/MNWHGtHaj4VVT3H406S2ZwY4YIQMOGfEemNJWmHYLNE21lgkqTsBB3/wD4u0V0KVE/26r+yT+JE+F2WJ/hU2XUQoOR4daBTymwxSDKmNNfJtTjiQW9fnWp0BqR9dR0iFxt7kBO6vtU86cUMcHL3lGHKlH30LiTJCVFQUHK0AKd1alRJru02mlPY9dXsC2aFpACJTulCW8BXiZc7qQe4rcaqWd1CpJHqk6pBTT09KdPvboOWHCk5VlbXejbHZLSXlJ1R8UqpTaKb1JBBKBSpP4adRLux+qYx5aDn6dtY9uoDktHJ4+ZbHdjKiOyQtEqS5HeCFpIdckJTWnqFbRrXUp65Zv1vNYbkC1WxvaAnwPaDTb9L115gAD1Zj2UnL+XDgpVgvtu5GgxKR1SlRZ5bbFBHmVLTq3RtFGnQKeta+vX1F/wY+4z9wtLnyXfn99zPEjJJxfH8zQDh3mYhOVCbhjJLWQhPEgIe0cdJKH/AIkGfZSIXGu2+rcNNQQrQ7d/5tPqn1/EdfQ7jUMHU3HIivTOZWqEVDTaADQ7ifj60FAamg+vSZifDNR2W4bKpxaPj1qBg+tTWmhO7U1qPatT/wCHQZriMKKOaETgnp6CvNIXuKqfAFXbVTTajaPoKKr7k+p605y41pjA0pxNYh73IUDQpAFTUAeoqfUj1H9emJDggp0EhwIzr4iz3rfNYnx1qD0Z5LqSDQp2kAoP+Sdw6gXtrDf2slnchYZGoenI+qpvT0603Pxr5PtWU22Bbpc5DL7TbbYW48DsJoChxHqltIOhpUDrxL9zfJd9tt7KGR6vDxKY628Czn+WdRC7wnua1TEFx5HgPZTRsMwxVzZjuxZLclCwne4y62sL1FabCoEUI+v09evNG6kW0hEjSCDioTAjrWmTahgmmmz+J2OpsNkW2s7HlhepSAQ4oVABIoARp1w3zWtxdl47zAmX6RSHvDng8MQtW7l2Cy7pKXMSorHcJA1JSkmtCPbdX2P9OqSYZS4mMBwJHqp6KXQNJw/jVD5ti9vgxlOSErSUJqr4p+FFH1WCndtOmulT+HRSwEzZQx36uGZ7KleK8jE4fhVByp9hte+SpLQLdQN69qT6UI9BuSNa9XTbPLXmDeLhtvtdpLLM7IAEp20w+VPmIDa/lj5Zbt8lYiJBSEkp7iyhCd6qJVUk1UCK666/Tr0P5Y/xX8+eYQwyNLQ5q4AoCikasi4dqKooNd7nDCMSnxqtc25KyCZPccROQ23uCklHdCTVVFJCk0JIHpUj169lfbf/ABN8r+XLNku/NdNfOGLe6dPaoQlVUhcEGGNB37895SHnma86srvWRWdcJ6Y5IjslIS2kqLO7aNzji6/Lta1oadesvLPlHy/5YtxHs1rHDIWhpcB3kHBTkOKCq/dXMs0n7p7pK9tUqWTHuyy85+oHqJDmqQKipSkVqnaqgr7nSvVkAxpYIcz/AEmrDgpdCmuyjY2aJK/V1CAsEHdUAhOgHqdepjWaSpzqAdDWo7P0SpkwFtLStSgKn1IqramqvluIJUaih9Ka9OgBFNRQCcqkq3FpjbkkBygKWiCKp3Gi1KJospUafUdKCAHGlN+YdtdUC4OnewgFSt21Wu0Gqtu9sCqv1D6+tP69IRXJT0gCLwWsi3bS68X1na4g7qKWUFZFFFFSSCoHWhIB1HS9AUGkCRBpFXZhlrnPriyW1ORYbCwsiiu5ICDRXbbVQ7CD+ZXr7A9SoygWtNy61bvkRfrZK4AyH7uMxKDNuecYakUS13bawsMNNuEjdvdUPQ7hT+3Ui0tnzTO0ZlvbnxrUcgbNGvGTFeQ4Ecq0qs8xG9Rcpvzd7YpHly502O862W2nEPuLdcY2L2gFkL2kH216hXFjcWr/AKe5YRmhTAjp2KhFXtt1BfH6q0cC0oerSiIRzw7CMqvDIfNbk7KfHWD43y8cwyXJjYxD4xufM0cXyTylfuFbJcpV6sHFcu2JlLw6BGs91nPFV9YYReJMVZadWf8AqdaudzkuoHWj2tL3Boc8E6jpwUAYNcQgLl4KACahQbXFb3Quw5yBdLNIQDlqXFgKkN0gqQNRAruy7yz5BzfhyLw/ccPah3aRabXjeYcoQr7krN6yrFbEuA9Ag2vB5tyb4+wTJ7s9aYf+5MjtkY3nJmYEdl5bDYdDr77+SSHwmxyAlga7vdwgElWtKBpJKuQ4nLhWM2+JsmsFrgHOIVo146cDIquRECjEZk4rzmjzC5A5V4ctHC8zjnjvEmI/7Y3nOc2pQReM1ttikNXay2a22hmF+18dY9PydH79kUOA9KTf78lMpwshPaMfcNyuLiD6Xw2sYUDnFwKpiAAndBOLgpxwGC1u229lu8P8VzzqXEBuPAkr3nAEhQG6j3ipApf3KIhuxLO4xPhy34sJ6HIajOBbrKULaUhRZCl9tDqlKA1qQPQdU7eAwtY5pBe1paQDiOXZR/bhIJHBCASoJ41jpcxTmKcfxxtCxi+x0670hq9XH7dH1CVt6g+hqR1AnlLrS1YB3vAx9T3JRCAAXcvJa+GNwZccSEgootKU1qNUGq//AISfQg16aHOsmUSIuPHty+FefJqSO27UltMTctW4U3JWSEk6lAoqpJ9uk3IC6gcEpi3aHO0HArXgLTinmXkIS8lDDDTyC4GHHHAncH0kpWglaD6Gg/HpJVyEYgZ0+XFsZj4FU7FqRQostbLshmFcU9uil9qOZKAvVQSpcZSlIbUBqqlEjXqTFG4t1NaUHIflUVxATUiei+qu6LMSX31SD2pbyURtpStsNKdHye2KO6u1NPSlTXpuSRTpdg6lrgGjFB7u2thX+E7ixVxkci53BmXNy5Zo4rh6JbkJZ/Z41mhiHf75kMpVN/3UQVQFU7aWdxJBPXy8/wC4f5nl3PefLH2tihiFvbNdusk+Pi6p9du2FvBsQjY6R3Fz04CpFk1JpbpFcQ2MdQEeSewn1YnjW0NwrnFqvufZXjVpfYl2ZWC3nCLElD6Nl2/aY/baMV0gIU9ImsAggakVHXDP8fd6PlX7o7FuMJ0AXsMfUNLmhE/V3VCccaRe/wDUwzRHFro3NHVAo9a4rVs8O+O71yvFqzK/w3RJMVp1pCn3Q3GCjUpS2XFpSpCiUkFJUSPUDTr7V3m1wjfH7jHIS4PKdi4AY5Jjktbt99L9lbt0kQDHMBzz6qBifhUo8oPDDG/JZux4neFpatxuts7hadMVae3JZJUFtlpxvcUCprQgUPR62ubdsD23Qc9hCoCmIqrXLbp93G+BzI3N6YKcOPbWgF5OrsN75u5gm2tLLWNt8jZnabC4/Ioo2bHsgn47bVNuuq7j6HxalOBSq7gQRp10x9q23sobV6AthbmclxTHktDbOR0yXLCe89y8zimI6otCJdIcZqOlbV1XIjuPJCj9oEqigbitJfBSHWFK9iNwp9KdALmKNjVa/Uwnll6+Io1EuJc1CKrq5wCXFojSGJiVDcmOlXbdRu9Qht1Q2mnsD6HoBPbHxCGODhy4j21NbKqagQMl4LUDn2q4WdT7zUR+bZpTKhcoBFXkNH/qEpFVOJb/ADocQPgsdDJ7eWBXhpdbuadQPpwzB4Gp0UkMpxckjTgRz5dvSvrjSLZoGYO5HfJ61Ynh9lmZM/LQ0lx+cFEQLPZ0NLIbRdJ9yfDISrQKSVUoD1mwRWsO7Ov755O2W0DpVH6v0sYn9TnKE50u/dNJbeDAguZHBoB5Zk9iVdONZdm/NN5Xi8O1WjB+MlLL2TxsfghqfOs7NHnbNccgcKp82VdyEokIZLLZSs7ht+JtFnfbp5pvDYQxR2myZyhgOsxr8jpMyX4Nc1qBFxShc0VptzDKCZLvgpwB5gdOBPGi3juMQWiEIRHZaaSphhpNG4sYJCERmkD4NsstgJSABoB10YaIWaWgNYMgMgOAHYMKASO1uz1emfp66r3IZriHXbjI3iOTsjlRSApW0Abak1+B0HpXoPeTO8TxXL4a4U5ExzXOX06eqvDj1vXeZglrcCipQLTmiVANqKRtppQ0oR+Y0qOo9rB9TN4hOVZK8RqvzDhVxX2NHj2ZiBEdfdVIl2diQ+pLhbS4/cIpUhpvcC4spR8lEEgGvVjuGsZEGMUk6QT2kZVCZJI8l0ga3DIZ55nlVO57jUiZm2SZZMLrMC12dy2RV7SWQ9dFQo+9lVUh5be80A0AOvp1W93tJH30188HwWM0g8Fcgw5/CicDy2ERAYHHqvD+NQCVeY7NttLUWP3XW1TUVfG5ttL8xa+6EuoWVBxPyKqgkmgFB0HklYY2MaCoXHtPpjUhsZcVd7B/CrHiuyJGA1kUjwI80AtGiI89akKUe6GFIUtqqRsHqATrXo1DK/8As4D1EDX+orz5jlUaRgExTFx45n2ei1RLxiCyZg7EtDluZivWX9JMyU62hxx10PKZqstdtaR8QqoANOqsx0ZinEcZY0ObgpIXHEfxqc50gczW4OJXhj66tjmNCLeI02TBTbZEq2sMRoX3Cn3WIxaHyWNx7SXQd2u4ipH06MeYiyNrZXANeWhoAK4UmyOqRB8uf4L6qI/+NfJ2G+eMd4pvd0lR7XzZx9kWGQFM2iFeYrN9tcD/AHbZLfkbcp6DOXbFCwy32E254S2JhaWNdDdPsp5if5d842sUhBtb21khQvLCZA3xIWh4CKXsKB4LDqIcirVd862jrvZZJYmPfcW00ciNQDSuh7uaBrlKY4FAacgtX7Q3Zo9utdmMuPCjca5ZjmFR5VzGUWlxtS5yMsmw49vm2VqHbIkS4tTghudMbTHcQI/bcWfb+5JebaNDpPDJMsbpNP7bigRjQS1xJ1NLQdDO8CXYCuITNdBduaXNYS4kOKBcVUFy6tRwQhBivClg+UPNjPHN1urV0uLbs5uZITa2Yt8du+KXuDdbS0wl1qM664wu9b6/uKE72xMUvtpNe8fPf3Q+5cXknbG2dswHfZgQwPCNYxzSDInzKp0taUQJzrqPlbZP7i5kjGk2xAUadMgIK8lDOWIJanDCg0xHjPkblmyzM2u+MXTH7HCdk3tN+nW2ZOdftbbJVGg2y1SUm2sS5C21ONSp5/U7YRHZXsJ68p7T5d8x+abebdLW0uJLaNr5pJdJd3GhXFDgUz1FSnygotdCub/b9qmFsJmOlKN0hANR5kd5EwRva5wyr7u7ltsDllhwIoYg/crTNff/AFp8xMuPVd0uE1xIdek1V3AqoCEJAAAAHQ2XwYQxkA7iKTmSv6ieJ49lLGs6jIVJwHABOAHopqn+V8P5MwZjBL5lGG5RZMLyT9wumHZpcITybDkExPbDUe03hlbkUT0woqn+wpbcntgKLe3qJMy6spovqGSNjkaXMccASDhpPNFOGOGVSIX215HIIXsfcRkNc0FS3oR2pzHKqPtE16Njt0dSsCXmU9yDIktObZH+17JIadmRHAhDZS1er4Gg5U0eZiFChQmsKyley1lI+e5eWkjPwmEFw/53ovNrU51MuXF10xp/24GByf8A4x2AP/I1ewuBrsUiMtlRdUtPbAW1sUptSVpUhTbjLrSkuNONuJBSpBCkqSCCCAepTdAapJBHp6qZBOQzPv7V/GpxNyy63GVYuXLbcgxnMa9KsuXSmGlNybjkcCF9xb87fbqmM/IyO0pMe67f05M5lTi0/wDdOpMqC4lidHu1m8NlbJocAEAeBq1plpkbg4Du6gQneNNGKJzJNsuGk2xZqZj+klDGuY0nFpz0kJ8oNdF/EGwuWzPMUhlq1ZMubb7tjiYbacXs96ej93J8HeZdU88/abxbnTMt4KhshPbAd8YbdXrG2zmX9m1rbSfU0xj5WOT9yEg/pc064/8A8WUVWUxYn6kHbpXON5E1rg4pqc0FGSg5FwI0v46gpHexgS4jdhvEOXaS8iwXhS7ljL7znddaYZfDMu0ypFP1p2PzD2HkkAuJDbh0c6Fhotrhpi1fSP70ROaAoWk8XRnuu5hCc6KyufJbOEg/dRH9oyI7cxWUGZ3uLlkLJrTPet16stxYnWqRFQw39hMhmjbjLDqHoyw8jclbbqXGnEKKVJIJ6VcX0kt0SDgMEyHI4daZhsmOtv3ANTszlh8cM8KYrx9512/L7faOM+Y4VrxaWzfbRc7FyHHkTGcNkTEuTEQP3Rh1ufeeNDvktVlQZMi0NPIP3MZtkFwNOumxvEUwHhAhHcDxBdy7RhhilCnbK9kpurVznNIKsKav+UhA4clAPJcqhXIkf9kt+K2hdwXMs1+yK93eyuOIP77NsEDJ7wt253owSIjMfIKNvKmQn1sT2XdzZW2Tttexz6IvCJKmVhKLiAp4ZNORK45ZUNnibJObhBq8MtU5AlECHAkYoCMM86omY+w8gxWrRaFMJkuqQBHSv/rNhp5LqlgqdQY/xWgkpPtrWpmWRsg0iNiA8l9vqpDdTXlzXO1duOBwTs51kcesrDKizFiRYjspTEYusRWG3XoqyA5qhIotLVSdRQHWvp09aWoaugBrnBFAGVM3cz3OGtxIGKEnP0yq2rXGNzelxZTzjMefKgMFxNVIZgtOvvSiWAEJH6LYShQUgJVrrUdWGJhmJjeSGuLR2AYnDsyyqDMdCOaA4tDk7SAAnWsLfbs5cVTI8VLaUyJ8ZKdxU0htoTorewEVVIQEUpX60Tr1EupnSFzWoFeE7FFPQs8NuK91hJ7dJOXb7qxE592O1PjBCVffXW6yg6htYS2i5XYtxyCFbXHm2bcKBVHNqtQfaHLIW6mEYPe84f6nYe5uHFKdiZ4r2klA1rU5lGgn1K7hXphJddWp1CCFoIZLaAFLWFUG9pZ0VuoSBpTrbFPeaKbkjLO67hXi7bSo1wcdbaCy6rurCFJbo2oGqRXYpIP5qa1Gpr1EfEC1zyBqz9PTtqSZEc1oJIAATt5npUNadacGFubDH++yqwTVkBT7C+9k1417iilRdcRASAkfEJ+XtqL8XvW6KGm5iPMFXu488Pxp4MP/AFBJUiF4HAjuN/OoHlKG4vI8CYShtD0x95baklJ7H7VN3mlChY2pNBr0A3aJ0m/sDc3vTtUFDROxdr2wtbmMB6iMO1a3wP4PuAv/ACH8A8Ju1wjPRsl5UErPboZCSiSn/cTn3URr5apSzbUsJCaUFOvkb/kL5vd5q+5G5XEcmvbrR4toBwDIVYo7Xa3LxJq23bRFci2aSRCxsf8Az/NJl/qch/4aY7dUKW6tSVpFUlJB9Sqh019/769ebnnEk8aZ41Enmlt9sD4gLUoU9qaE6/Kp/v03kMMqYcAHItfLM1tySlCapIO1VTVJH+J+On+nr79Y2Rpd3cErYa1FOB4Y51bVrIEdsVBH5tfYEUqAfrT09Oj9uhaDwzpKkHpWVaqoqNCKa0FdaAVP1ND0QYVx9DTwk4GoXkMnaiQka/BVffcRUU3D2Gvpoehl05AWjr6CskBcUGQpT/lKpS5q1BKQNyvc0AFSFKGiQKaH26D2YD5tJP6h8aREEeOjTQGWCM29fW3DqhToAUrcAQpVNg0Pr7H16MXsyRPIzTD+VPrpARVpjXHGQRLRChtd7aUNpKUn5AJ/KEg0qCR+UnUU659cNfLL4jESmySWaf1Y++ucoPM5LbZSkj4toSNwB9wrUihGxQ9PfpvQ5qE/MDw6Y55UoHSxfVQLTbO5ClLBokFSgmlfiCqtAEp3Gp/5vr0dE4lj1NRCKUUArthXh+z3OK4yVlClpQupCtgr+XdXXWqiBqB0zNa+PCWlMlHaKUxrXNINFWzlaHcNl3PcSYrCABvO5IdeYaJ3Vr2iV+la0PVZ8MeJo0leSY50xpdq6rR38U3qiW23FirgLYSVGg9gBWgJ2+34dUjaLjRKhOBP8KnShrHEjMhE6/wrr57xxN5sMlaUdwlhSVK1qABuSaiu0JI0+vR3cY2hzXN+Ygp8abY5Y3aj3j6CkX8oWNy1Xaa2Wx8X1pURTd77TRP5Uq+n06vOwXGuMMcUI4VJa8PaHgj19lVAzIWkrJAABSClzRIFKJSkVqan216tT4gUTPpSyKw8uYgTFNorucZDm8/E7x6A/wDwgj6H0+nU2GBxgDnZByUoHCr04qvMmxyFuIcWlCJkeSElakpTVG4kJ1Cd/vSgPp69UHzbaR3gaUGvSQvYfw9tNORzkOLatvzUw5nnXx6uqo8ZD85FkdCXEJ7q2noye4zubG4khYH4g9dF/wAcPOD/ACT9x7HcHS6YBK3WOYb3XMT9RLSvPDDGhgDIroCYAscrHYYAOBCnoD7ONahF9t8m3zXo8htTcqM+5GlMODatD0dwsutvVNa70Gg9evuqJIp2NubdwdbytD2Hm1wBafWDQ0xOhPgPwczAr09FrrCFLiOBKf8AEKIB1CRWnoPkK/T39etgAimy4B4b6euq5fbLbjoGg3EqAIokHXU+ivX29Cegr2FrzyBqYwqMcCKx7qk0KvluoR6VTQCntQqHUdx4VJjbhq9O2sOtIG4/mIPzANdSNAdKCg9vw6Q/HE0trWoMifT+dedSa6DTT8tDu3V119Ak9MZ0/WYsOTX3E5yJ1juDsJ5BC1IQo7F66bwKBWvv0L3TZ9u3iDwL+MO4Bwwc3sPLmMjS0a8EOQ0f/jx5ccnNXRu3PvNvNsFtKXG3XUqKASaUKgNxp/qa9ck3X7EeWNzkLo3kLijmjA9oXD/SiLQy7t2BuCNeDmMMOR501/jvz5z/ABwpbbiSdxAoQ4VpKCRVKT6/HaB6gn165/uH+KGxX8h0yxaDw06SO3BCvAcOdC5JAvdJD+YQk9MeFHJxj/IReb4G4VwtslTq6J30Q6kpUR8akDX1AHtTqnX3+EtrdO1WksZPPVpz58cOKr0qNJuTrXB4ehGHLDMZ5+6rezTlubllsUpth1CJABSVMlIClJJKqUqdv4eh6tXlP/CXZdrvG3G9SsexpBOlxe845DBATz/GojvMjfkZq1cFwHr40JV1nSUuPFbhWFqWpW/etSgon4JFR+UjT0qPXr1nsX2t8m7IxjbSzjWMDTgECBA4hMScySSFRMhUCe/uJiTqONRYT5jcgKQ2dhdBUt/5KUmoKFlvcEbQRVJGleujwWsVuwRxNayJoQNbgB2AZUNeNQLXElydp9dZmewLg0084pSkq1Ula9ooNFJQj4pCQoV+vUkAJgBTDHGJycPfWRsd2dgNOsRkbxsohSk0KwCEj4mgKUUG2pr6np5iZcDWThyqeXotReY04i4reeJW6XQ4pxRHyWdKKSmiRqdB+FOtuCGkBzgzRzqzLO4ypqOoUWsBKVJBFQVK+RUDTaEqGg16f1K1RmlMu1FTwrOSlpGwkggdvclJIKAEkFYCtUpVX8aj06xpJzFJbjgudeiNKdkoDaEhSUg++lD+VY9qqGtU66/XpSpW2lDjWdskeR90Kslx0mg0KQlJBBroNpKQCCSDX8elsIxJ9tOPPiIG1aQt7EBCZcshxf6ZLaEfpjQlGxCtHXEnQK1rWnqOs8QE9KbYAShqwLHkNvjsLm3iS1arM00e4p5amn1hv5FC3FlKWm1UOgoQD606W14QkHjWPOj5FJ6BTQTeRHl/i+aPyOKcRfQ5bm0iNKfbSlTSQFVQoKb3VSlfxV6H6e/V38s2LH3HiSkZkABSqceCNXjipwpi9jntIXTocsQeBPJwxcfUg5mlr+SnGbF74+lZBGtpuM6IyS2YnbaAkMtqW253SoJLUgpod1fp0d84bWJdllu4WF9xEC9B7z7Kb8sbq9u6Ns5XBsMxAxyUA6QvUlAtJwezzJIC3I0aw2qABvQ4zJVKn0cFQvfHirhxnF1Gtd27364E7eLpjkZDG0cirs+wtBrrcVpG9Q9+LShxAT8fwryHJeQLgkFN2+xYK1EIg263WxSQRQuIWYzryEpSfjRVae/SHbhuz292QMH+lrWp2Eg1oW9sw4BfWTWIfsd4vVUXK8PTltsudsS5kl5KDQulavklpxSj9fT+nUB9ve3WMspcQD8xJT8KeikZEVYwBpKnAV0LtERvjCPc0JJmOzHFhaSn4JjOKbcBIqoVSmpr7f69Kbbsbs4nGZcfdhT/AIuq8I41/Ht6WLKy4SoQses0cI3BXb3NLlKQlNTpukk+vr1AlBDmB+TI2hOXH8ad1hjXOHzuefT2fGshH3uRJCk6BaRTcAQrboseugCRWv49LU6NTaiveHS94khfdwrw3EBdsDhoVfbuMkD3FBRSzqaDbp7dNSFYw6nGyFshIRVX15Vjo0gqNUgpFK1So7khKdgCvc7vY/263GcxxrbyHuAVAPTKpHEnFltWx5aN1AQgqSCkfmSsJIUoj6Vp1IjeWHA92mHMa4o4HLtrMpd+6jpcmMsyUpdC2kuNhw6AhOxZ/WTUp9K006x5EgUgHH10oMDPlKdnp+FPJ/jV5bzXjzgPLsRx/txVZzmt4t9uurLSGrljuPyWrejKodmfSA8iVkc1KUvvLUpaGUbG6AmvzG/zM2Xa7v7uWm6nC6h2CBkwxSR3iSGHUuQZGoRqByq5TTlo6Q+I0n9tz8BxGA1IepA9mFPF8bMnvEDPeP7ZiEdy4yMOvNsveayo+52HjePRHO9LVPlbgiPIkLUloIUSt1ZIA9evJdpfy7XutvuVsQ10FwySNM1jcHEt/wBIRC7ILnTxiJVw4Y+nI1s1Y/Mt0qyRJ8INC2z4yblbn0pQgqizqym9oQEiiC4QPwHX3W2HcId92Gx3u3OqK7tIZgRx8RjXVX3yFriDwy7FqseT8sicd8e8r8nzZH/bcd8YchZtuUoJBVjeJXa5xWxVQSN8yO2mtfU/Xq3WFj9ZPBajOSVgIyUagvZgtAdxujbW9xdcWQvI7Qw6f/Mi8a/LkyC/Qb1dEzsjs7LVwvzv7rKlPOPb3Zl4Wu4yghe7Y0pp6UoITT0Gta9dD3G9t5bx7po9Ic7A45cMegQClbTavttuhje7U9sbVKIFDQFTqcaiV4ssBNqWIUiZFKFuLDzbyX2/U7VOpeTQgfhQAdCbu0idbkxuc08xjRWKZ3i6XhpHplQ73xqdEcU+HkTGUqqqQ1VEmqf/AJimAa7U/VJIHr6dUe7MscpdqDmjjxw4p+VGoWt0oAB05V127Ibi/wBuO1JZcdSsBtE3cn5Eknsy0qSptwCtEr+JBp1uC8mcQxQoyX8D+dJdCwKSO76LWPuE+TebZb8diMsRXshzGW5cER2eyp122NsQ7c1IA0UyyZLr4T6b1bjrTpm4kddQssmgB80/eACKWJpVOGJPvqRExzHOeSrGx93HnmfZhRz8fWKHjuNx2IDdEvJEZxpJ7bq4jKjuccWnUqmyQVrqa6J+nXXtmsorGwDIuOHUgf8A4RU1VL2cy3BcQMDhw9PzqXSKuvCM2Uob2JU6CSp1RSagJUkkEJHofr69TXo8pwI9dQtTlDhURzJlmdGYhuJcWtTrZRuNAdjqSpGm0gKGmo1r1Bvg1zQ0rqXD091SIQ5veGR9OxKta13CbaGW7jFjWlyHVlkQlW5CXYjaW0pU6xWinEtmpVQ0KtB0Xt5JIP3Iwzw0y0hRUUxeJ3NTu1cSfyrwX3IXLnNx5xt5hht7LbHHDDTKWgptBmyHlFupAU+lkVFKD061cTiaRhUd6RoTLmcutabCYoyMVRTxXoPzrBcjNTkWe4ylreYZkSLRCYaQqpoua24tRABClJSxoSPfqHvDX/QvcVQloAP/ABDH3VKtHg6WlMFJNVrardE/ZmJM7sx3HG9wdcWjetoOHZtQ4CalGhXqKnQdV2GCPwtciKcVPKpjtZejVz4V5c5v8V6123HLTPj2+M0nvSluKAQ+44gqWCtsqLmp9KApIPTe73UZt2WcDg1gxPI/nSreKXWZJm6mgqAPxqrpqGIWN5JHcvUG9SiqyuoUyjdRtbslKEsugI7SElNVEpJVp6DoAD4VrNqka9/cPXM+hqTIfEkbpYWALgvv9MKsHltf311jsw0jtotcZ5Tzq1yO5/2yAaqUCrYgpIAFKdFvMQ8adnh5CNVPZTdmQ1xeeoryYXlOYYNceOsnxR16x5DgV6xPNsFymCylx6z5Vj0uFerJcQAkrWlE+KlL7VQH2FrbOiyeodtcTwRwiMIY9DmuGYcEICjHHIpihIrJGsOuTVi4EOGORCHPDqORp783I53mjiLXLvF16PHnILD0WJz3YIl4suIwOPbze/vVY+9fLZEiXrIct47uz8UQ7FeHS3IdQ61BdQlbYCva3kLzhZbzsv0Vq+S2uWNCQOd40rCxC4uDmhmiRTI0NAD2jvJJqFcn3myMExuZ4/EZhiIw1riqARHUqpi8E90hQdKVW+H+GnA9rx7N+U85kzL/AHvG5ONS8q5G5JnKzDMMctGRW19d8uWKcPQ3rWtqw4vcIqn2bhBB7SQphbj5WlIibx9qPJVhvH923C0l3jfr10jzNePc+MEODtLESGFFRkZa52lUIDcGYvNu9XOjboJGW1lpIZDC3QHuGDS+VSXF+TgSBqIOkVDecc2xnFrRMsVnmNF6I/MZucJlN4/ZbvjU5Nzdx+4xrRcX12qOZC30y20pQ3OimYhxbiwhbSE+fd5g8t+T7iR7Y42TwmFkQDWkueA12hrAA4NaQC5vQoQtPeX7Se8vRLKCWAg6iitc1FBOY5YktJBARVpP+SZBfMvusSxYg0HHVpekO5ERtZcbYPblqtDq6tyIbASQ/MopskFLdRU9eDLuWdzxDBmmL+GH9HAjm4YcAtdnjZG1glmGrHBoOIXIu5DpnzrLXvLszwnhHM8Ek5lLyDGMunwHbtjF1nG42mTl0OUhzF7xjdveJXBvsRW4vSGQ252q7yUL2lb7m4t9rfbPk8SJxXS7Hv5NLOLSTgUpUTYp71j2tDCxULcO7+oO4EclodJDKYX2cFBRss1rh2t15FVIkyGN7059NagLcmylpFK7kpB6bDBDGyEJ+2wNJ5kYk+0kU+SJXF/9T17Bw7cBWKmSFKRtDgZOw0JptQn6qGg+XsPWvUedxTNMOdKawNKZ1NrRAfZxCey5GdYhz5EOdFlKSsNvO224xYxdaUsJQCtLymnFBRKt22leiVvHI3bnFwc2J7tQPAlrg325gn1VBlmBukB7wCEeon+PSuqLdSmBKxWQ6VWzLWk26QFuLW1Dv8B/7zFLwwmlO/ark52ymqe7GlvJUop06ZMix/SPcQ2XBc0cMWO/5XYHmHFcKcjYk3jtH7kaJwVpwcPWPeBULtsuU9Al2aSyoSmZZuURlw7XoN4tyXGJ8RmoAbXNiJXHdTT5KbR/kkdDYJXPhMLsHA62g/pc3BwH/EFaeoHEUQuWBr/Hx0nAnhpJCew4+s1jitZfaeSQpD6RRQFAsqopKgFUKid2vuOmCO+HDM/zp6IFsTlHdHoa9Ep5CXYfea+4Yq7HeYCSqjDw7i1ADRtYeBIP1NPQ06VKTqaXBWqh7KYYxz2u0HS8AEGrmwa5XS32W4Qp96uFwssYOQMPgXB96QmzxlRzOu7dr7pcMK3rXJbUWGyllL6lL2BSlE2TZoPoopTqJt3kaAcwg73qxGGXHCgm4v8AqHRqwNuADrIyOKD4HH31ILQ4HnQgNKKSoJUSskgAklQA3USDr/4dH7V3iPxyoZIwM6nh6cKs63utfdMqb7YCl/mNErcWCkDZTQjd/rT06scb2l40ohPvoVIXBWuXUnxqfQlLiWS5yjVIbDlviLUkgKlTVqUpSEH1abYC0muoUqoFAT0VZqZbufxGA9fTlUNyyzs04NDgTzQcPbifZUJZeQlcVtTg3GXHUENqSEsp77ad28gqS2pdCmtTX06EFx1AFMSOPX86mPIIPJD8K8eRgKvMZCHhWHb7MlSAWksNPR7ZKluuAEtqelL+8qpICykE6jTqFfPH1IDT8rWdihpJPbj1qVZgmBzyMHOceKoSAPV3emFZCzSm1pekBCkJSkOkrKQhKENbkthKtpXSv5iAqlAfXp61mDwXEEAeidaTMxHdScs8+NRO7XyC1HUwptan5LjqWGm9yS45VQq2EhRU2gn5GlDp6dQbi5hDCxO+7Ic/4UtkEutcNIKk8qh1uc2QuMi2pIX+6Y2VrCtw7iZGXvyB8k+jIIBTX1PpToJG8eFZZajLEvaspPswFEJGq67aflMcieyMBO2pjg/Gs3mHyO4R4yszTj8vO+Q8Xx5SU7gRbHpKk3twAVLbCbWl4LOlP6dUb7l+YYfKewX/AJncU+ktXuaf/wAYWFkYHa9woz5abrn/AHP9uMGV2GCRjWT7QAeZr9LfHsYt/H/HODYNaY7caBjeN2u1sMNJShtDMOEywy2lCQEgIbbA+vXxI3q8fM8uf3nOc4k81P5qeq0Qa4uAleSXvJe7mS4qV9tRG4qrIbSDrVRqaaEakKTSo9NPcHqskFRT6giovdpAbTu3BIAUT7k09z6n2/06bd7qZk0nEZ1G7fICpbahQhS07j6gE/lFa19D9fXrTB3wiVpmLgKu61uDto9Pyp3VNQaAelR6f16sNrhhyrZCOSpOy33a0NKipHv6VrT2/HXok0LlyrbUDscarbIn0tuyG1J9G11HrQDUEEa7gr+1Ogt5INZBCBKfzBcMvypVPlEve9IUlNUgGgp8QlBOihSlVVGvsOhFk9LwN5p+dMsT1JQMWFxAmNqoN5VtSpRUofUgoqDQGmv9+iN+1zoCOGK06aN/C1xZduiOyELLqEBSFJJAqUUJoPzK2+tdRXqgzSSRHQzAA0lzUVzcql13fQ7DVFQ2miRUIoPyggJJp6pTU+uv06QyQuf3sqSSSENDblduAkqcKKUUrXaQnaomlTT8yfb8Pr0Rs3O/23YtFKGQ5mqlusYJXuTo2kFW2hIUhCSQU6hSgFfiDTouwEt5hfQ06woOte2HkshOOXe1d40W3GOwq/y+9ivApUB+ajZPp+HUF8TTdNnAOvFfYU9M62WkuAPygk00nArgqMuM6FjchSdCSaCoTUpr+YH19Nfw64lrcyTurqBXLlS3Oc4KcUPGilu0Zu/4y+KBRWwQKBNahFVVT76f29urd4hubPXxGBpGOotaqmky+RWEORLhPfQgJqtyjiR+YbidiqgAKV9fp1L8t388N4YrgYOOHVMF/GpAa04NI0cOp4j10Bc2MqO+UrVQb1qPqdriBQoUk+raeuvQSiWNW5oPYfxp3U4HGoWJQRd1KcJKv0wkhR2GqwQCDTbUH09ujph1WSNyx7cqcapCgcKvfEJiXWJLhBIMopKQsE0baSNAmlUpJ9K6U655vcBZIxvHR8TTaYp0FFLx3kSLnZrpiFwKXPvYrn2qjsI7jiShxIqmhKhQ6+vVS13G13zL2zwcyQPB5Fv5jCod3BraXHBpCFM+2tbHzn4fd435hvbkWGWbPkq3bpE2p/TE1K9kxtI2hKC5QKp7Dr7df41efR58+2Vv4rtW52DWxvxVYnDVG4LiiK08iKg3QdJBHePPfI0P5624KehaBjQTRSNq0qIO4ba1oQTQEEf8tR+HXoBpPTGhsrA4aipIGCZ1EbqwEyVBSSCqqiCf0xtVUuJp7E/69CpGfuEO51KjJLBzw9DUbWDsUiityUnapQ3FaqkAEf8Axf6U6hlhVRU5j9Q0cUwrFKbNSD+YbQpJqBShJ10Og/8AHpBNKY1wOIwrr0FB9QCaa0JNCKjU6HptAlOomWVeZ4JPxIFCFHco/Ika6U1rX+2vTZ5GlgpjVx8FOuJyhKKlILiVKSrQKoEgjTX1+h0HT1uzU4niBULcj+yrVOBpnuOxNzAeLYr21JWQkClBXek+hT7D8ei0Vu35hyqrPlKgZBKvzjCc1FuMQIO1Xd7K1r+IT80lpetdxND6+lf79GLCJqoclqHdSF2ku4FP50zrHnIs/H4jrjyXEhtKXgpxRUlSU6j41oAk1AFRUU6MPi73Qiq24ESEjJTl21DcgiMNbu0jugKGoG1brZqlKiATogjWvt1oxhORpxsjh2CoIuO6tJqkpIFAoj8qRrt3ElxIIoD7jpY5Gt6w1+oLpz9fP0wr3bC3DXtR+odqdqiNVHUlJIr6n2+n9+s7K05wL9X6eGHu7K8cBTqHdQFLcBIST+UCnwFQdwB9/Wnv1sGpDmskaVOIC9nqrtuEfuOBa6V9AQCFFSgVEUBPwSBStdOl4moxCYYJ6eus1bHVNtoSncnaSCAkmg/yO7QnU0FRWvSmuQ9KQ3ArwqVsBUtHccc3JO09qm4k0qdwG0q0J0B0PUgEZikSI0gCppZIDlWgpAYaBJUtwUUtFfVKSn46q9DoKUP16ykKoU51ZPbajthFuiKLpUgLpUoqNS++8qmhNdBrp9OtISetOxkB2PKojmnMfH3GlmkSstu0eVcWW3Fsw0utD2AU0jerakIOoofQ1J62WloV2AOXp+FJjZNcvLLZjnkHhgOo1HBUpKfkL5p5byLeZFmxCY/a8fS+4wt5tSkpVGK1JCWqf9VxKK/L0PS7eVwePEadIKAZBMiXJj2D31Y4LC2tWgg6rkjvEldK/oamGGRPE5VVWA3uCy+mY5KWZTpK333VrW5IUk0JWof2IqdCeuh7NNAwNeHDWnuHpgKE3kUoe5oYdOSZ4UVd75EhM8YX1M51JRIiqYY7hQaNtsKJq2aCoUoAaa9Wu+3OKPZ5pX5eGQOvDHpVVstrln3eOGPBhcpcchivu91JUvNJN2mlpPZZXIcdQlsBQCXFrWAs6KbUr619OvOVwB4haOFdkDT4jnrggxwxAAX88KxiUoSst7/1PdBUSKmh2iv5woaEn0PTBHA5VJCEdKkVmgNrfUXhuHaX7kp2n4kp9Ao6019Px6l2cTXyd8d0CmJn6WaRnVfOLSnhp4AkmPk15gKIBqydxW0F0rtStB9PQ9Din/xopm2eRp6YmpDWk7mF+UxtNdEptxLkjckoU3abHMQk7VpcjuwY7YCFD1Ttof6fQ9DZGnUQQiMafUgp9AdK8XEe/Cs9CgPfsjAToJDK3ipW0hA3K3AH17ZAGhpSp6kCIfTBOIpp50yFxIUH0So840k294F5O5p5bRbFaLSncVuA+gR8tK69QnwnwiFwHvqRpAka4DulMFxx/Ko/GWncopIRQqHy9NpoAonWpCvp7dR4ARh6JUoxtIxAX0zrLIWkIPpoSSutQkU0FD6j+nUrEg02YtLg4YBMc/QVLxSJDarVRZZS4dTRTpG75rHrQH0+nT8bSXNbl3gF7eNJkfHp9Sjp064U/jwv4lu0nA+NbV9/aMNtk61MSLllORSjBt0Cbc2pF5ukslDT7iJL7BS20rtqKnFpA16+X/3d8s/cT7pfcne7zyls247s6O7dDGI4i2MRwgRRtMr9DNIQvIDlRSmNRY7m0tWsN3IyJpxJJ5qScFKZCnU+P9olYZJRjkWbZEWPIn2gG8d++lOTZpCoyLzkVwcbEiWI7Sy5uXUJJJAB6pbf8LP8jdyeJfpdqje4EOE24QsLW/0tDA8Bo4NXlWf/ACPZY+4XSYhQjDieZWthjh5MFPE+EwoOQsZTGslqVYjfWIsmCic/apDkZ9IiTUpktiMr9OqxVW2o0I6+m/2i8u+YvKP212byn5tYG+YtrtG20qOD2PEZIjkY8YOY5hahzwQ40BnuYLl/j2pW3cSmBGIOIIOOB5550DX8tOXMYR/G35jXb716A7deNbdhcaRGIae+7zPMMesYjoWrUNyI7riXKfItVA67X5aw3q3fIBpj1vx5CN2J7CR66r++wOftckUWMkz4o2tUAOLpWHSp5gHDM5V+c7m8yZFMhgdiXGU8iOgDa4+lmOlKfuFlQKmlqpoaA9FtzLmPLF1NVOuFHrciSNXBHIvQdEyrz2q3PzISnIc1taVpSp2JLSUrSFVQo76FAQkJp+P9+kQRF0X7ThjmDSSUKOCHGqHluQpUyaovIZREkyW1lSNqUpaWUKfW2RUMppUK9KdU2UMfK9xKAOPp2Ubi1CMJxA/ktQq4IjKlByK8h5DlQVM0/wCqn0W62oVCSDr7dC5tOvUwgg8etEYQ2Rg1DvD4V6Ys1Ntu+NTpi2Xfs760466kBNW5Ef7VDrtVEFxpQTVVADQE+nT8Ewgu7aeVNLJgT2EaVPZSXsWJ7WYuLTgOhVKOzB5UpFko9+q33Hwy+4QVuqaV/gBqtDVaV/y67Ltz3CDpih/KqfMxskhAzBVO2pgxHbH6yyS4opccCdEUUD8UlQ/TSqtSBp+PUvwQe/8AqOY9MqQXAO0HBoy7fx9dfVtsCbrd2Xp2sVgrWopQsAJQKqKlAkVIOgOnv69Mx2j5pg5/yNx/gvWtyERsUZ8u2ppdpNtgLokIW0222E70Hc6lIJSlSVEhFBoNR7n16nyaY11ZVGjaX4NwX0WotLSiVIw1KYjMb7zJ1Sky3Xkl7tQrVPk9oRk/pjcopoSR8a6a9NSNLnwlAAZFx6NJ9BWnFrC4KpARORPWorzJfVTbbJxi2bm1wVWi7uuuqJcURPUy4yFVOxHcUKU0IPQjzLeGa3dZW/dc0scSe3IVJsYmsJneqOCDLL86GG05BMlsi3yn3FCOpSENKqEJbBNQK67UJPoPfqiWt/LKzwZnFQcKN+Dxb8pHoetZlceA6tsyrO9cYyEOLW4ZCmSoCgUsPIqsBKTQmnqa9S3wskxfHraBz99Ja5wHdchJySsFcpNkTjWVNWL7iLGRItRXCkKZff8Aum0vr7JloSHHmkA7qen16hPfafRXDLXUANKgoSo65kU7oeJGCVNWOPT8KtDkZtqy2SynvJ/cZtqffkbkrSqhZUU0UdxbQmvrQV6O74GW9rCp/fdGSfZ8Kg2jS+Rzf0g1lsNtkpqBa7mbgQ0LTaW2re5RtpMlVvYUHNqgO4R9dak9SdrtXsYy5193w2o3LEtGJ/CkXBb3ogMSSFXgtXJxpyxfOG8/svJeJzUw8isUptU2LKa+/wAey6zl9l27YbmVmccbjZLjF7aa2uxHTRpxLbzCmpLTTqLBtu7y7NfjcrWR8Vy0IXNKamkhWHmCnqIHWhFxYsvYHWs4a6NwICjFpyDgeBHwUZGmh33mi8cq8et5P45Wi1TbNboXczLHb/cpke+Y9ds3vjqxb8ozJTF1t9+4qYvHdjWK7zITjIjVhXdtq4tHuerfK3moecdqdNaMtbne9Id4D5DGCIgGtmicIyERDK8NwlDmI3Btcsm2aLbrzRdPmih1aQWsBVwHea1ig6z+kA/Kj2uIKgHOSPF3nORfkI5WiYniOEsJ/wBxqw3Csni5JFvDYu328+zz5K022SiIq6uORXINvaDMJDiFpQWCk9ct3/7b+YPMm/f3PeZI3bPCNTYmyExsjHeIV2ktBC6iGgp3UBwq2bb5m2yC0DLHx33JJbqlZocXIurAuBUBQ4lHEEKq1RWU23EsEmKXGmGDabNaHmjNuoZWMWtVzeW63Zn3YzaWD+2qfLe1tCFPuKQAguFVfP3naTaod4kh214/tMEeiNxAwZnigwIJOGC4FFJq7bVPeTWjXXTQLtzu8GqdTgcwuKEc8uaUFOQzHcuv/wC9dt+PZ7eVtYna5yUolpjLNVZJeEJolE+5OjehqhLKdqQKJBNDgt3zyfUPBDAf22nAp/8AUfyJ/SDiM6OOfHDGYgmp3zkFQv8AQOnM8ThWPctUh+NLShFVthtSdiFbVkmqkgn/ADV6qr7ehp1KdbOMZIxTLD21sSBr2qQeFRhMVxp9NFJEdZWkvu07LB01krcJCWQSQSr/AB1GvQ8sxAHy9ch29Kec4OYnFcuNSiRepcnHGsXhrfi2y3SHri20tEwx5rxUk1EjdIjsxGCpxUZFAvc6VOfLbtmvuZXWI2+MkQRkuHzISTzxAAxLRmpJOOTMVtG26N3KA5z8OGAT1YnBexBhUdaZ+5hSUuraUlmZDWUhdXGFqTJQtxopWl1KiwmgoDWg1GnUENEsel/P2Z49qVIkIZINCnA5jPKuXZt43Zi7LcUqRcqLnuOJNVXmPtH3hoRU3JlKHlpHo7v3anrU8bvHFwSr3lXf8XP/AJghPVVpyEl9uYB8rcMSqgrh6suzKsSpusp+PHbW42HXH2k0KlNMrKHnEKAFAhpThGnoPw6jlizFrAdIKjigUFPVTvjHwmgnvIh7ch8KyFytDy7JMum/azCn2iEnVKfuJc5x5So7S0GinY0NourA1SjU0qOn5bdbcy4aQ5o9ZXLsApq2lAmDObXHogT8cKk2M7mrvAx+RvCbbjk+c+FrqkXfIJUKV23DU0WmGy0hIHsPx6IbcT9UyyK6Y4XPOK9+QtT2NAAqHeI6F92E78oaOrYwQvYSStWtDQGCO2hIQEhTixo4GqlNEp/KsKX61Og6tMLWsb3QhqvyO1OJ4+6pxjEQzJ8dQJLX3DaS4oDuK2fNSkBVK9ptJJUP6U6K2DC+UP4ah2+rsFDrs+GzAjAZZZ+n41PclkoiwmbewQlqStbi191aCS2oqbUoUBCjvpqCQK0+nRbcJvCibC35XHH1fjUO1aJHF/6l+HP8+NRBklMqypUWRvvNriqXuPcQkNSpGxKiCQdsVVCqm2g0PQ4PQx9ZWN9qn8D/ABqW5gc2Qk4BjjzHAfjUAu91W7l0lonttm6XFpopKXAhr9ut7TSnCoVS2Ep20pXfU+legd1da9wcxEBe4c8mhF+HbRSG3LLBpGWgHlirifzrO2a9plKbtdhS9f7rSahdssUV7IrurtAl5DcCztTZ7pS1uVVLSvjX2HUpt22GNAQXY8ifUmJ9lMutXPf4kgLYjpxxHtJwClONWFiHjZ5JZ7Mt8PEuAeS7tcboO3bLhcsbVjsBK321Smm13HJJNphxHHITZcHdUja2hRNKHp7b9j8wbwC/advvLlB8zYiGj/mfpbicAFrJ7mwgLhdXMMTWYuBeOGBXTqIAPLmKJvAv4xPIK5RsZRyJlPEXEP8AtSKLvc413yaRlGQNyLbdrrBk2Zyz43b1QIeQPJuinGmn5necQysbBtp1d9r+yvm+WG2l3aaxs4Y3NcUebh/6ie7CNIweO/rLVQLQW+82bXDLO22iurhzwWgNYGDEAg6nuyVqEIoVTTI/4rf4+m4nm9i3JFx5LxLOovEGJXC9XS3WyyXSG/Dyq+SF262txnZcmSyEQLW2pTrLoEhpbhJ0qlPlH/OXyU7yT9p4dW7W8s17esBibFLG+QQq9WkuIMalhOpHKCERDVo8r7425huYGW8kb5mCNry5pCK0yAoMSUICKCMe3bSyCUt+U4j4kVKUgaDYkUToNAQOvizuTtcxaUQGrO8cOYqo7mstvuK3FVQrQn0J1ofpQDoW4InZSKre+PulxKd/xP5QKhNRUAih13U+vTE2XWtlM+Nf2woKn21k0SkD4rJ+IHuo+2np0mJdQpITVhV1WonY0SaigoT7jQ1CvQkEf26NwnhxrDjiancNwBpa9CG29wp9CCaiuo1/t0XYQGauAC0r40L+W5ghd/lQW3QSkkFAIOgJrtA9Qo6V/wBeqjcTukkIXI1t73OagyGdAn5JW599hyVQUUk1UNabRUHXTakkDSpJ6atToug45FD+dZH76XxanFtTyhVU9tz8qqAubiaVWaBI26mpp79HLlrdDh6JT/AHhRhcf3DuQEgEFIQEjboflQHco+qff2/06ol9BolKcV9EpMjycAMBU1lz0LJbK/lRII3AAbK1IcpRXrrX1r1DazSfXTRxqB3KImWpZKvVJNFK3BNT8dwrRataj0/t1Og1BuoYUrLOqYyi1vMId3ElWpCRRISkE1WoeyNNf60PpqZiLXs0t+Y0tpFVKh4gPNUCVKWkbQoArIeQSk1O1S07RRQ0A/r0gx/uAcKc1FOlNcwmQHW26flTtWCPRBBpuJ3blA+3164QjTInE59KksALSuOIKUYWEzxJg/aLKSVI2mo9dDQA+ix7kmnR7bJO4YzgvtpuQnWAMxzyoMPKLDdzMqQlkKrUpXtAG1dSSfqkkfT8en4ZXQ3rXZOJz9PQ1jWlrSUwUInXP1ik+ZZCVGlSEkbVoUsKrSh0CkhNB8gn2Nf9eutbTMJI2kYtNSQ04a/fVD3t8M3D2qpaFfiEilVaU9Fa+vXQbCMyW3YDTrXaMP08uvCrJxi+KgOyYjvxH3KJCV7qIW040iikqFTsKTqPQkdVbdrAXDGzsz0FvUEE++m3AlHD09OVXjid8kN3m2PxyQVSWq66KbWaqr9AaUA0r1RNzsYxayB+YB9oy/jWnND2lpySqi/lD4Wttz4piZewgfudvDNxhrV/1CpwJMxkkAbELaPuak069Tf4NfcC/wBm8+ny5M5x2+7ifG4EqADi1B/pd8aEaWyRTRYrIzLgXMyPRclFa2bqCzKqRtSo7qaJ9BQKSNACoCp+vX17QhWnNaGtdqaHZKFrB35tIU24BX4g0R/kSD701ClV9dB1EuhpAcM1pWZThUUdQd9FJJCQSraUpoKaVoKaE+lfToeQpINSoShBC6V41jHkAggGtfcGpIoKbdQCRT+3UQhKIV4Ftn5En47qFPsQkUFVfm3Ekj8adaNZXmWn8xIPoSK6n0oKAenx/wBOkkA1urO4XkIZy5CSRVSmaBI9iQCaE0V8af116es0Mmjmah37VhTt+FNswlLcm3FtVQ6lldCkA7aFRB3ChA206sELCWgVUpMQDyCGrJwln7e57KpoXSfluSKkjYKH8yVe4PqeiFqzSoGdR7kF8fQEUyPiuWibZG2ioFwI3JB0qRuFFGlNgSP7/j0Za4SMC4nhVfuCGyaWp6Z1L7jamyh1ZSCaVQoq1UraCAVAEpCSCR7HrVM6jwqIG2NqK00A1UUgmugFCUhRr+b1Nfw6bIIpLnkHu51iJEVG4oKQhNBoSKBIqmugqDuGg9+tUpriGqc8axrrIZQQ2ncBqQlO3dr8lD3Smun4db4061yYr6fjXlIedOqqIT2wlXoSCaeqQPikUpT19T0ulggYsUdnx9dSO22yQ8lVEKDagoF7apSN4NQmmiluVqUD0Op06U1NQXKmkC1YNmt8ZgpdfClbSmpJBVuUCSlDaQdxV6q0ok9Lc5yoMAKTJmnCpgp1q3sLuN3lsWy3IQpxRdcCHVJbFd4JIStJGmlT79LadQXDAKeAFIaBqHMeiCgp8jPOjGsCtUzGsGWmZdSVNNuxdq1qdCdqlUCt1ATQEUTUVr0h8hwDMlxPRFw9woxbbS6Zvi3Li2E8vmIOOHEHnwHA0lrLOTss5JvL9zzG8Sil11xSLeiQsMJbUahLqUkJVRWppQfgesj0j5yiD38aNk6W+HB3YuS9MyeNRqTIaeSWY4SlG0D8tKFOhSmhokEdSPEa/utGCU20lhUipLiqJRmtJC1hIKVKUFEoBT8daGhWpP8AoBr0U24vEmKoMaTJLgXHNMOdZvkfkBTrDeKRpCNoIS4sKVVKEABxTiSRoT8QPUjqbuu7ySxmyYe5gp68cKY22w8GQ3RbiVx7Tl2czxoU77KehTX4kdlxSnf1i42kBR31Le4AKoUlR+XpTqh3eqOUtauOOFWOJjXgl6EZY9K81sts4uIcWhH3j7qKtECjaSN3qqgCikfm/KK9NRxyFFHe9ONSSQD3VT31KUmTFCnltDsR0O/cvFITHZS24mhW4SkqWteiaDokP2wCcgPVUEo8rkpwHGq4ZYSvi/OQBQJzSQpkLBBopIWrT0BSDQHoKI9WxXTR/wDvLj7caKNcl3Ev9ArxFp24RMUkApSiXj9tirKR+ZLDS4zjawSKuLDQP06HFpkZC8/K6FnwTH2UmTuyPBz1VYtxYZh2qDFYACG2SFKKqqKToB+KVE/l1Ir0QnjayJjWjIUwdSkuKg5dKrpxsBqcAW21tIWSgim5OxRq2f8AJvUf06gPIQtPEVPjYSWOeeHoO38Kh8UgpFda1JIpUJOgUdNUD6fXqCwBMFWpprMsFSi03qQVoBCQkqIqNACACKDXX06fYpIAyptzgGk4LVgxITt2v9isbdVOXCZBiBIKghxEiS2ysKTQqGxCyK+9OpDihHbUGQOELnAEkDL8B1rYo4ulw8ZXAtdxmfbWtuFChRnmm1OCN9pHaYZUVvFbmwBsUIAHvTp2zkR3h6iIQSgXAVTL79zU8DBT6e6mS8JZ1Z7Pc25EW/OyoC4yY70a4hDkJ1Klkv8A/SKXwFNKJ+JBI0Hp1YISxdbUT2H040EkcXK4g6ggyKdcudPE8MMmswjZZgNlu17uNtuLf+/rLbbzMdntWJ9a2rffrXj0ySkSf2R4lqSllalqaWVex61urAYY7sIS06HEdcWr7x66m7VLpnfbYo4a2g8CMHAdoRx6ilrf+o15GkYf4ccN8YLflRbVzfz4teRJt4R+4zbbxLikjK7VbCVlAFsmZHdIypRrUpaQB69EfKjbd9xdTXBerYGtbp5yO7wPQhoB7ad3AGW8sYBpLRNJKQf6oowGOA5tMpI6oRlWiDndztj99ubDc2dEmMXF1gl39JktsqSmqJANDupoCNPWpJ6Y3e4hddyNa57Xh5GOCp1qz2oPgtagIAVBif5GrTxW597HAXGpssPRHWUvNWtLjYSlFAr7tlSN21HqT6jo/ZXAfYNLg5ytIUM/EUMuIyJiRg0E8cvz/DhQxZKzCjXJ2RDnfb3Bt0qYTJjrQ1OYUaORpCCCFNlWhrXQ69c/vBG2ZY3JIDguRHEH+NHoC90IBAIThUXu1pYYjKvEFtTTAeSJcRCw61BLoqFR3EVrFU4aJr+TSvUGaFob40eAVSOXZ0qXBI7V4bsiE5H+dROQ05PlRYLI3LmvtJBSP8ir1G3Q0rXodLG6eRlszFz3CpjZGsjMr8NIz7aZHx9CUMcx5pwoeYgxUsSz3NripaVnuuJ3UL49Nx0B67xtMBisIY3o4RsRxX9Q5c6o72uMkjhm5xT3pjyqZvSWBIUhKkFsrP8A0lb20UO0l0AAq2pA0B06mySsD04UhrHtaEz4r6GpHFusOLDcbiIS6XAS68lztOk/JIS1QkBJJ9P/AB6kx3EbIkZitIdA979ROHCoTKkfuNwUlwUZ3ipQhRQpaANjdBQgbtDppToU+V01wh+VeAp9rQwI1TUknsOfvuExZcWJEjhvI5pVHSr7xLQt0SDGecSlS1H/ALh8hJSnUq1NOiUoPjwMkDWoHnDNNIGPrNQWq4uLC52arkvTkOdURyS9KmXq/wASLVyY0bKgR4QS+WWF3J8s98g7VrIZ3aVAPqK9U3fPEknlazGQFgQY8TnRS2CQgDMCqztWFXq63N6UqRbmO+B/1pjUUoKBtDIbXQoJPrQeuvVet9qu7mUyAxhebg3Hknxqf9Q2JgY1S8Dl6L0qz3ePcuEdqSxCt05tuCpP21tyOyl5xxYFUrD8pmjW1HxPqD7dWD+134aoYHI39L2lemYqJ9RCCji5V4g/FKrq5Y1OgYvcGJ9iVZy/kttjtRkmDcmtqlwklDtzjSlqEl3ulRbSgpH/ADdA32UkNq9s0XhkygacDmW5uB48k9dSvGD5A4O1DQazvKSEzLpNW49R6PHlsIShRbLQjsuBLQZ1S2dNCKJV1O3xolmKnvNaeiJwSmLQujQNyKL1xrGKce7Fj7V7jTktWe1Nt2svutyrf/8AZ0XcytsIDLy0uA1oqo/49I1uEcaShwEbQG4gt7o9vtrb2anuOkgqceBxr2vPXQNhDjbykKUUhS6K2gpFPkaBdSaU/N0h75y1H6tFY1kYxbUr415Wz3gvLLTn3H12EOVBfkk224N/e4/97OZMZ/8AcLWpRakQb1FcXHmsrSY8lKkqdQtxDakENl8xbt5YvW7jtEpa4H5SpZqwKkAgjUiOTB2GoEgJB3Hadv3yM2l+0qmD2nS9FyB4gZgHEcCASpe5n5yzeX8Wxyx5LjDGBtY1DFuiy+OIqXbewpslqXPiwZshy9Rp13ikF9SnX0pUkFpKKUF38wfdjzH5rsXWdzILdsjlkdCAHv4OaXBCIyMmAIO0mg1j5Sg2m48aJxnJxIkOJJxU4In+kIDxWhyynD2c9jpmQr9EuGO299E+Owgyp7ECU18TNvLKWi4ie2XSSZjaUNqNUCoCuqEdmZeMErXMdCCCMyhHF2eK494Z5cKnP3F9pKWOa4TOahyAI/09P+E5VAHuOY8JJkOPRI7IVucuD0hTcdxStdwXICZcpbulGmm1E+x6RJtTYQrnMAJzKp7cz2AVtm5aijQ4lMuP5AdSahd0tMicpyI1HlWaww21KRcZMJ9E64PgkOSG7ZvEp5ta1bGG01WCr06hXNq558P5IQPmzJ9XHkAManwz6SHktklX5Q4Fo6KMBzJyqLvWTZPaZjWJTkNYTKq+HW5V0lQythcGay73G4DCw7+pHCD+okKJ9wLfYhz9DGEwnHPFxHA/0ry50RhnHhq5wDueHdB4g8RyK1TTlpya3TZKYEq4MRWnVmMyhcp12OypR2x5DAS460tlXwIUN1QK6nWtttr6KYiKV3hAlASSQOR5EZGi/j2jmDxAzWRjkAeq5Y8Kz9w/fYKGrJeVr/fVPRZcmKpuIufbY6m1ri2+SapKLjJW531N6OMJ2hdFKIE6Qz6BHKVkUFMFHIdvHpUdjYTK+ZgH06EAqe8eLh/pGS8SqYCvqfapcViNHuL1xZkvFa2WFvtkR9d4fdb7Kdilj/D8yjVWiaV1LFKxoE2oOOQXLqQlYJ43OLoQ0tyXmmGGOfX1VJBh9/hPWVh+A69f8qjRxZLVZ48yZe5UFyYGIjps0Np6ULhe5SAzBjtdx6Q2hSwihFZDrOaJzfFQTPaoAz0r8zgMicgMyMcqY+pZMXNiDkHMjF3EA8gMyUQoKeD4Hfw58m88c6YRZfLDCcy4Y4PsF2xnLeWl31qJCyrNsVgTm7t/5Wcbxrbc1yRl+dhaI9zu0n7WNjMEOKUZErtRunby1dLbj6c/vYFxIOACkAZZuReigHKhbN2toJmteQ9hOAaQc8CXZoAMBxc5MEWlseZPBSPGjzh8uuBITlqct/FvOnIWMWmRYXri/Z2cZYydqZiMK3u3il0Um14rcocYokKccDjKgXHPzqibU5/iSF2rxv1E5/pI9jSB2rRK4LX20ZagjTupkMHA+0gnsIqDt2x6PEiIITulS3AgN/NdSmjLaU120UTuUanb6dXlkDxC0nNxNVtz3CQ8g1fzx+FTmzuw4siG132nBAalPuqL3YUS02veNATVTlE7h8hWnRW20MLWqCGgklUyFQJmSPiLkIc4hMFzy9lYu7XQS1pd9AhsNEVJ3EqKtoCiQV11+qhTqNcXLXkcgPbT9vbyMUuGPCstgWDZ1ytlMXH+PcckZBcLMl69XmSXGrZjWLRhbprMC65nkU7ZbMbt5dkHtuPrLrlFdlp0inUZj5Z5o2QNJc1xcQMgjXIXHgMcz6qck8CzhdJcO0xuRoJxLlIUNAxccMgO0imDePnijwXHytV4zuRYeYZ1luDrvIuaZPAkjhnBVRoUJ9zGeNsReuVnkcj547FWhTs69qRDhh1s/YguAG4eVPIH9+lfvFyC+xZIQM08RArGAfOQAr5HqyMFE1ECoG5eYbm2jbZxDwjoBABBkLSSA95xETCcGgK5xUB2C0S+Z+V/C/E0S62bjLEcEiR7JJZRAyGTFji5zosRueZEey45jUdiHjiLU+UKafRR5UhKUFaWm09zt+07T5R2QB4gYZmhU7pcqqrnopAGBwAI4Cq221vtw1TPnIZi4hCgUjMvJcTgqFS3MCgx5H/kkzvIk3Fpu9T5Iem3REiFHMeBb8ptmStx13dGQRILrlpcVPDRZdYZisMJio2BQW44TPuvuNtloHW9syMadGloxPdCsOpSBpxORxzNSbby3OgllBcoKHItOpSRk7HMElSeCCurBPJbkPJ7NEzbILtd347M+7PXabJlTpkadjuSF7GS3eFvbxd5Zt7iosVbyzITDZPYUHk1Ui03SbdLSG+Di2KRrnMAyABzaOAPL5SuAwWtzWUULjYsYwFr9OkABHN73Nf9ROKuzwrZR/hH47cs/EvK3KNx+4kysvzy52+FdJ8R5mU/b8dQmzB1j7xCLmmFOkNOup+4S3IcBC1oTUDr5D/9xnz07cfOu2+TY3j6XbrQPe0FQJJv3CvMppavIJhXQvLlsIrSMhA10ZkKc3FG5YKGjguedNvvkgIdWmmu383uQT9Kga1/Dr5XXbh4hTE8PzqyvGANVTcZBMot1oVqPt+YDT5g+nt6dDXOVwbTS41GbtEMiSgJPxQAFEUGqU00BoAf/Z01IpOnhWiT6q6Lar7eXt3Ag7UigA3UOqlAj3H/ALukNKO6VoZrVv2tZLSUqUdQV1G0qorVJB/oNfp0aiIJQcq2azsiUuLapTiSdvaUaAA10JIGtdCNNepcjyy1cRWw7SNXolLOzLNkxuSNvdKW1yltrqsJCCVJG1KjqK9Usl/ilzcQp9lba3UUVMUqS8q2JGT4m5LaAdJYA2j5FY2kkGlQo/6UA+vTxl0o5uRGHbSQCxxB+YUqW6QnLfepAIUkofXVKfjohSgFAKqkAj3Pt1YWO8aBr3YEgD061LBGlCMeHrq9+Or59swpCiVEhIUkqKzTYSAoEJSEpHt9DoOqrubCycFEYBn6daQ9qheNTudKU4O8CqqlFVGh8UbRWlNPisK/HXoaAXAKlJGGFeaHLG4blfJQVT6J3EEKqPikqHvXqSxyK3j6Z0l4JBAzrE5PbmpNvdcAB2hTiafI79tAQQR3Ej8fUfjr1KgdpkA9PTnSY1U5oKFhxpbeRR2Ney/IcSUlStgLba1hA13bapIIAr0Z0NLlw1AeqpKoE4GmjYLKBjoShRUaJFN1B8ajcKiqqVOv49eepGaJinNE5U4v6hRM4FdexLbQpRCTRAJqVK1KkhIP5aeh9+p8EwicH8V9tOAg6XFNWPrH4J7a93N2OovGPvLolYXHWHAKkqRShFRqR+Pr0XlYdYcEIKe3hWOdjoLkcQaRtyxi64dxnFaa7XVg1SUqFFUBSSQE0GgHv1ePL18iQg4jPt5VIYSYwXnE4dvKguzuGthkS26h2MoNLQKALQpRKtxINCQKe/XZfL0zXyeA75XBQeorepChr6sd4LsC2uqr3mX/ALNIKtxU0UhYTU1+Kamh1oB9OtbhY6LiVg+RzdXry9BWAgtolOPZIXNiPVCu06lbaSQuhQsAAuGqqKrr8dOuY7/EjHMPEIeHupOsEE8UPolV/wDyIcnyDxcxaXTuZEJSQoLJTtLdEhwHbVQpodeu1f4jbayL7j287A0A3DWnmh5L2+qoDGaA9xCuDCfZ6JWu3kEdK/t5rY/TkobWnaNQdtVaUO5IVX6U6+z5KkpzNVqzeSDG7MVDrpudipSSQD6p0AOn5UqI3ChH9umZxqahyqaMCvGowUJUn2B02+vy19aVNSAND1C8LPGng5M6xMlJSspURqmm4KoNp9Pir/lNfTXqLNGAVdnU2OXWxDgmC8uprHrQFGhV/kSKVSknRJVWuhqKa9R0Ssc5QAHca6XE7UlRNBTRW2tPU0/5RqPx9OkuCBRW2PJcjjjUm4tfLWZRSVEFSwE7QE1IWCBtJFBp1uzKT++t3qfT9UPtwpvPHzykOsIKvguOldKkDY4EmhBH5v8A269WW3TACqY89wgZjGrogtFE1p1khKu4lW6h9Qr8tNxCwsetPbohGO+ragF5ILTzo0OJ78IeyiqNuFtKiqiaUokipVWopUaenv0Sg7gR1Bbhp8R2GNEhMkh9kPMJK0rbSoJCDRJH5wmlCSqpIGlP79OfCo/wqFzEvo3IYR+spJKPSpC9O3/zJJBrQaA9NuK4cKxo1FDlyqLPIfbcUl6oVqnaoaAN0GxNFKHzKqn8B9ek0+E7K7GbVIfUHO2EkFSFVqgagLAAr+XSoB09ffpxK0SBlWY/bIzQbKgFEqSChQDi1IFfg0hNPkFaV9NvWtQpIepQVLoMZKIu555MOOgVcdf2oG2goVJqAopqPlX4+lOt4rhnSss6o7lHyW4w4iiyFvXWFcLi0hSSl14Eh1KdClKV6kkaHQGnWSXkESNeS6QjIfj07KmwbVf3bioEbObvblmMOfspQfNnm/nXJ8ubbrBJkW+yrcUlclZUO6hRUN0ZsbCdPU0A0HTXiG4dqxa0cAEXgqcOgx50ettrs7YAkNkuExJGC9FxPVaFL9wff7suXIXLlSAsyHpClPPLrXcCtZoBU/lFKDXp4AN7rcqeLi4qfTsqPPPqMlC1OV3K20BKQTT/ACGnoD1pxA44UtoSMuI4eiVmIs0hzUkD/IlNBUEFIcQKVFTp7+/p04w4g1HflVj2++s2m3u3SY06qGptxvuMJSSV02lKd5Sn5KV+c009ejUFz4MJmcCWeqmfAD3K35kx60OuTZQzFu/72mFd3EPTX17VSoR/7YEARnVBB+AOqT7g06rd5fNs0lcx7gXHIjmuNHbezfINOpodp6+i1FblnqXX2pkexqKk7wtcybQuFz4oDv2jIAQ0DQJBBI9669CrjemOcJGRYj+p2a9g4cqIQ2DmMLXP+ZMh8F510Pcj5LJ2hqNY4iAhKW9sBclaUoG1CQ9JfUpW32JHUX+83jsWtibywJ+J+NPtsog0AlxTjlXnjzMnyiXHiSLkSlwhHbYYYjNBAqCf0206JOtST9esim3DcJRC6QaeQAA9BSHxWtqwkN7xB4r6fjU+ctaGcBvtljqdKjk8ta11C3X1Nxo53KropAUSPxUejjbcM2qS1av+649chj7ahmVbhpODgEqMWHtv4vjTjri6xX59nfS3QPNLhzFlGhI/O0+KV6B2zA+0i1H5VYf+Un8EpycHxXOGZCjsSprfJUaHFQ4AFtsrbZQRRfb7qdqhVQBJKfce/U68LI4g7gCBUa3c6YkH5sxzqt5i0tIugaeDokRSsJBFQhaNyUKBqU0KaEj/AIdA3n5sVwoqwvSMIgWogwSkJ11onSmvpTUGlRT36jsKYVLNZ+2o3yWiVfEON+hJ9/WnuE+/UqL5lOQpiYdwp6Y1e3CzlmPMONXPI1Sk2SwzFXaeYUdT8hQhNqchAMAhKkvSCkH09K9O+IxiufgG+vhhUG5dJJAY2LqLlwwJIx9nPphTSHvKHiFhz7aXcrpGLjiSp1+FHQ02lwqALm2aXG2go0UdpI6ajmhaMSV7D8ar7rG5aDqaD0BC1fGPczWvHW4eSRMrxtqwPoadYmXi+wGo77dKoTFCpKFMAUpU6iny6IW126J4citPA8eVQpbMNaQ4ovIjDhmePSmYeHf8pfivjXNvC9hvHLMVGZXbNLdiiMax1q/ZRaQ3mD0fGHU3G9Q4otMNuVIntfFa1ISoA+1erPZsbuccm2ROjF1JG4tYXAHU0awEyXBBx5UEmZdbZG3cZ4pPBhkaXyaShaSGOPNEKnhhjWV/9T9mjbvK/hdwkp6TDcxfjvl7lmcIbbMhT03KcvsuC2+C2lxaUNrTAxt95TutGzQV6keT2D6GWdxI8SYIgUkNaFGOWLifVRe5Y7+8qA0tittBz7r3zOcTyTRGE5k8hWnBnM9iXPnvvQoz6FOSQ22pHz3h1XzLo/MB6n39zp0M3adsk7nOaCC44euj9m0tjDgSOGGB/lzqbcdSXpVncVEmmAERlIMEpUWylKaBpRJKS24TrtAGvRbZpTLaHwnaS0EaeHZ66j3TUkxGZzqp+TrS60+t6QyY76WEy2C3tcbCUK/VQlxBoEuNqqPxHVa3i30FznhHpqHqzonZOa7THwJT8qq2DdFQKrWkSojza2psR4qDMtlxO0oUR+Q61SfZQBHQKG58AhzhriOYPEH4USfAHMDcGy8867sLRGOUwlLUoMIeKIxUUlaUqI2qWRpvQk0JHqendnLHboxx/wBtrsDyHXqlJulbbFpTUcwPwo/ICExozTUZVGywySpgqIQpVCkJ3EVUpC6n6n8euzRENYGsPdTMVUszjUqgxkJKUrQlxRASErASUpB3IWpNfkoUBr6gmh6kxsbkcTWFKygixF7pCFbVJWNEV2HbUq1NQEV0NP8AXp4xsI1DOkN1g6SBp5/wrH47BckTnVhaWm2UrWl0lNasLCqIWo7VUbUPapI0r03aRF0hOSceykXD9Ef/ABFKzMlLbGWMOoUsqt2G3S4Pz31r7yXZF2bbCCk07Ta0RCqnoKVGvUiQJetd/RA4knq7+FR4TqaQ4BNQAA9XoaEGwuDILxmk2YpxbMm52/UOqa3GK3cnlbFBSFlG46qGtCK9c5tpRezXDnkmMyDpkD8TRtzhG1oai49c8vThV22e04Fa7Y4Hr2wm6PtpSnchbzcQvoFUoUuvcdQo6a0qNT1abSz2eG3JdKPqHDt0ry61CkmndJgFYPUvpzrF3zAsTdjsTJ+bx27dFhPBMKOpxua/MdXuU686SGjsqDp7aV6iXGz7cAJJbsC3aw4Kji7mTl6JSory5c7QIXKeOCJ0qn0xbbBs7DdtW5NQjLoai8uVLJdQZlr2qQw4hTSFBlpVTu3En0p1WQ2KK2b4Klv1DcVOI1N59BzWpry8u/cAadGWHDsqxM3t0RmFebgp56euTAuEluItDaEoU8hakuLdQruEMpVVNdPfo3uVvExskxcXuLSQDgAvM54cKjRyOJGnAKtfUmfiNmbtsU2qY5fGrJY1u3SR2TFcC7RBK1RUFCQkJrQFepAqelST7ZaMZE6N5uhGxXFExaPl/jTbfHeqkaFKALz4+nuqKXXJ4zqwmKUrT2y3VavkjcQahI+JKQDQ+3Qm6v4nu0sxCJj8P41Kja5rSSCnPsqMiYl5yQxJSp1mWhTakmoUkqpsKgkndtUqoqKadDHy5tdiCo7PZTzY3J4mATEE5Vj7NcTCmLiTDRKHwlxyp2AgbW5DqfUM0UKqFQPavTdpOGOLJMG8/wAT0p18Rcr2/Ny7PxqTPXK7WC5Q5mO3CfaLmg/dRrla3Qh4BRVuQ6opWzLiEadp9DrS0mhT0RdPcW0jZLVzmT8HNOP4gjoQQeVRTFBIdNy1rokxDgq9nI9Qh61I3eXLsVpkZDi1juuxoNSVQZdxxtqSk0CpSI0REqOiUpRKylISyVkgJQDpMd5huQNd1BE9BiQSxeZQAgHoMOSVAGy2paRbTSNPAOAeR6yhQdVKcTXmV5F8d2eXuPF+Rrmx3KrubuSWmfIacMY9ly3tz4DzERbK1UBCK7CfRdD1Dl85bZDIf+hmLmj5jIwphwBCYVv/AOMbjJEQy6jEblwDHNBC8dJC+nCssjmTiHLft40tF7wO6yWe7EuOTCHKsk8FSkqSq7Y+FGE7VJ+T8dKFGiVrFa9PxeYvL14QyfXaXDk0ukAMZ7XxrpPa0A8SlRZtl3y0bqt/DnYCA4MUOA/4X58MivIVNP8AZWQPsovGPC0XCU2yp213qyvW66R47qUlSry8q2OSd/2TBC20LWKrSDQ0A6JSbZM8Ca28F8v6XsLXJ/qOlVQZBaYhv4mkxXAexDiHhwzw0hUVedQm1cNTsddE92ZjsG6XFaozd+yO7xWWrVIcXvkLt7L33E+5ZJMC965Bj9hncUtkrqoDbbY3Wz9asEzsA5xHdXPSuJecyURvDHGps26/URGMCR0LP0saSSOoCAN6Kp4ipejjbCMVkKv9zfuF8uDakqdvE1s/sAmLUNi7bGfdcl3+W48n9JG0blCiyhOvUt21WFkfq7lznPHElWrwRubiuXXPCorby+uQLeJobGeCd7kVOTQmfLgtFT4gtWq0+WfjXf4yUP3C/wDOHAq13u7DvXiHb7tmluiLszDrBW1brXFYHbQhgb1FSipZrQSbeGNznSAEufEqlNWLH4L0ThSNw/Z295IA8NFRU+dgVOKrj0r9HyXxthMW73RuJZYsVabjNFWWmmjVMp38ykjUgk1r1TDczujGp5Ktx9lPugtmzENiYO+UTAqvsFfnc/zbWS3Wz+Y7ztiW+n2v+8cWlywfglN5e4h4wm3lKCkpKi1NWSpRG5wqqa16kbWxj5muITVAXesEIfYKImYtshHxEzgOzU78SR0SlssyFiI2HCohpLi0HcapS4SUhutEFak1TT6fj1YhI4NDeAX31DQBUzrshOMsQpEwq0kFbBpQEsIT3C20tIKUnvbUke9NelB2lhJ44er0wpst1vHEgr6+z31a/B/E3/mlPv8Ad8jyJ7C+McRdt5zTJYDMe5ZRcZVyDjtvwrj20S/+zmZndmWC6qVLUmDaYlZL/cUWmXIsELpnOK6Ym4uOaDkB/UeHLOnZ5xAGhrS+d5Ia3hgF1OP9I5DFxwHEgk+QubLJhuEweOeOIDHHOEQpb1y+xxl+TImKmOJXHevl7vL7yrnmGbSw3Vc2atxSXj+mGWB2Q9Pu9paRNjjLmRH5i35k4leLzinAFDkErVttxlk+pmIkuCwtGsaV6NaMGsXMDEhcScaFHIfIWaYcPHMdaNgxyztKiW5j9Bi93PvPOS2rhlt0iL799u7a5DiA66ooS04ptI2GnVv3D73XUVs3a/K9lHY7VEwMYHuMkmkZOJCNa8lS8tH7jiXOJNNW3laF5Mm4v8a5e5XI3S1eAAxOkJ3QflACJQu5Rl96vtyQzGkXS6ypq0x4sS1ocU4+7sEcMRosFCA445QJISFOOe4JPXHd281+YN0uP3rqeR8xQMYSFPJrWIrjxzJzNWqx2y1t4jpDG6c3OTtUk4BOeHbRDcU+G2X5xaWct5Ey1HGtr+9bZh4nBhqufJl3eQUSl2xFvkPwIGK3K7QEuft33qytx5O1TaffrXkv7B+avM9vHvG/3n9otpC1zI3Ne+8cxfm0K0QLho8R2o4nQiLXt388bftr3WdjE68kCq9Q2AHmX97xA0ka9AIAPzUUeX2+wcZy0YjCnR3LPhyVW7A2nQ4m1z707bi1GkZIiUh5H7xd2nm/vGUbWZEp51CHAhvr0/c2+2bHaw2cz229nBE1jVccBG0BznOI+Y/OpTWXE5KKoVpJdblcOc1rnXE7wuClHPGkN0/oBwBPygAnOt5LwQ42d4m8PuGcZlsPR7o7h1ouN6TI398XG4Qm50pDgcU4pHYekKQBuIQEgDQDr82n+RXnR/nz7qb35k//AGeS9kZHy8Nji1idrWg+uuzWsDbYuiiTS06R2MGnDnip6rVnZbNbZSt8OAFpSiTWhUE12gnX8vv9adeYrx6vwqTImkA51WDM1uZJS7opJSpRUDX8oHqD6Ch/16gtd39Rpj9SnOsgtkFp1wVKjVSDWqtvsPSlQB60On49KcVC8VrFwwqAKmKRdQ2FmrixtBqD6gJAI9iddSB1GLwHIa1wq9bKsfbIUSNykClK+voaH2TUdF7OQGPHM1s5Vk70vbZ5wCqbozhNP/wSB8dfp1LuXAWr+yswOFJL5YvKoXI0ovOdtKZDhBTXUdzUhJ9FK9q+vVRcpGGZH8adaFaTzoueML4xk+MvQnlh1YjlARof8doIrWoB9a6a9NRvJCOxKZdFSkPGCj5uNBBzPh67XepjrLSktOuOJASE7hRRIBSqlQCr0+npr0U2+6QeE7NPhUhju6VzwTsqrrBcHbW8lPyUd6RoqiUj8y96T8nPTTWo63esZMCDnWiFFXPCuTUtplIKSSobagoCnCk1RrQUKiaU9OgAQHwzwNI4r0rySlrjyUAEoASN+9YUB+odoG3alYoPbXp5jRpKrnWwAQpVazQkpmR1xniEpUlX+JNHCk7VIbp8gAaEewJ06wudGewqKR1qoJOJt/7ltywQf139y9yQlNYr6qFe7atKlJHy+unU4XrvDL+Pb7u3+VOqo7KNTBJKEoQ5u03JJFNqxTQUTrQgevrp1w+5P7mH9QPbTpBHYDRB4/JKHmX6hIqFjaCdCoEDQ/mV6k9KaX6wQPZj6v41gLUxTj21f89Kb5jjrQoVdglIICiaJKiKj4pV/wCPVnRs1qEwLTn7/T202Huc4P8A1UpHyAxERptxUagrKlqBaoApSllsKNBQKJ9vf16n7JK5lzqJwJUenwqXG9hen6SPYaWLn1qcMec1tOpqU/nSCFbB+bYdx+v9+u4eXrprZWPP5U+4d3UuC51USYz0GAl1twLS3NaG0H9VJLZ0JG0bNKeo106uZkZcXBa4ITGezP402pDkHKry4yzmHHkxmpSgkpWKH4gCnxXVS6BW/wBKHUAdUHzRsM7mOlhChPTL0xrGxMOJJWqu/kIdg3PixyXHkJccRCcdASTqEJNSP8tPw66Z/i6ZbLz/AGrHhB9XH7yPxptCZNIBBMb6SVbFt3nHGSF7nozKVISlJqtO076qOgKhQge9OvsharJA4j5go9hqqysFrdkO+Q4/lVf3NISyppQAO4lSiaUqqhPv6AfXUdNyDuoakhMxUbISlRFDQE/l9019j/iqgrWteo+VKKntrFyzuVWlaAnTQJB1IVp+b6/TqJK0lRT0QQJXjSlaiBtCdwpU+hB9NSKEfXSmnUYscMSKkNJRGp7q+J6A0n/4VIAokUNQff2Ovp0l40hDxrcbS4qchXZhD4iZVbHTUUfTuFCQfmPzVoUip/16YhOmTDOpV20Ot04CnC8ekONWp8KqlxlptzadaU+KqKroVensOrPbvUAjKqaGAl4zwNEraYilPICqFAWoBFAKnaNyUqFV7mySRT1/p0SiLlTgKGyaAv8AXV+4XHkMJaQ23UV3AmqTuX6FG5KjVWnrUg+4HRFpPEUMuUa3PM0W+Hsvy4qY7r7KVoWkncpSiugok/Ebtyq0J1A6fKIOdDXEDvDIipEcabYeWuS8VbSD8KICCVH4hSgSP/b0ySCcBSdQIBFYi4WaFULhM91SCoAMpUtxaVD5JVuAClpV7+mh60QlYrgo4GsJLjIhtGRPlRra0UqKnJLyA4gJ+RGwkODuJHt669KUkJW1XABfTjQ7cneT/F3F8R5f7rHnTksqAK1Mq+foAEFOxKBSuv8AzDpiWZsLxG8EvIUAfnlRGy2ya80veS2Ek4ovwIQdppWHMH8gGW5iqVbcP3xoIL7CHwXGWAlWilNqASoaClE6HqL9S9zsDxXBcuS9eNWW12i1t4w9z9T2k6sMDyx4AcEx60B96yC85POVcMgukq5TFqKu28tZZbrVRS2ipFT61OvW26eOJ9pqTqOgM/QMh2/HtONfMZe5A2pCBWiSCmv9Nfc/Xp6MnBMMaTngcqyypJaQkAqVQDRJ9VUoVK1NCB+ND69TQBnTfhPK5ALWMdXvWTuA96CivwoSaFNPX26Z8RXpkKf5JkPTGu2NIekymITdVF51tNQaKTU7QpR9KJT6dPtJedLUJNNeG0AvJwHs9BRM5JjUeJxe+yWiqWGtyQEglQKe7+U0Kd22hP5R1ZpbUR7UWkfuBnvoRaysO5iZpOkhFXDA59vKg1XHdusdbL/bbQshSUo+avgqpooivxI19uqpJb/VxGN+DSnuq1mVsJ/1qvPPnWBvFnatVuCCoOSXXB20IR/gSSFK9e2KHQCp6D31gy0t/DXU9xwT0wp+G4dLLqxTj6ce2sdFtCFx2n1qQ0gfFYWNh3kkBJ/5SCP9Px6iw2TPDEjig409LcEuIZ8uXp1qwcWtjcWRFe2KUtyS0hoJ9Sgk1VQ0qhJFejm32jYnB6YkoOyh9xISQCcU9BU4uAat1lyVBSo92/S1srQAUp/7eMreQaKLaqVqPU6g9FJiyG3kHAuOXZTUSvkCY4rVJYvMabtNyS7UBnJlOJrqpQlQkOFIFdqVbma16pdm8CN4xwmPvC0VuWd9pH9Aw7D8caz93urMqOlLSNqRtK26hRWlA/VUUmpSVEan0A9OpVxMJGAJ3eNRYI/DcTjnnUZuAiKYkyYrSmO5Db3JCioIcA2rIUs1ovQ+n4joXLoQuYEUVOZI50jWuJRajTQ/IKUTRVVV9RStQTUggj26jsBITIVMNSC3KCApdSv0KUp0AUogBRP4kjbTp5pwQenWkPAIRwKV13q4tNMRmH1Sih+T3ZDcWQYipDUdPbLbzqB3A2HFnRPqdem5ntjDdZOk4oOKfxptjACdGByxx9leBg2KY+EW5i0sqcJS3FvMSQQpavilo3Np9f5vZawAD1tkkMhSItBPBwPxFILHNCuJ09EX2VlrlbGmoqI14xVyzrbUGkXFm4XB6zhSjubLe5yXb0rWk1oCndX69SHBzcJovDIKKHHT0xxFMNAjBfE9rzxBaNX4eqiT8UuNJF15u4hNrukOQqXyxxfDjW6MTLkXC4ys7x9q2tMBCWCzIamOBQUCfy0pTqw+WbfTvMFw5zfCjfqIVVIBPuzqs+b7l0nl2/Y1p8R1s9o/5wG9ubhhma2EP/URZbPyn+WHN7O5Jek2riDhbhDjmMyguKRZZV1xm45jeztSK7rjdL2XXVn0IA6s/luAt2e2uWqY3vkcTy1vcipzDQnJOtQGEO3C9Jb+62WOJxOBeYYWDALkC93aSc61nMjmtSLxPgyg1HcYkPtd6OolAQskhxYIq4tSf6EA16qd3L4lw5j0BDiMMs86ssKCMALpIzrK4dMdtMlEXuoU1JIabdjvBSaGuzQ/Juu0+vuadTNtkMUgjXB3I5k1lwxrhr5Vzk5lwwG5Dbr9V9wLCwoJWlTa6gg1CUbU0H1NT0ne49MbXBcQRj2UmzP7uKYEfGh5ccT2CKhKVoB1pVWlaA+nt+Feqg/5KsfGvbirimLjbZDY+SZTzqTodyUFAKTU++09ObQrZI3t/rP5VBuz3XABSg/GmG4jLROYYP5luIaDYAG0EICytQFQoUFCNQT123b36mNbxIAH51VZEUrkKnRtwU+lKVfJxVVbqABtSSauFNFoTu9EgkqJ/Dqc6NxkQcaaY8eHqPDCvQ+lXZRAgtFbzqVJU8lJ2RyRsKxt9VFI/KBXWunTjwdAiiHfPurCUJe8pHwXj/HlWWs1lYgRf13FuFLajtWf01uEGrm9NEIBUaCorWlNepFtE2Fmk4mocspkd3cqhOZznrccxmFRj/b4xYLOyySCVO3R+4SQ86UqWQQ2KVJp9ehe53BhbcPBQiBrR2uLsTT9uwYcSuFUTHxx7H+PrXPlxXUyL7kNydc2IHeMaNbirapStobS+p8fSvt9OqgyyfZbVHPK0tM0x6EgN92eHOpjnkzpyC+0otddqxq4T2ZEqISGHnEuHvVUtsfmUd6gd6NtBUaaU61b2s07TIwdxePxqQXsA7xxr03KDBVJSJryXw3CQWWEkoaC936hWhQHdFQCnTT063OyPWQ8g90IKUHvIVuGNYK4oZh4rFLMpchMfJm5aUqZKVN9ubbx3NqD2Ss1pU1JTp1FlDW2LSHLpmXLkW+rGlNUznDNiVNG2F3Dju8ZBNUVqjxpwa3EEJHbkDY2PiF6H5/QDStOibYvH2eS8l4Ap78vxpks0XHhsyrpvDEe5wbdGlN/ZsvWWxKTOKAt/uLs0Pc648CsraGla0+PqOmb0MmjbG/utLG4/wDKMTWRAsVyqQfeDVQzbW9Z33W3VtutbNjUloKLamVGgIBHxUoEf1/DquTQvhdpOLeBHKpwk8YBoHeUEg5dfT8KxQcdW6jYdgbHxWrRR2V+FBrVSRT1/wCHUUvLsszz+FP4AIPTpXzLZdmr7sb4SWkbXGie39w0Una1uUdvcQdU1qKV6RI3WFb83s9XbW0CVIcfur0pLtpmgtyEBH2qn0BK2nEUC0blCqVEJBSdRT06nWN0XD6eVdQyXPsqLJGh1j5fTGvJf5Djp+3WSUpbCVoKfmVJWRUroKD1B/H06TfvJSPglbga1rS4ZrVR5ZFjMzWSyB/3ERJeSKEpcQotiih/kpAG4/XqtXoayQHm3H4UZslMRXg6oywUSLdLtLtfvLfvuNmcASVON1rcYKq0Kg61+o2PZaKe/UBhEsLrZ3+6zvMPFP1N9mI7KlE6XCQfKcCOvA/nVsYAuLbbchm0rkNTZEhbtwmNl2IovMoQWWGuw4lSWmULJqflvqR9OrHtBjtoRHbqJS5XEYYpgidKF37hI8iUDwwFAz9Fq97DDnzXGDLIZac2vKnyCpLriGVd5ZdeWO86miK1rrWvVvtYbiYtMiiPMk8Ux7aATFgPdxPAV4A7a3Zjr7TkkupffU02CUR0tuOHVaVFXzNPVOivfoXMYHzOkapdqPHhT7VbEGnNMfT0Wjv8RbJcMp8o/DHHrK6pq53zmjhm1RFttFxbRtfJkF1f6QSKLbjtr9vQE/XqxxO8OFkgy+ncv/KHZ+2gW5tL7KdpC4s/9bP51+mhd8dfuGTyYluU07Iul9ei29pTyEJcfm3BTEZCnSdiEuOupG46D16oEcoEOt+DWtU9gFSpWP8AGLcCS8p6zhX5pn8tXMHDXkX/ACMeXvPnDuSzJMG5coXLip3Gb3DkQ7tksXizAcWwK7cxMRwkw7XjF9zXFJMK3MOOKuDsdCXpCUrWpCE7VLeO3qSMNB29tsUeDh4moBzEKE6SqOQAoU7pBJOSKJm0RPkBF2+bUiYhhCgqOJwJbwXHFVXKsFSGI9T3aNFe75ghQ3JdSlP/AMpP19venVvbIEQnGoHhqCUw4enwrJJabksiO240yy0VstjcVJQUUcKUBY0BSSSfUkg16dcr26f0imR3XofmIB/DH8qsvGMtNswbKsTiSERX2LyjJIUFbvYN8CITUQttuqP6suE4yiiCSrtr+NadRrkyNhdHH8hxTiSMqlQmLxA52D9JGOWan0FUpkU6/ZA/DZjxVtOSoLjshUoqjtwyypttaXGqF5XbcWFBsJ3rUqp0NeqrcRXN1I3SC0op1YAdvHDNONF4zbxh7yVx4Yk4ZjhjzyFSzjfhW+ZFcW3pDMJMSQyY78rIEIYhx4zwSJMxyS+FNWODDCHFKk/J5SE7UArIpZvK3kbc/M25iysGa2BPFldhHGw4FxJwbx0jFzyjW44gduO8x2NuZHK1ynSBiXEcMMXHIJgAcTgKPQN8RcEYtDbwfGrFe8qtt2t0qTnTkVyROujFt+2g5FYYkuYppqxxLZcpUa4Q5EVLbkhhwtrcfJcSj1Vsmw+Vft5aptVvG688PQ+4cwGeUqASHuBELUKtZGiYq55WqJNNuPmB6bhK/wCjJ7sYKNaHA6S5oXxHJqa4uKZI1qAkcOZ+bLllicfcjXpKTLk3i735FkjmA05kyp7n2LtyUyU9tS9xfjOJUFsPPO7tVHoN5q853d54EVk8xxIXPc0oXPUBuo5tA/Tjmq51M2rZra1LmALpAa0HFGIhAHYEI4gBKhHANhm89eSnj3xk1KXNk5FydiVvuUcSEzELtUW6C8zlXBbilLnltphxCnFJ37vc0r155+6PnyXbvJu57s+5dJNa2ErQGv1HU9rmN1ISSWucgJCgjotXXZrBlvc/UPYkEbXSnBMGNyHIEhuHEHCv0vTDRj2NWSyNJS03bLRDiJQjRLYZYSKDXSgH9+vg35guHue57l1Pc52OeJzo9bjTENSakU9DmfeaorJXUvKebUAtolZIJpuJ11FKAU9Drp1z6cEuXitZI7UARgKgFuQESnKVQ2FbUISCRQj1Tp6f+PUXEOU02VzOdS1whuPWhNASKaDX03Ef5LFdPTp5w7mGVbIw6VUkxTAvG9SiPmNNTuqSCAaVBSTQj06FvKSHGs4Ve+OuIcitHdpsSdQaFBT+UGnqf/v9E7JwJQmn48vXUgnpZVb5bYBNWlJCTrUlJ0Jp66f+7onM5roHN4pWy0oew0jvyfjpt2XzJCkqbJfWsk0JKUrJpU6kKGmh09teq7CxzpHNIUhErIArUXjUu4EzNDKmW1OkNvdlK0qUAAoVPomoGlKD1016D3Extrpwce6uHXj6cq3LGGju5E/hVy814xHvNqTdYqEOrLe7cg1STt3BVBWoOvT8cgikEpwB/GmmlDlhQCXeGqCtVQpSwpY2GqVGoI+JFaaJrQevRYPD2At9Pzp9pXOsjj98W08juqUUhASo1oSEkBJFTQ0T7ChPUOaL9Y4e6tlgcFbnU/kz0SEJWKOGmtAPkPzaCuq9BoPb36Za4DABCTjTbAdSZYVj2L4mOXDupUE1O4JNRs2CoCSdPQ69OFhLkXu+nxpb43JhkPbWMXeWVS2Xyv5oWqifjXcpC66jUJB9jp0xo7qJh6Z+i+qtiNwaQuJojePLqXkoSBtVQBSDWqiKUIP0p/Q9clvIwJdRzaPTtrYVS0miZtTjnaaUDVKQKAgI0+JAOtTr79NQkotJOdX3hF0S605EUsHcEqFQSKKoKBRqCejVlKCdDirTgfXW2tJUjNuP8KFzyUxASG5b7TfycDi0q2btxIBRWg/6fqD+I/r05DK61vdTiRH+H5DM0+NEjkCYnsUmkycoWd+Mzc/0VJWELUneKKVsUdap3UKtK09uuy+VrxsssWohCfVjT0pBh7uYT3UK1nj3Cc5OjupUtsvMaKUoqUaKBpQU3Aag+g66xeyW1u2N7CA5DSWElowORP8ACvRNxK8RJAdjtO9sLQdw3VI3bm1A+gCiKV9T0iDdrOWPRKRqT+dYxwfki0LnmDlN7h4M7bJ77iQYha2lWralghSE1O+qgddKVHXaPsFstlceb4Lm2biJ2uw/0lV5YJ7Kwufqe1qDSxV9XOlp8dXn7aU3DcWNlAAhRG1SVeo1HqD7+x6+l21zgOdGSmo4euq5uUTnt18Gjl+NZrKrUYsxxxujjC1dxG6gFCdQkUCTQ+p9/bolcxI7UB3UHp6cah2zyBp4+nvqvnmaEhKfTdQAEEn67q7duop0McxHYY1OYUzOFYeQgfL0Kiobv/wgTUiulQNDp0yWj5uNPivKyoAgg/IE1r+XdUU1Ndv0/wCPTYbk5tbNee8uVLZpQJBqNSK1HoT/AMv4dMXIRuXGn7ZUIxSsNbZ/7ddIs2ilJZeSqhPqP/HStR1AaQ2QE5VNc3xYtJC4ZUd+CeSFutcaFHlhodhtCf1mzQ7TTcpSSCAAPrU/Xqw29xG4AFqAcuI7cvhVam224Eri0jTmowUevBelF3ivlBhEvsd5cdKkqBLjUktq3DXcG6hK91ToaU6NwObIEDXoAq4J6z/Cg11Y3mrVEwujTAnBTyHXoaLvBOd+O5oZX+9dmiUhVH2CTpuCwFHcNoND9T+HU2MtdgXD4n2UMubaYNRzDqReBIPZmT2USWO878cwHmX3MkUWU7SUB9ivypuSU7q7QACk1IHUgmNwRrgTQ76S8cNLIie0gfGpZevLvhazR1OO3SE+62CpS13Bta9wTuTuQgUqFitNa9JMTmhXBwb2Vpm1bsShh0t56gU7aD/k3+SbFrOZUXGY4kO7XADFaKkEH4p/VruClqNfUgDph8kjHENarUzJQKcsfwohBskhSW4eU/pCIe0nEdlLW5O81+Vs6dktwH3LVEfKkbi4e6kE0ChT03enqAfX36jPneo0k4DHDM+9RyFWGz26xtTk10hCKc19WXTlQfXe7Xm+yFTL5c5l0eX+X7h5SkpUFV2pbqUD06j6iBn3fT40ULGlnh/o5DhyyrHtVUNo+Caq260TT2BIFaVHp79IIJeS1AE9P4002JRpd8oPOso0sJqNFFVEkk1Wr5a7jTcRrQU9B1IjPPEVGkjLCnD0Ss2xtbSrckUANCkCgBFAAa6qA9foeprWgNUjGkgIFNY+TIos/m2r2nYCNun1X7aeg9+m3SE5/LSRqedIxNfKKuAqCk7D8Roomg0USdKj/wB3SRjiPxrVWpxnjqJN5TPltqEeKAdzgSpt1e4BPxV6gk/26L7NEJLnvjutC+uod9M6KAsZ/uHBKIqdTIYt5tkdK1ttQD2koXuSUoIK1hKgkAFZ1p7Dq4yATwviGZaU/CgUQ+l8N0mA1d7mKBFSXokuWy40pP28uSyQaJopDyhtNPQe1PcdUhshGBHpxq7+AHAOXvFPYRw/AV4byXD23VpUntoCSrckUW5qkAq9FKp9OoW4KrXlUA+P40u37rB2msY28wpxDJUlbUOjjoXRSFO0r86jbXd/X0r79QYy1xDeDcacIIAI45VY1qSkvR3tyVJWWC0ndtLSCoVKQmhINaGnt1YrdqkOwQpUCZxLC0/MFx4n+VY27z0NW7JFOqX2mcnkJCl7iEI+3Z7TTQJqEjdQJNB1Avn6beYk4NlT4U7bBzXs5Fnx51WNkLP2WQtFaGi5cbXKjbwEqWXWZLLrKailC3Qn8R1WLfT4ci5l7SPYQlE3EnRpzAPxWuuUTuW2skFsDaRQFSyahKiNSkDqPK4qWHhTsTNRD2lWg4j0zrzuuuOQ5SUArJjUSKigpQDaDX5Cvv69NuxYTnhUlsbGuVoAqLCS8mtW6eoA3D19lLBFaH6dQTK9mCYHrS67G7hLRSgG0apSNCSVVVX1NN3p+Pp1uOZ5CcBwrEB7Kyjlum3VLMphMaQ60ypp6IqQlp5lSVFa/g4UtqWoGqiDr05JDLOkjdJcAiLTPiNYSwqASvQ1koGHZvOiLk2jGbzOiIfLDki2QDMbZeCQ4WluRi6pKwhQVSnp09Ht25zxmWCCZ8Kp3WqF5YZGkm5tgdLpGh3X09lZGA/n+IyklEK8xQpaRItt1tcl21TkpqFMzoE1n7aSyoKodAU/UdOxO3a0cmiVjTgWuadLu0H48KZkNpK0kFipmDj6LTfv4keOrByp/JF4EP221/tkL/8AKCsN3zLCw45KtrcvCLZeMqel2xCgtxqGXbey6ppRKEChqAOrXbxiJ53CzHhmK2ldI1VCiMt7vJS9pTGqhvzYZ7FtlOrjcXltED1MzH45YFsbv5UU381mWtZH/Ld5wKtElMwf7uwjFpbjC6oZumI8T4hBnQQApIMqDNUtpdAQHAfoerF5efNa7NDaMUeJACewglvrT403GGyXFzKU1OvpnKOKaWk+1pB5pSPuQMTS43+7iKbfIAQzMcSnuIdIILMhwA6q7nxUrTUj16BbpYHCQt0O4nn160Zs5u/oRW/jyNVljokfvMJT6gERnyVKB/RXsoQtJ0JJBB+v9+hVm17bpjnfpd6inKplyGmAlgUkr1q2OQ5BlWOIyptQQHFP91JCUqQtHaWEIUKqcIVUFXp0b3k+NasCYAqvTKh1m5Zkbn1oU5La0NvNfGqN7e5RCgkoUU1FDQLUB/Y9UKZp0OYD3k9WedWmN5dicQvp6qleH2wzF25TWnYXKMgqUNiUK0SsJV7j0/HojtNv4jIyzNpK+uod6ULg7It/nRU4jOegNiOHFJDDm9DoClpUySlSQo1AqFAmg1HXStvkdE1uPy+iVWJBh1/Oiaxx8XVtTiNhU40hCwhYJKkg1CapKk7q/iU9Wu2f9Q3WBjQ/S8N72AWs+uRZLY08lDaXZYZbSSQXNrlSl1La1EFXbSn0HqST1KMttE0gIZE9E60hzZpHDPQvovSsNbpsm/SH3FrYiWOCA3IWApCpM2gdQ02tNQEMq+Sz9QNa9RY5n3RccBbj3np2U8Y2wDDvSHJff+VRCXCZyW7Z0w4867GFxxOEtRCUvyGIFs7+qfyhXckgqI9QDX16gSW/1stwxxJZrjB5kAL7caeYDGijTh7MFrnMTURm34db0JDTUBN+W40pSChoJtsJlMhdAj9R7QhJBKSQPbpnzK1jYLaFvAvw/wCUBe3jSLNjgXyO+Upj6cKrSZmlqt8BNvscVSy2w2ha9pcUVkJCtzYqRtNQAdP79BnblDFGLe1jRobiTmTx/hUuKNznK8qOzADgKgt2cXcHn3llmOp6MlAWlS9qguikJ+jewV3JOtRToXckyvLigJFS2DQcyQCtYd51hqy2WLEedmD/AHGAtLjKURUOKnQUhCFK1feCwND/AIn06iq1kEcTCXHxSoIwVR7TS8XyOkyHdHXj+FWYkJi8P5A/cJKmokV66sNsJ+KnpFX3BHCDRQQ3u26A6K/t0da4R+XJfEKNGpO1ThTUpBvNLM0b/M/jUYTdo023WgNNqeUzZrK3M+aglB/bIm9psBQJUg09QdB6dDHTslij0hUjYv8A4RWwxzVBzJNdsi0JyKIEx3kn7ZG5QSlC1p0HaUhIoENlOhKjqT1jrQ3kZaw5BfT+NNtk8GQOdktVbNtM6NKUyiNKVtI7jexSdrY3fIL/ACqbqf8AH26Bvgka4xuaVHSpb7gua1zE6j8DWUt1tkgB9ZQDX9QGiypJG07zSlSPcHQjpcVtI3vFM/Ra2Z+6gHfPOslcocFhkS6LM1j/AKKmwKVqSA8snck1oUg+g6dfDEEd/wC4MvxWmQ4sKFDGcx7MuVQl6T+4IbdSFAlxaJBUafMK0SP/AI1akjqDKRMAnPGpoDQA0FRw541X2VxizNiL2LUh6O4kLIp8m3PkkAUqEJUPYdBr6PRK08C0/GptrI5rXMzQ4euoPJC2n23UkodaXuCkkfFO4pI3AUrt+vrXoO9WSBwwLfhU9pa/LI1ZuCXNbMF+iEqW3P3l00CwlbaQATpoQNej+0zu8MuGYd6Ch17H3wD8pA9VEKxcJVuxN2fIUpyXcqxIoO5wxo7xKV7GiKJUWAa0rSo6unjTQbU6aQrNJ3R/paenZ8aCuiZNdaG4NGPaRUTgPKDrVGlqKnNoQ389moCalIIAT+IGlOgUS6wDUqWMeHhwHHjzprX8a+xHnV4MGShRWjyJwSAAgEusiXeY05MlSUmqHAvend6hJPVwYNNpjg7wXhO1pK1XNzH/AE0pBwPh/wDrb7q/SIeuSrVfW7ow8lUi3XdE9j4/Evwpokskj02hxoaHqjsjDodDxgWp6iErbnJIUKEE/Gvy/v5KuDIfjv8AyQ+c3FsANpsOOc9Zrd8YCHEhv/anKtxt/JePAKP51N27MQ2EGuzYU1NK9TtvgawG4LQzUzEDm4guXqHFw99TXyvdFG3UXFSv/KCG/wDlDSvGgZVMd+6U6UmgQ/2kDVLalNlCSlIIIoNdT69PmRxdq5LS0RiYLXotE7svOMqdeTVaXU6gpDqfXuKUCSFJJJ26n06egkLShJ50zI1W1Y+FY21muTWyyG6OW21kSrrf7w1ERNetuP2pxoXCdGgrUhiROK5TbUdpxSUF15KlnYFDqTq190ZY+6mXgtCgDUSgB4uxT4dqKnCravuOYtjGQybfY4bkxaZqYjMq5BN1lW2O8ptKpU1DCYiri+y3R99LYZQ6EFtOxJBEV/h/VCAJqfI0KQujUQC4gYnSMSOICdada2Z1tqVBoXDDUUUgKqKcAcUVSpwqd5zyDB4/s1sxmy3+yXq2NoVYpszsolxb2m4W1bN2vM1LcmOJf+5oE5KpsWrLcZUZqMpTyWqH0/feY/Jn2+2K126ymt5ISQwuj0yyylNTppQ13fc5dR1OaGDSxqoW1UYNpv8AdLmSeSN7JSdQDnFGoe61qjAMIRpxJJc5AtCNkvIU24odjJWq6gQft1SZjyEWhiOwyYDT64u1i3RW48cBLSG00aWKpKvfinmP7oz7g98W3QAgjCSRytHDUWIGIGog4Ox71Wex2CO1frkkdq1qQBiuaA/McczxGGFVbGsOYZelNttYudxhOu7GXHkLttmblltO1LbkgNuT5QSpPwAaSQpJJAIrULHZ/N/nUeDHJPJt7nf7kixwtI/pGDpSP6QGtVFcKNXFzZba7xWta2UhEHefjwJGDB1JJzwp7/8ACh4oYY55qcbZDbbi5l+QYVZLvkOSziyUWnG7pJiIhtNQpD7TE25OONTVxHnlIaZbkJqyhSQVnnf+UuweXvtn9kJWwTmbzHulzHbrgWo1ZJEKf0hq/pDjgpxprad2v91ZciWPw7QNawBU1anZEKQAQ1RiXEIqZVu+Zi4lta2goGlUAjU0SDSn9v79fFzzDKBIIlGoVYiUVeIoaMlcPcdp7ndtBr6aJNB6af69UeZ51EDnWnHuDT8o+NR61utOvJaKShdKAgH1096UFPc/8OmWYlDnTQCmpVI2pjvJKSSls+poCPQAVFAa69SXYMIA4VJeW6TzT+XrqhL7c48O4pS/+kt5ewV/wCVVpWhCQT/x16FTR6nFMqYAchIGVXliE9t2CxQ1K0JKSFVCgRUUFTT/AMOpMBDQFzNPNIIQcqnqSXA6j1CkFKh9RSvodaf+7og1yq3gRTgJwB9PXSiPNHHHE3F6WlHyClEKHxUSFEghVCAgk6j1HQiKQW92Yz8rinXnTUIJJXIY/lQbcX5I5bLs0yt0IQXCVIKtq0ioBVQgbUKpp/TTpjfbUui+oaO8D2+nWpBbq7hyPxpmNivLN8sKYT6kPAx9qd9Fg0boa/ht9f8Ah1Vo53FpjeuppwqE5pB1UIPI2OphzXlpQlsblKCW0EJCQkmoJpvomhG3+9erHttw0u8LNuHp+FPNJQA8T76qW3W1Mh49lSSVLqkpr+ma1SunpsUmqTTVOnReWBGE4hfj1p8nwyOypgzZ5jTStFFO6hAIpUlSk6evdAP4Ag16gFicRp+P8RSfEYuWFY2XbnkNuadwpIWEjcFf8ya1CRuCtPWtOs06cBiaWJWrxqFqbkfuDaNyAqqgPmApTmwrLX0KQo/TTpYcwtPTDL31rxMQ7rRIcXzkl9pIJ3L2gBJ3JJprr7EH39+uT7rHoldqyIrHgiQsVUNGVagVR2RWtBRW0Ap3UFfRXqfwrT316DQYsFJOdTfG7kq23JkqcJarsKT891dDtUKHckaj2p1NgeWSBa21wBK5Iam3J1nav2NrfSju7WlKANPmNhIrrXaD0YuAHBkwPd49a1EXFGjgV9PjSWua8dZYdujW1LYQJBAp8akkA7iKBJqfl7jq4+WbxwljZGe7qA7MalMB8AFcVK+spQeY0LM3OmMkt70vxQQabyncpK91QKtACgKda9dZ3L6l8DH44td2ZVjg9dAUoUom4ljstwtpdKI6lBlKkrUE0QCKAUTqr0//ABeubm8u4pSGlwcvp6Zmk6WMwAzb7DSI/wCQ+/tC/MWKOpNFygChPx/SZO4oDZ9ANupPr69fRf8AxP2lz2P3OQAiKAleTnYA9ufZjWNaRbOcMnOA6/yzpa0CUuHLYeZO1KFoVVVD8SoVSB60V/7NOvcFs8xSB+WNDZyJAWAK1PT2UQrmy+2BmUlILkZAAUkf4qA3anXck9WsOE8C/qFAWfszFr8j6D11U1wj9slATtUmqz8j/wA3+ROgJ9a9DTgq4VPFYF9pISQv6btDTUGvzoNT7/jSvTDxihwwp9upErCLSUrBqojRRGnyTu+SkitKqGg9uowBDk4VJLm6tTRy/jXVcRvYQohe1I0HpsSSa7jrurXT26RcNLmYU7A5VaBjnUVfTtVTQVBp9af41rXTXoU8GprTqCHOvdCdUU9tJptHx+VDQClTuFDQH8fXp+2cQrR6qbc3Eg4ipDCm9p5CXKACgIB2AVpuPxpVYGn4dFLedzHjV8p61DmDC1AU45Lj/A51ZdqlStqPsrjNZJodjchYo2U6Cm4n/wDF+nr0bjeSO6TiedDngLqkALm1I03PIFEf/bFxCaAJBluHcnWlQFV9Bp7dSmvlXBx9nvqC6VzszhWSt7r61qEl+S+vUpcccccTuUCKLCj6CnUgPeQdRJpGYUjCvm4JbCT29E1V8ANQo0NTTQke34dJc4EKBWFOyo48hVfVJUQCSabUkUNa11Sr0/8ADqI5pxFY1xBUV5tqRVKkg+iqHQjX1NRTQ6CvTLxpA1KW1Pa9j8vXXydCAKJqfXbWmhqQDUUP4+mvWBwcUblSy4AEjlXa0CVb0ipQB71G70ICtQPia106kxaV61Blke/5lHp6JWdjro1Qj/EKA0HoaEFeh9upBeU08KaUonCsZICnHUthJPyKRQlKt2hSo6U1Sfj1Ge4EpwpxukNVUcvofzqxsVxR2aWn3/02QAhSiAfjQEo11BqB69FLK1fOcMGpnUOWfwmlPnq0ZTjdkimFbggKSnapSEjfQgV3D2JT9OjTCLZuiLNMTUIAzuD5sBw9PRamWNXduwWqfc5C9r06EqJFjqZfW7IdVRa9iWG3nz8qCqUq9dfwLwztiiEr80wGOJ5ABTQ65tnXFw22YpYMXHkOuQ9S0Gd5hXtN5kuzsfutuNzmSZEdmZK7KH0LcWoOMrcbBWo1/LSoPt1UHsuBITLG9hcSccFU8Fq5ePHoGlw7oHBcgmFQnJLpHQw2XnZFUyFgp7+2r8f9LY4G4xSpTZTQj2P49Cd3uYY4Q6Qn5ufEcMj/ADqbbROKBoCJ6kPrrG2zuO90ptkx3u0dcU9924kJVSi1USwlRUiu0/8ADqLbB7xhG4ghcdWXsGfCslLQQCQnqq1LJLfaO2Pju+Q1GKWnZLLza2UqUD3N0mWGkbE0IJSa9WWCV4wZD3w3BQQntcmFQXhpPeerCcgn5fyrFvDv268Gewll83eZMeYQ6VxmXChlpoKcIClPbGxXTbU6dQnt8SGUzNGoyFxAKgHD3pSwmtrG/KWe1D6eqqzMpDbM9DIDZFyghRIGxVIzq1NqNdSdwI6qcswDXBv9Y+BoxEzTpXPSe3OvG9IU5XcsjbTaK/NQ3ABJVQ6p9vqOobpC84lfjUgADAV3sPpLS2Vbkqe3fJshJCQncBurWgPv69ba7AtxxWsIrGvMpU/tRU6UJ/Maq9DU0Jqr0PTaKUFKBIFeNCw33C6lKi3uKanaVLBKUqQfVSgoagdJ1NapfwpRBdllXphvupSlDTSnaqCQlNSXFOKACaCpUtSzWnSPEfqACph76aeQHYog50Rtri5nbMXTacSubsWQuaudeEx3hDdaceYDTSXHwa9sgbKqoEnT16vlrHuUG3fT7Y/TNqLnphmEz9ymgLxbPujJcNPgkIMcMPTKsCMr5SxiSiLe73e4TDy0qbdn7LxbH1EmhQp0SWFrJ0KQoetCOobdx36zkEV3I8MOILke0noq49PdT8kFjJGRAO9xAJBT8q2uv/S03TGLv5IeTruQ4TiV65EhcT4JkmFZ6iwsN3jE4K8sk43mFusu2rNoXlMSbG+6cZQl11LOzdsJSZt7JLdbNNcDS1wuI2vLRp1tMbyGkDgHtDiAinNUqsTCOLzBDC4Oc36R72B2Ia9ksbS8H+pzJNAPBowRTSjfPWbKvf8AIP57XCWtP7ncfK3m+Jb5CFFTkNEW5fbLW2kfIvJCAipJ2gae/VssWaraMD/6LWsPIBgCj10zaMLbcL85dIT1JkeVpcj0J96FPgy7vMflOsvthuQpSUBVPidzhPdU6U+x9eq45j3NdG9zi4qMedGY3NVsjGhrcFTjVOsSXolwjLkILRQsJJFFD41qoj6g6/h79A2SmOYeIEoyjDErSpGNWdkkgzceYUTu2NLSFqqpWgBSa6kqCRUClDXo1eOMlpqXgKGwsEVyRgmP50NN1TskSUhRUkuh3X0IWkLBBoCAddOqDenQ5wGWpfbViicQwLgauTimAXbklFELDNsS4UfVyW5T57hWqhSvuPT06tGxxOMjRwDQv/NzoVfv1tCFBqPp6qIWNb3I0ploqCQW3Eq0HxcoDU6U2Egj6V16vEUeghp60Bly1damuKXaZFniGwpJjqeDRqT221KJHc3Ch2LGlRUj+nRKxuHiQwj5PgedMPB8MjotTctSb9cV29grRGYUWpb4SSmG2Ru3r2mri1UISkamn49SzHJeTmFi6G5n+kemQrSiNg/qTLnU/ciW602hDCQw3b4EdThNdXl7VLcW6rb8nHlCtToBp0TdHHaw6QEhaPXzK9tRGvkc9e94nZl2dlVjx1MbvBze90QyxLzKcUrArthWqHb4LLUXaU7k6EK2/TUAdDNnlF024usA11wU6ABoQfwqTdu8PRHn3U9fM1U3LeVfukxcZASybbKnRQEu1SS5b47qVJUn5OOr0qDoPX16ru+34nkMbUBjc4e4e01OtGdwB3FPeapKyXF1u7CWpxRbkvJRIQVbRRe1IAUdUKT6g+3Vct5T4viDEHOnnsLXFuQBqWZVFlxVSJ0Xb9s8G1houBJAB+RWknbuNPf16evWys/eYe4eFOwaXDQ8d7nWOtT8p5nj91LjTq7nnbxaQRRKEi6xgS7UBsBRbIGn4npu3kkcbbEEvuffqGdLfG0eI4jAMXsqd8p3EWzGLzYtr0jfKl3Z9S9lW3lxXGmkJIAXXtEVQNDor16Lb9IILOS3xJUu9oNRLVgfMw5DD0/Kq6gyVB9tEdfYbYtlsYluFO1la02uGKpSSB3K1Faf16CwuOsNGCMaDyXSKllw8MtPzaj251l0XT7GSmZBkONoFO4Gq7nDQhTbXtRSTqSKip6mNldEfEYSHUw5rXsOsKns9OVWNbMxsV1aNtft7aZhqHkvqP25bTop7eB8qk0TQjU606Jx7jbTs8CRg1nAk5dq1GkjexHtVOBqF5S+celtSYWz9slumPLbbUh1UZxQJBSz6pDg9SmtFe9OhV84W0gMQBhcUPQ05EBKgeqhTUNurzylJUlaS0pqu5qu1SVHcruFWhcNQdRp6dD3ueCoqWyJr43A/P1zCcfZXgt0IvyBJZ2ID1VyYmtFAfBLqKiiHq6k+h9umGtDpCRx4VkD3frKN4L6Y8qx+Ywo6LP3JC0CVb5QeY2pKXXEPJDS2iAa6g7q+gKaD16ibk1jbUvd8zXYevA1Otnh8oAxac/4dapdS0OolJIClKSShYG3Zt9a10rtH9+q0XMka4DEpnyork4HlU04ztM29yZLaSqNaGHWHLnc3EHthCV//RRjQB6dJptSlOiRVStB0W8uwy3b3NCttwhc5MB/pHNx4D1nKou5PiYAXf7vAcfX0ooMgLAh2lbTDzjUYOtssrUOwlafiVEJoHdAKnT8Or7f6fCj0jutVAfTGq6xxDnIcz6Y144NymOLRGAZipdWPjGjtNrNfzd1VNxO06amnr69CvGkI0tQA9B8azivGmBfx+5Aqw+cfiNOAeW7F8h+JJMWm1TilNZPFtchINFBKnIty9/Xtno1ZPMr3wuOcLyPUx34Gg+6Es2+SQBcWYdsjP51+kFkKZTdzuDaKkInSknbX1S+4NPwNNfp1WLYt8NpccdIpEzUmcDktaPv/qUuAGuPvMvDefbVCksWzyl4Kxi6X18uLcgf+ZXCF+i8ZZEyH10Q1cbxib1guJjoIKElTlCF6S4H+JBLGV1McEOCFpIPrIVF6Y5YybYEEA6Q1Sc+8paR7Bp9ruuGuO3ufdWkBRWkKUoJBUhaUghetPRHrTSnW2tJP+pKm6wMEwrpaIbkbVn4KCkAEncih+O4pBO1JNajXpbAQaSS1MM6neEZOMNyFFwksLl2qTEn2q7ohpR9+m03MNFxcBS1pbL0KXGZkBKgA52yitSCHA90Z5tQqnXl6Y1rQHgEJqaQQuSjn7T7an2UZpa7pkV6l2K7QpyMjitTorzSZLtyXOt7CG3YEa2JZjrSlTLiNzrzjaWFVKioAkDZ3SfUOcMC8KDxUDED8ycKlRoy3aECMIBGQAJzPNOAGdVZIxqZd5SF/uka6oW+vvW60NSFWdlLGslNwzKUpmLJKXTtdbtTD/ZJ1erqYEdi+WZI0cCQMMB1V564HSCV41JEzI43FCzirvm9TAvb3iOyrQx7iiAxBVeMjfQ4hkOuxbfvag2tDqEsyY0ZyO445LUuRGcWGVyNq1KQlTi0EhKu7eUPtK1sDN582h3hE6mWwOjDAsdMV1NBUpGUcQhe5pIFVTct9Lpzb2CLiC9CSOB08MCmOI4AHE1ZEnLmnMfjYjj7EaDbbdIFzt8q4KaZVYLwuHsdmwGQ03L/AHJtUGqJK1b2UJKlbQEk9F3Ke3t7cWtoGR27GoxUaIw0FGtBxwQ4nJCTQa0gkdcC6nLnOIRwH68eOKDPED5lAxxrYO/9OBjUS8u+QXLE4t3DIXbrasT/AHFtpLaftrXHckvJQ02lMdPdnz3HFOIFXTqSevkj/nL57k3jfNo8uwzCW2trUzO0/J4kkhbkEDjpbg7lktdMsrQ2dnBEW6PEe+Qhf6UY1eSBfbwrZWylfddcqDuqU1Na6E/1qVVH9uvmnukxkuHOK6lqcVz4Ch+yFsKklKSR7rVTUkHQaarUQP8ATqvSPaDjTakisZb45DhUiqlf1G2oBoDQVGn0/v0ljwXIKwhM6kbvcDBSrQrBqDQKBpUbv+YU+n06IDSYlAC0sHhVAZ5a2pCyoJotkKLRoU0JIqlROpBrqPXoYXFkp5JSmnS3VghVak3GN4ccQ00DVuMdiqihFDTWppoQRT3HSQ9SHDnTjW6VJzNEVFWFBJQa1KTX8FUFEk+pBPp1Pjdqy5UjxP0kUEflpiP31rdlpQHf0nFJQDtSFDcagexBBrX/AMOhF4BHeNfw9PyrTCfEwxacPypKch42q/uBBUktvKUE/l+CV0Ir8apFD+PRwsEtsQ4K1zU9oqaCjAOIxFHdxJmX3ERhlTgUrtpSn9RO5e1PxJp8gPidPr1zK/Y+yukcunJeC9fwpqaPwyTmHDA/Gp3nFoF9tUhSUFLxbJ0O5W4JJ2AeoKgfYgHqRY3JZM1wwK+peXrpgKiHgVoC7hcLlid7cYfKktpc2FKlK+KAo17ZH5fiKCtdp0r10hjo7y1EwCKPWDy9tTCjguYT0SrWsWdR5aEd4NuEoJUkEBCV7TRISaKUU0/rXoXNAWd5xATKoxYXFWjGpXLmsTozjze3/pEn3Jqkig91a+p6HFQcMMc6SmkoeFDHLutwTnFri1TtXLkJ1IDekWTqFflUmop9RTo5HbRfQyS4qg/9QpzBKIDjC5KS/GLhFUvNI+ShU+4JV+QqQDoD7Vr1y7foAD3ePofbT0zdJxzJ9MqYbibiZFuZVX10BT+Wh02VoANfT69U62aWtR2BWmzljWSmLWwoL3FIQuhKt1RQgBSPQKA9D+HSpCW4nIGlxuaGkOXHLlV4Y3OavuPuRSpK1pYW0aelSj0qSNyRTU/Xo3avFxBoJyFNkeE9QMUx5H18jSzPJXE/sl3JfaPyafAKAQPluIBO2nwI06NbDciG/YxUOsduJ/HOpA/20YqIfivupWGUYpMx22z76XS22tUUoVUoBLj5AKqAkb6U0+n167ztm5wbjPHZAKRqHPIcOylNle9waQmC4GpJjPIsliwzd6wA1GcVQEkjag+nx/TJGtfTodf+XozuDS0FS4IckK++tOc6IacNPYudIE8rcrkZNytMTIcU4iGh1aKrLh3vOEiuqq/ADQnSunX1B/x+2WHafJRkjADpJGtVEwa1T7/41kwDI2RNU5u9uSdOS0N4CR8iaA611JGtFe2p00/r13djSccEqOrQQD21cnHl5QpK7dIClgjtqTuqFIX8dyCrQEJI9BXqx7dKXAxnkPXVe3BhcfEjwd6JX3ktoESS+nYmlCUBFSSFgFJ9CFDSv/s6fmgLCV91OxSCWISDPj2jOq9nR6BQAqAK0NT6UBP0Sin+vp1DcxR1p1pJIFRt5KwobUV27v8AH4j0FDXUkg+3UZwdmmKVIaCcOdfEhsriGny2VIofyg13bdKAf+FekvZqYcDlSo3lkoGS1DJCgDQehOhJJ/EAkipI6DTEF3RKJjPrX9bWW1JV6DeK11V/Smmor0hp0kEVp3eamKpWdCQ8gOtk760P4GvxUSa609vTojG0OYrMqgFWuR1Zm2XByK+E7lBOn1O41AJ9NEkjqdFM5jtI6enZTTo2vHewqz7Xd25QAqN3bSCNoCvX5DcrQHaPbXTo5BP4vbQeRnhuLeHCsyFlKqJqBTcnQg1P+VEmu70/t69SFpGCdlew7XmiV6Ep+NAR8D+YACtTX6/063WqxbrRSaJAJHyIKahQX7j2H/sPSXfKQM6xKxT6KaJAVrqajakVBoSo1/8Ab1ElBIp2JyOU5V0ajcSQdKEimtfy019Pp9ffptrAQrsqmjTq0n5kWvWxUBSUgaaBJqEjcArUVGgH1PUhrSiVFuAA5Rg48ay7CFJA2o3fFKSdDuH/ADEKprt9vUdSQDlUfsrM260JdkIedoUKO+hKqkChG8E6baU+nW/BLnd4ca046R1q14k9SGmYsNJQ2gbVqT6JTUndtTqdvofYV6NW8rkEbRgKhuBGK41IbNYZN3nMtubktBRK1BRUdpSCVoFB8VBP9a9FYoHSvAIKUxcTeDGXqPEwQZ49lWDHziz4GmcZ0V6VlJtLL+L4haWQ7cG4kx9UODcrvJUn/tpl9cB+1YB/TaQXVUTr0agvLbb2vfI0uvdH7cTR3kOAcTzf+kcACTUaK28UmUuLmkkFxy1cQ3mmS1XVv45TcWp10zVy3Wybk7suc3htkbuF/fW+uI62wZN3m3JLCZUJ13vKTDSwyX0JqpSRQjYtmlkbJcbiWxTSuLhFHqkIUIhc5yKMzoAatFBcd5I26mN/USABh0zoOcr48nRZbdrstzgXGFbVuJZbuffsN8dW5IUpxuXbriy33ZXcFSptS0LBBB165jusIbOLO3cDGwlA4FrsSuLXcV4hQc6sVrcjT4sjSCRwxHuyFZLsXO1uFq4BcWU12y4hxCChDqEbkVcQVtqJSDt19NadWK2c4xB5d3gAvQ1AkPiHuglnDqDx/BazjF6lttHa4pXeT3HnFKLin6pO0q3V2o2mgA0/DqSbh4bgcOPWmzCWvQDHhy9XMio6HS/BvaE/qb5q1rVRVVo7TS0oCj/zqOv0p0KL9UUzRxcfgPjUxjCx8TjgjR7VK1V7pUzES0kAqkzpkwmlPizsitivuE7FU09/x6p8n7cY/wBT3H8B8KNA/uHkgrx7l119lVqKUJ9CF+tAkGlR0yCSVPKnB769bAKe4tRFdhCVVFAFkAhNB6kGnpXpfBelZXqZ+Kio0OlSVAk/GmhP1AT6evWMcFw4VpVrFMIS+64pfyb7yylFRt3VqN+mlAa/h001mpxccgcKWSmA5VO8SZZk3NLjNnu99EFae3HtLbLUcSNe395PlFuNHSkajUqJ9Oi+2xiSfX4ckuhEDQEB4aicB041BuyNGjU1qtOfsVOVWE3mjuM3dEx/HLrbVMgtzEsT4U8Ljr/6iJjTa3QUj11B1HVgi3P+3XAlmila1MUIOHUcqGm1dcN0B7c+SVcFtvMHP7ZLctUBi8wylCJtnbYSlxa1Iq29JiJIMUIVoH2dUrpXow+eHdbYy2oEkRGLRmD15EcxUN0Zt5El7kg5nh+Nbcn/AKUjhFNmleYHMU1uQuLPy3h3hTFJclrU2+O1KzzKmGZBHbdkQ51wisvpBJQUDd69BNxhfb7U23aoEs73jH9MbNAB6h73eyhxnbP5h8bBILWOM8w+aYynHkY42YcjjnWtvznmaORvLzyczT4JGTeQnOGRfpqSS2uRyTkEZCmabgUORoaPnrrUdX+wbG4xxR/I1gHsABPtBoZt3is2+JsyOk0FxPA63F4ToNQGPqoXr/aIsu+3yAt9plbDglMPJJZWGn6LCWAfiutdaaA9Bby3ab2WFQCHKvQ0YheY4WHP0WqByO1uW9yXFeCi604qS08shQfb31Q4lYO0gp/uSOqrfwGEFjx3gdQ6jpRu1lbLpe3AHA/jXdCuS51ocjqUd7LS2FEKBUVJRvStVT8tBoBoK9JhuDcWhYTiMPyrJoPDnLuBxFVDd0gy4qN1d7SEuEChKkuFv2oK0PVXugDKxrsV/NKMtQNJ9Mlq/wDiEIF4lpeJCP8AtYq1AVqW0FQaOgUj1FD/AO3q/eXGte+RrslZ7gaAbgSGiQHENPvon120P3BDISUlaVhvaUq2goJ+blQPiKivrT8erl4Cy6OYoEwh4BxxrGMtmzyW1JSKtuIbQ3VS0VDlahdKV2g0I9PTrcbTAQ4IuVbc8D58V9foKIbHnbaITTcJsR3Hwp9/uigkd3VbzlfkFV0SdQB6Dq0WbWBiMADjievbQ2V7gC6QlBx5VG8yuMZqFLjbUIbZjuOrU6pfbUtLSV9tttG9OxsaAmv1NK9Q9zljZG5pQANOfZlU22GoazguH8arXjh5uNxi7Pl746btd8juAStJ2JD91eShTRHxSotMAAg+2vQbaC2LYnSvUB75He135CnriPXdBoxQY+zI0NeVTxMcnzSuokXOcEpAotcdu3QmlEkCidoVQAEEnXqk38hcXyHNznfAfhRK3jKgZtaBUMZcSiXbewVqZU+0CVIotRBSKKbAKT8a9D4npIwN+Un2mpUrA9q8UqzMiUw2y7ILz32z+1txClLKEvdoVSydUt7CQTUaH06J3OhjHOdgw4VGiB1ADgePKsfYYiq8YIEb7cf7tmSdjoq4llq6KcU6oE70pcbaPrTX006RZwuW0cRpLZyceQcq+7jSpXq+VjThow7Ur7ziU/kbeVS0rW8e1NW3Q7g0hll1vQgehbFfb0p69K3Z77ts7hm4EjoAKRbhsT2nJoIFQ9wTJF4TALQYJg2lQRUDuMKt0VbTlaneVbhU/U9D1fJdCJNPcZhzGkY0+1rGxeIQpU9qqfZU6dtce3W/7h1QJqlYXtURUgJUkqAIo0ag+nRWSHRHrJUJUXUNWnjUYcuzKHP+0bKnVKJSoVCkbdSsEUCQsj0Pr0NdI1e4O96Y06Ldzvn7o99Z1yd+82ufbp1HnhGU5Gk12rT2jVTBCUipQoihrSnS3PM0Rifi4DA9nCtuiEUjXN+U4J6c6wVvbmPJQz2XnXWkpIQpoKCy2AVVIqqpB0H16ZjD3BCCqU68xt74TWc8amJlxMcgrlS2ii5SVHstJSlZjNhIKC62oaF1Z1SRp+HU1gZBFrkwkd7h/GmJi6V4DADh2L/KqOzG5CZb3O6n9Zb7LiV0CVBKlqIbNB709tOqzuz1tiXfMXD40UtYkcNGQzqq3FqS0raaEhWutaAGtD6ioJFeq3qLGFD6cfyoqACccqKe1TzKtVmRGjIYiCHb/soTW1KWKsoCintgAuurqpRNSQdeuk2sgfBF4Y0x6Wo0ZDCqxMzTK/UVcScfX1qa3tylstIWQl3uPggalJSQhagfQ1P0/v1Kv3HwIxxBNMWwa6Zy5AVjLce1IbUCklbgUig+RoKJKq1J1PoPp0LxWlvdGfkamPp0o0/Dq5wce8z/AA3v+QEsY415I8NP3l1CwypFvlZxa7clQWpSQhJlvtFRURoD0YtmyMumacC4OT1scMu3ChO5u1bZO0d493BUwEjCQvBBx6V+mXfm5yb1dG1hIdbuM5LvxJG9Mp0KpWg9Qeq5Fp8Jv/CPhxpqbV4zk/qPxpHX/qF+HbFyT/GLm/IFwsy5+Y+NXKvGHKWGXeMlPfsNky/I7dxhyqJdEKL1lvGN3yEp9BO1t+Ew6NUdSLZRcgBEcwg4LliOOCd4eteFORPax4LlQnThxLhgP/EGn1Jxr8/2TGIUlwUbSU/pipA3g10JNUmh/HX39up7mEO1CpYeAEwr6jlD4U7Sjjbf6rlQo906VSigBOm6n09etMGoZYikKAU417Wozs2OtCEtoW2nuLcK1JqhG9x0qSlKir4AEEaa0HSiNQSlsJaUFZS0qj4/nGKv3qGhmI0/erLdGpIbcRGbudgdBdcSnuMuFnYhxdNxCArWunUe7hd4sTCEcXOCdrCU91ONcPCkIPd7pw6PAPXjV53ftWtLcyC+zDrsdjlvtqYjvBbchtEdaUlgxHloCkUCkutn8ekW99Pt11FeWTgy7hkD2lAdLmlQoKghcwQhGFOiFkwMUuLCCDjwOGfP4VCckzS6XSS0Se8uOuV+uFMNh4PoQ7KecUQpplje1XcrUFINa06v+5/dvzbfxtaBbQyAHU5jEc9cyri4RjoBgirQmHY9tjkVrXEYccMMjgi9lUk7k14yC7SLVjrcecpLC3XLq+pyMhawQ247CYeLkmZ2jUAqKQ+sCgQk0POGXG/+aL+S3he+aUgOe9ziMTgDirnY4ABAeQBqxeFbbdAJJQGY4NAUp1TAfhW51/6aPCX7F46843qbdWL0qfyhcEtzo6kqaH2cKMy8yra2hPdQsfLaCgHRJI1Pz/8A8u9hfsPn6K3u5xNdHboiUAAaGl6DDp6hkpzqfHdtvYLaZjCxohfgesh92GdPoyd8d99bRBJqEiuhIrQa19K9eA9xkWd5bxJp9W6D6GqQuFZDi3DRCm1LJ0Oih+caflNTX8T0EJXHjTXCui3PJYWAUgodWUpUNEhQVWtdKlNdfw063GUdlgaxMOgqRTGmnmyKCqUhVTSv5dAD6CtOp5IROCUto1YcKpbKlMPtPhdAtIKVVV6K1BJrqon09uoUzceopGly4DFKrHB7mu33yTGQQUOvoVQGm0mtRrqEke3+nTMjDHHqbxNSXFoAICrhRb2Wel5tsJJJKU7TWoR7nWnqPUeunUq3emHGkPCt1Cq+5osbV3xuVva3rDC9p2gk0SoDaPapNT1F3Zg0B6d4FRSWEAlTjSAuXcfNlyeaQhKB3VFsbD+YKOlANqSaVppXqZtExlgcw/OHYj3ipkQUBflKY16+NsvXbJMdkvBKe6iqySDRWpVUgmtR6+39uhe/bcJmEtwJHsTKnXsAPhyYNX3UfeMXyPe4DSCrcpbaPShpQUK0kUI+Sh/T/Xqgh4ZO6EqCwp7MiKgOCHDnVBc2cf8A3TKrhCY2vIUVqolKChKDqpVRQhfufr1cti3Z4f4ExVxOPZww6U5CQ3AZE58ug7aCdF3kWOeWX1ONBtZQsgHUhRqgj0UQTUnSvV6Ft9RGHtRfTGniORR1XHY82bdhthTqSduvcI31IAqgGhogUp6fj0FuYPCcWaSvPn2004Ylc6jz82I5kUK4b07mHHVBW5NfnHeaJBp+feulPx/v0hjJG2r4wMHJzzBB9D66wrrA6eupvx/ckNS4yQobKpFSo7lr9QSCakKB9eqfv1u4xud+r3U/MWuKDNppmfGU9qRAjoKjuWhJO4gp0TQk+mm7TXWvXOo3DxNDvmSmnhEWpvlTCmYa3WhtoD+f5ElNQdKfCgOntXpVw1AvCtN7RXZxPkxblmC6qqStQKVEEk7qfl11ANTTQ9PWU7WPAaEbl09dKc1xBa3tqAeU+NiTbBMYQV95SEnaDoVU3VoPWhpX1HRSOcW10JHHug4cTl6LW4QrS5cQMvjSk/IOM1Dxq3WlpCA5OmxW9pFFBLJUpxCkGiaJUAAeuteQXl96bok6Wse72oBTsILn6x8oCe3hQZ3GW7aLLfP1O2DGU1XZQpJSSgJBoCo0pX39OuxWcDb6/txpU6wa3cI5ukYk4JSJ+U5wuXIWRSSpRSh8Mg1TQBA/OnX/ABXp9evp/wDbWz+j8lWUaIXBzvaU/CkXUjQ9rMBojaPYKgKXDXaQPQ66glWtR9KkfWleugRKFBGFQZC15UFcMO2pLY5xhTGZCTtFQhWp+Q3AblUqE01/16IW8uhwI7Khzxl7C2iCuLKLxZmZjRLi22qLCSlKqbfQqBFKA+vrTqxuWVgJzAxoJDK+GVzHIF9mFUvco6kbqjRBASAKnT4moNAa/wBh79CnhCnGikTi4L6qjEltR3JIoQDQVArqCQRu03fQe/TekYk8alROB4q6v4hpSoL1Nab9NKpr6BQUQKH+/wDr0khGFo5GtFBOCcvfVeyUFCyqhNNAmlNoHvWvp+PVenaQQ6jDXjSlfK0lxBVX0FNKVJ0BNB7gdN6SW6uFaZgRXstcwMupZdr21qoQfSlKVr7/ANepdnM1jvDfxPoKRcsWPU3NcakkiNQJcbKlIUNHGwKKFd27Q1+O7om+MjvDFo40PapOn9Ve63TXI7iR8qCiaV0HsBX2FdOn7eVzMMVWmpoWyBCO8Kse33Vl1lPcV8qV1FK0JBUdytQAB6+vRVkzHBScKGGKQOLUxFZdE1C9qW16iqtKUOnrQn0/vp0+1wdlnTZwwNfLp3ArFaa13CpI0HqPZB9x+Hr1p4KdK1wrHOJJ+J9S4dwrUfKlPiKg/U/Q9NEVuusskeuqwDoPQCu2gH/MP/b0trWtCnE0sSvDdIKD091dsdoFz4qCqjbqANPxJ9fTXpTNK90Vpz3PAa4qh41MrfAU6lCygkVKaJPy3f8AMCqqTT0/p1LYwgKM0pt0gYUA71TSLZpKtjbTVSooQEBNQaaJ1qKAg/I/XqSyF7jpIIJNRZHriuOONWtjmJkMd6WCwy2KrKyE6HQUXotKKj10B6OWVp4TCXhCq1Bln0uAYScEQfnU7xqdbWJ0mc/22rNZ4br098UUntISvuNpWdiStYSaE0IP9uitlLCJXSvI8BjSXHszAqLdhxhETE8R5AAPDHM9lDPIyKRN5J70F6PIvGeSP965I6y6l9604nHhljHca+4WKRJEiOhvuoQdwaJSTVZHQFl2926ftuaZrg+NImJZEAkbF4F2GAxReZqyNgEdmGk/txdxqhFdm4/j1NXFa8oaj9y4PN7pTrqm4zy1opHRHFCltNaJZFamg0oNdOrLHfBDJJg4lB6qh+EF0cOI4Vkk5Fb7u1fJl8j2m/Wq0WifPmtXGDEmtJcRHcfTtkvI+4adUGa/BaSKV09elh8F94jJo4p2Bhwc1pU8GqcQpTIinWQ/uMjtyWzveGgqQMcOxKaDyFwh47eFfgXwpYc34d4h5b84/PPjs8t3jKsvti8psfiz4/XXtu4oxxlGauMaKjkV4PxwLmXHHXbw5KU6XIcFDLnmvy3uO/8A3B+4lxLt13LtvkPy3L4UrLQ6Bf3pJPgSOOrxYWBrjLqBAjDWMDZJC8ch2zd9z89eZJHbdd3Nv5bsS1+uNxa8tEjmwxAFGie8dFLLO6RjjDZaIYWh5dIVvcNeIuFc1cpY/jcdeRRrKIcrJ82FhusO0Mw8Qsfbcu05EiU06xbp12kONQmEpKS4+8SgDbp2fc7SzhiNwwlsjsGsagap4pwAzSuzR3cjngFEJOA4Doq4DLspiErwe8PZN2cgw+HYVuMqGwg48/lGa228ux0JDaLmiDIvy27gZqRRcqI88lyhWrb6CnPZKFGuQNOaFF5rhx9VSRdOIy7zTgo/j/CsDfPGTwfwWU1jUzhDBk3d+2SZ1pTeXMmnJlSmt6IsW4zpd/7qUvzAhKwkk9pRVT06gO2+1cQ1zQU5nHEqakDcbgRBzicSmA9XqpZF6vXBl5ud0gZF4a8V2O5NKXbbhHwzKeW8WkWmVDcLKlWuNHu1xaMhbrf/AFVtrDiSDt6SdtsNRa1sjHcdLvgopbLy9IBWM9EPszX3VafBPj14hcrZS9h3JfGXLfEzaYbl9t+YYtyjdZsWXGjvMJest7YzDGZkOMuWw9ujPRldxSkkKHp1g2yzDUEs4fqAUuCY8kwHacuFKfud3GO+yMt6avWSvDknVaNe7/xE+GGZxsqe4t5+5wxK6m3vvYzb741hWeYza7iLc47EF2ltwMfvlytMuW1+sUFuTGCiEhygB0dmDWl8UrlALgCAcl45/iK03dW+I0SMaGuKZ444AjgRzrXIZx65yL3cMbZMRUizXG4W+4S2HHEW0ft0x6HLuCpT6GXEwCpoqR3AlatwBAPQy0imvS1kYAUKSchjmTyou97A0ScHemFW7bLK1HZFqickTY/ZUVMxbLBjpgF/aNynD2F99VfdSyoj0PVrt7bwmi3ivXhMg0DSvXDE+taGSPPeeYlXmcfjh8KxmVWG7xGm5V+abyO2V2N5BbWhbr5DqNqnXm2NzMyMkg1+J0Hp03uFtOxofdgSwZB7e64fmKTbSxvejO48cDiD2cqidquVywe9Q8gx66rKWe68xPZKmUL7KA49DmMpX2z3GKmoqlSTUagjoXDPc7Xcie1eSx2fI/6SMlTFakzNhuo9ErQTyOOeBSv1Gf4l7fg/DP8AG34u3zEcaVj7V84cuPkDmKXEhUy+51kcC65ZkeSXB/akuOXD7BpLNRRuM22kCidbJvRMu7mFpBgaYmMHJrgwn1lz3Fx4mqDtys2x1y5Tcv8AHlcSfme0va1OTQ2NjWAfK0YZ1+djF+8vV5vmWoS8q5ZPkOS5K+4AEpbayvIbpkPb3oIJKTNqCP8Am9Or59M+OV3ggqHOROAJKfD107aP0WUAeU/YjBXmI2qPVXVk9uh30tImlNuubYKWLg3t2svAb20S0IO5Ud4+vvU9Q7+Jtw5Je7Pz68j0qfC8sxZjHy6dDVHZo3LbabhXaImHcLcpCV7EgtyYbytrbrLqjR+Ka7gRWgNPXqr7rHIgimbpmYfa08RzHKituGtYXMKtcnaDVU26QYVzdjOpJjytyFBNQQoEpadH+YJ+g6rUTjbzlh+V3oKnvJkbr451F7rs/dIya1Sy68FKp8jQhwA+n+nsT0PnANxHyDj6+NTdSwn+rSKt/iSQPu7g46oqAfZcJqoVqnaCCkgEj6dXLys5ZJCf6gaC7iHeEg5ijKsDTVwhTZDSw65Fj1Siit6g8un5tA2tATSo66NDG2Rhe3E+nvoDJMIy3iHFKxM5tsOfNlS3GUb0BdEgKWkBILI9ACDt9vfqMQjgCMRl+HZWnI9q4plyGP5VM8anyCGmn2h3WmEoQa1cKh8/ijuABSUA03GhHRW2kfoBeDqApqSNojxdgCF5euo7yPcUttOFa3URwlK5CGgEvrCyaNpWogBCvUgVHqOhm9PLmAYgZ0/bsRrQEzz4VGLdGlx+IcPr2okJVgW7MW5ISPjKuE2VVDSz/wBde4JTpQj36HtjkZsUDR3YjGVx/qcTlzqQCDcFMXF3wFD1kzrDkdKI7rSowuVzDRYSlVQ21bkaqSSXDX1+nv1U79wLA1p7up2XTTRCBh1K5QR+NRmB+nKZQxue3rQUO9spDbhJO4Eg02e/sOh8YPitDVJJH86kPTQ4FUT09tWFdlWtiCpguy7s6tKXV7WqRhI2hKm23CoUUgj+h9Pr0buBEIyx+p6jlh7e2ocTXk4EAA5k4/yr47V2lxuMIEchi5XC5TG0IQSsJLk6cA5oFHvKi+gHxSR9K9NJOWWcYwme84D/AIj704VtwawSPahYF9BWczafbrdaLpiOKx0rmJgSv3a7qKFhtxLDndihaNwLpWKqUmgHp1M3F0MUD7K1xl0HU/qhw/llTds3W4XEpRmGkczw9VSW14Xj13ZjTIpuVvuarTZ2Z91dQl6E66q3wyIaQkgsFtR+JT8lD8epcG3WkzGyM1Mm8Nup5xBKDu9MfbUV11cMJY9HM1FAMExOPbXolceKLbyXMhbkxtTIbqW1dlBNWmXSdqlV9gP69Oy7WQwgysczjww6Vpt1qcoaQ4c/jUBfsGPwy+qC44qIFJacSspK+7WpQt4/NQPrTT6fj0Cfb28bjoHcVOtTWTyn5z3/AHfz49K86vtXSzb7dFU0txQVK3lS1KQ2CNo0O1JFSSDTQdacY1DIwhGdKTUdbySQMKyL1wZs0NX2qFInPjtpIFXG0IIBo5UkfU+2v16xzwwIPmJpLWB50HFagktLkx9cmc44pSzu3OLKis11Chu3qoRSo9tK9RHAuJLlWpAcxjWtjGrFPQ1WmUuLdipACgkTG0A1rvKUKAoaCmh1p/f69AN3OuAAD9Y+FEbQ/uFv+moEqM46NqdVOPIjoSnVe91YaSEeu4EnToA6EuCNycQPbh/GiWtre9yC0TsArhN22LHon7FtllCSn51bZCBrUAK3anroFsBGGMZ+gJ7BVemLnB7jk4r2Lw9VTO6yexb7Oiek9xa5byw2UqUhlSm9xcNDruqKCp/49EbshkTA/iSf51AjBL3aR3cBXW19khxlbDTtJDrAYcPy3oVqlLew0RSmtfbWnQ5wCBBnxpxBVq4/eHLZkvH9xZcP3Fs5A49usRJ0Ul2055YLkkJWfk0gux6/HTXohE8+NGQUOtqdO8BUG9iDrScIo8GRVGBOhxAPaiGv1R8kuyX7tMmGoVPcTPUCRUGc23KWmnp8VPHXoK2IguaMg4j3mh3iOcGu/UWgntIBIHtpcn8syI93/iv/AJEIjranQ14xXu4IRpUP2vPOP7iy6PzUSw5F3f0Ht69NODvFj0qus5f8D/4VJtHtddxgDHxGf+ofgtfm2SmQQrYhNBuSWtqik7Vbk1Fapr709terDIBmaU0oVArEsgR5CVA0Svc2SrRBC/y0Sf8AqBBVSunrr0wMHJSydTf9Ve1ta23VO7ls/IqV26kj5EgpQk71lKxoB6evp1sYFRnTweNGjjXVPT2v9qzFHc2MtjM9xRSW3vvWJMSSaCigGRIG72UrpEw/2Huy+oah5qCD8caQx5eZoxmIHE9gQ/hX8uDa2XmIqZUsN95hK2g88iIrZbI7gSGQ8WkFJJUAhOn09etzxNa8YDVh/wCkGsicXRk4EJh0GoipHHZgPux2bsmQq2yHGU3BuOVIfVHc1Uo7NXEkhO9CRv2g+vTV1btmhcxAS4ZZcq3FM6N2sfMPXXzOl2C1rfdtFqIUl9EeL+ydmQqY668hDECEw0fuFyZb6kN9tvapa1e506EwsfbuMjHeAADqcugNaArnE4I1oUkqgANTmOkunMhaskryGgIupxwA9Zwx7cq/QJ/iE8a8l8ZvBDBrLm1uFjzjNkS86ya0utNMybbPyl1VyFulJZASZMGE40257haSOvk597/O0Pnjzpuu/wBpI47YH+BbucSS6KEaGuC8HoXtH9JFWSeJsVwLeJzXxwxMjVuRc3GQjprJAPEBeNGBkT9O5ueTUVO2upOtSQNKCmvXl25cri5e7TL2K46RhVUSXFOpX7BS9FJ3UVurUEetQAdfWnQ7HWeApJYW51547qEOIYPzSmikH3QD6mtKBIV/c9PNIDhypJrOBQcQUqJAUKIIOnpVXr7E+3UoY1jXJVa5PaG0l11pRHc+agqhFVfmTT/m06alIGJ40tsrkTOqOixHo+UNqABbTRSgk0NfUDd6dz3APr1Hkla6A/1VIaVjH9VEjjU/5A7/AIpFRuPyOg+AOoBrTpuKfEHLnTZxOOWVSnJ2hcbPKb2lX6Kqex+VNySP+WupA16dvXmSIlMUpkcVzpLfk1iZauEt9DWxPccJ2oB3H5HeVq20FDqNSOo+0S6JXOOIcntzSpQewhojBA7aBaPKXAmoUFFBDqV0IX6oICdyTpsoDqaVr1a5YWzQkIoT41KL1YA7F3p7KLbjPkBtKmY5kn4bKgK2qCjSqQUkE7PUfTrmu97TI2QzRtLZFz6Cm5A04KCjV9fKi6b+yya2lLhSoqQK7kpUQSnaVkCtdNfX06FW73MPJ6Y0wqjTQD858UP22W7c4DW1KgS5t1SEgFdaAUBI9z10jYt3b4bYpHagMMczwHs48K3A5zXAykKuXTgaDp+/3KzuFslxNCoVqaBI9SSCKHaPSn9Ner/Ht9teN1BKkAgucU7gFeoZk8WFLJcDqQFJH1qBU1rUUB9emv7M3xNOGjKk+IxVDSlEdhty7MxCVED5tpKRpuAVuJaJ3fJQ9vTrl292xfCU5H0NOaMHFxxRB2+nOmV8P3NKosf5hdEICiVVWhJApQ+qqjQinp1xyceFdcgv8PjUaTCNpJUg/ilEpdWfvbU8kgf9JWpqqhpQaChoUaUHp69LlfqbpHp6Ctt0gu6jBfTOh+td1VYb4tBJTueSNpUd22qhVtaSK7aan6nTqIxpJcxjg1xOBp7FFaFUY9npnRK5BAhZ7iG1VH3EM9ymqqltshKdTqqqdR69GWuMsQfm8BO304isWOI6MsQvH1Ly4UjHyKade5At9hc7nZhG4rWipSTQpQ2SDX5NlJH4f367b5Ji+m2iWYoX90D4n24VIjc1sIcBm5fwHsoEfJe+2zCcHmqEqO3IW0tdCU0Se2aBJrUr/vor36759qtnu9/36GNrXadQGRxU8PVlzpjUJLgajpaCMuHWkGzpTlxnTZ6yVLmyXnypX5qrcJRWo1X26f0HX1PsLSLbrKLb4f8AahjDB1QYn1lagzkuldIRg4lK8R/ME1B9Fen9gn1PoPT+vU3UcOlM/GvY04qqa6AD8voaA0T8kjSnT7OFJNXXgWQ/D9ukhLiFIKdpKglRUdqd1dTrQ+prT6dWKzulRj+SdKEXsDSjgAHDjxPGvblFmMZZW2EuNOp3b9AkpURtUjT1IVoK6063LFpJTjSYHkkZ9lVRLYUhagkbh7naRX/k3jWvy6iOGNEGHvJxrzMUQw8lWoIUSkDTQflOvqDqP/b0hF9dOSN1PHqqEzI4XvWBt1VT1ACidAKaDcehMsTS3rjU+OQl2Py8OlY9paG07SEmlRWmo0+X0rX+/TLdLGpTzmqV4V3OQO8nvR/1Boo0AG30BJ+o3dadb6++zL0xpsXDh3JBjUisEzvf9lLSk+gSrUbSKgLNf+VOv1+nRGxkJbokzqJcDveKwpUiesywqrYUsFVCUjcVj1SakilBrT6dTzG5pXh2Ux45Jx+f8a9keBLTsVQ7QE00NaJPyUEK0VWmn06U2N65Ulzg4YZk+2pNEt8txYQ2yvcdQkbtCTRW1VAD6VP0A6nsjc5A0FKjyyRBhaSpPJPj1qaQsdmrSO5sSD6hW7RKdFEIruUa+uo0HU2O2kLcaHOljbzJr3nF0N6LcbUqgpsFQoVqE/LU0IGn/Hp76UNCuIpHjrg0YV5P2Bx1aktIruOlEitQKVNKqqr0006bdG0lBS/EAzCVLrNx/NlLSSxuFU7tyDQEiuulBSvUyKweWqG+nSokl6xnHGrMiYczCbbEgCoVX5IKFaGgW3Q6NV0r0Tisg3F+fKo/1THq5quP49az7DESGQ4UoWUg1S4AnenaD8CBuBP9NfTqeA0YU1I6WRuODeHJa+ZN1nXR1NuhJU2hakpcbFdUUCUqWoEilKVHoOmJpZZkhiwac/T8KRFbC2/dlKoMuf8AKq+5qytrFON77i9gdK7m8bfFuLyTVaf3Ra4y0pCAqimynTWpr0M3+6babZJZWhJlOkOPVxxA65UR2i2NxfNvrgfthdLU5cfyqhMZStjJs5mA0etcS0WtlYqe2iLa2AtCVCoH6np6fLoVtz3R3t1IT3hoYPU0fiaOzOWCJmCHUfa5KthwyZ9psjX3HYaLKUSXyhW+O0G/kpJqKuurX7jU6+vR+QvmgjYqDieVQfDa2QrmtFj4QePls8wPLTifxveclW7hu0Q8k5Y5+uMaeq1yJPFnHFoVfswjyrqG3Xbei/KRHtod/wDlplKVXSnXL/vD58f5G8mTXe1O0ShuiPBS+eUaGetpOsZ/LjVG+43mG78q+ULndLAkbvKfBgIbq0Oc1z5JAFCmGBksjQAe+GKCKwXlr5QOeTHkZyHyvGVJgcfi72/AOIbWiM+zaMe4c41YViXG2PW1xtr7CDDFuiOTNqSA4qaVKqsnpf2u2VnkPyDt3lyQn6tsZnunlS6S6uD4krnOz7qtjx/owp77e+VpfLflG2s7hpG63DRc3Goq4SytaRGpQlsEQjiaCAWlrlxJpif8ePHVuyjAMsuHHXN3j1evIHPr4LC54233ki28f83wcPxWQ+1aEWCBn6cZxjOH80nyHLlHjWW8PTG2yyhxlbxLaGvNX3L2Ly7urbPzNFuFttwjBbfC2kmsVcAXB8sIe6HQoY50jA1QcQ1CTE25RWU7o71skMQKCR7XBjhpa7UJC3wtJVwQv1gxuJYAWl2azZOZ49yNOxXlvDL9x/d8NUhFwwbOIFxssxEBSqLrDnN2+6w3kOPBUeXHDKFEEtOrTWtghvrXcrNm5bXNDdbXKO5NC9skTx0e0kaubSjhxAolE9sjfEYVQ4EcPy7DQieS2Xs4PdrNdMtOUZNjkmEubjGZswZ2QZJxtc4bociQ87Edns5Zh8pxIRHmrSicyCG3A9RKiGv7l9tM1SDGQMSMRjkvwPqNHbGJ8rDp+UcO3H3+6gby7yZs11Pduj0ez3KS0l+6OQ4ci3z2Zro2qCoLzbD7LMqIAtltSUjaoKprXqDLfiQ62kNPErU36SUElw4dmfpnWKmeWESRGt9mx1Nwas1lbjSXRDSwzJlPsqo/MkSBqXnQCEJWooQKqpXpbbm6maBB4YiA54+tAcaaktGtRz3OxPJOwdnoawGXeZPIVztMrHMYirs7d7kpS5NnXaS5OWp5QDKiqE7HqpgkKrUCifQitXZJbt8fgnT3zkFxXDE5oOWC5Vgt4HO8RzflaVyRBwHDGh8/cMfud4cbblmJHl/asSu1CkTZt4ukJKjc5y7dA7jkhEqcVrSCSFFXpXqUTZB5aXiK2AQlM9OeC5LljSRI+FhkKd0L3nBoC8dRQfjRQYb4d+SPIVvNw484C8gr/HEYz23o/Ed1bTLjpC1NSoinpjTpbcbSShO0E0qOg9z5w8jWQ0Xe8WcLwiB5RTyUakPSufz/AHc+2UV26zm8wbMbpr9Dgy4Eml+WlxY1zVXAocDgar1ix3zG5F2xe6puNpyu1XByNdMVym33Gz36zvoSlH2Fwsl6jRZ0JbmqiCjYr1SSNerjtc0E9i2eznjnt5e8x7XB7HNy7pCg9QMjVriu7XcIY76xkjmsJArZI3BzHjijmkhRyzHECq+yXGmVYzeFQorzE5qSxCbtvbcWt653F12N9tEATVTzrzgShoVFVjZ6kdQL61a+0e2AHxiQ1reb3FAB2koO2pwuGRPbJK4CJrS5ziQAGNGpznE4YAEnsr9YHhPil3i3wO404mvDJYv+CeDMHELu29VD0S+2/wAf5SLlGfFAoORLg6ttWlQpFPboheu1b0+RpPhi6aP/AAOa0/8ApNU6xbNH5eZHLpM30LyTw78b5B1GDhX5g8K4XIWCzNRZiYCHLbbg72U1UGmozbVEk126oP4kH6ddFuZ5yrY3BgLjljhyFTIGt+niLhqIjZn/AMIzrx7YsSQG1PS5zsgn7hztOvLSpYO1uiQVkAeh9SPfocdDHgEue4jHM/xqZGrmktAQeoV5srsn7vamYc+O+YLig3DmUWiZanmqLaLKHglbjSgKKYWdq01pQ0PTd9ai6h8GUHw+B/Uw8EXhzacCOtLtpnwv1tPf48j6cDQzZJZJNtAmEJfYZkCO5KZ3JQtQXtS68ldHIxJpVKqbfSp6oG5WskDtZxY0oSMvZmPXlVgtJI5Cn6kyPX41A5a1SJ6VEkukrJ0JJIFNxA0JIPQJ5c64aOIWp/dY3k0en8qt3i1pzfPT3UI3vNo2FFaqCCSlZSQQg6ajq6eWQQXhUDnAewUG3V7SWpiraMDAZTMQyWVrStpa0kIUShKlJTVYUR6pKzoNRQa9dIsXBodHzNVmZmpqgYj0UVlH7pBts6ahTBlPrfWtxtWxexoKoySop+SVpVpt9+pLpYoXnUFcTl0rZic9jSTkPVWRt98lvyWxHYYjJUsJCSy38duiApR3qIbQqtPcdbjuHyuTSAPTjSDbt0qVOHD8uVVVynLMm4XiGZHdeYta/tI7S1oZclNRXX01IH5Qqh1+Oh16Bb3I5z3xtKubHgP9SE4+uplr3dGrDHHsWsdccOyTK4mOMTnZEPEbLjOMWq1tR3m0P3d02pmTI+zQqh2vyHlDcRSoqOoc1jd3jI4pCRaRwRtABQuOkFydpWsZcQQSucCS/U49GhcunXjWDuOC22DbGIduTbPvLZc7tDuMOLJLzjEiT+2vttPSSaqkIQ4ltzUkkn26iT7THHA2KIRh7XOBAKoTpOfPgetSmXTi/U5SwgeyvI9gciN2FXCRAgJcPpGcLi07FbVMFbS1I9RShAJr69RxtboyDM5jWrwX2Us3rZAWwg6uorH3KOiHEeiQ7xBdQVBa21I7chJVQoS2hdUlOz3Ua7+lXIbGwiORhPLj09OdIiIc8amkhazUWIYzvGV2iyHmiYjjcQyQUupQ/FyMiQgbQVKS96kVO6nSgxPo52EhW4LniJMe2tkh4eHfLmfdhWJeai2exXWM04l2auJOiTShpxTzqXGnFBaXCkkvKUSSCdD69MOjbHbliq8Ag4Z9aW5xLtR9XIdlEHav1MUs/YJZZFstzUgMgBoON2yLRx96pKnXdoA1oCKA9W6Bq2bA0kN0NHT5RmaHuTUf6sT1zqjr5f3XHHGG5ARG1SmqlAkoUACaqGwVHpqPXquT3GtUP7fCnYYwoccTUHfnLQt1e2m5JCkEjY9uA/UQNaOIHofUjoXLKASufuNTmRF4Xh6cK9dtfcYJUHdq3khp4lJLim1UWTuTq2gAa60+vSIiQSSQp9v8qx7CXEt+QD+f8q9UhcVhfeeKe8UBxKfk6naCNvcSvUbq6j+nr0qQsb3nfMlN6HvxbkKhl1dWsuvINENBDu5CE/ptqUEggDRICztp7dDppCFPDOpkTfDYG4r2rVaZJO7yWY7bYbAWpygrUDYEEAEn8xqfwPVd3S51aYm4Ykr7qKW8Hh98/MRWCtuxd3tbLigUplBZJJCe6lJKASCa7VD1HUO1Ou8iZIgAd70wWnZv9l7uKAeqiVssJ243JplC6NQ2USH1qUUglSUobYbcpUuSVq2/X1PV8toXSSgDJoU/gPXQOd4bHjxP86yeZyv/ALZagNqQGbfGRBUhGjYlKCX5AUr32E7SdagdL3SU/UiJqaY2p68zTEDdUbpB8xKqOmGFezHXkvsylntn9uO1qoOoWgCiKkFSkKUT6Up0xbnWCTwpAboKOwcccetXBx5Z0ZRyBxhZGh3F33lHjKwhaASsm655jtuA1BKdokV6JW7WulY/NHA+wr+HrqHfyFlpMvymJwxwzaRnwzr9UPKLQmPeLjFSCBBkuwkfiiCBFQQfXVLI6BNkLiXg4FxPtK0KexzABiSAB7An4UFPn1YYd48AfOqy3Jl2Rbbp4n8wsS2GVIbfdTGx83GMGHHAW0FmfCacUSPyII9SOiFg2KTcIA9NJlAK5Yg59uVMzSTW0LrmIHxGAEc11Dj2V+aGyhCVI7m1a1JaLgShSRuKElZCDr2txP49F3s0uLTwpzUcWYlypyGkcTUau0V1jubQOy2tyjRFSwtY3EAA0Pc9SK0HUdzEHQVJYQHhfmI4KhA+H418w5KVMl1QQs7aHdQhagQkIO5JWhZCqkg6j8OlRgFtLfrBDW8T6Gvm69049FWFdxVvyixqRVBNC5dobQIpUhKt9KDQ/j0xeNS1a4Zsnjd/52j30/bNa6YrhrikH/kJ9FrzZM05CyWQwsprHfYWptYKVKSu1Ritx6hIKAmgCh6mg9emr5Yr5zORHr7oxrdtqNmCfm0n/wBRNS5D6/smuz8iltLYqmgU4pVVDueoU0CKAkj619epTh+2OSVHzOWPHp/Omc/ws+NVq8hvNqyT8ztTU/CeF455Am295pLlrnZQqT9ri7MhCyG3UW97uyyg7ipxCFEaA9eav8m/M975f+20m37c4sutyk8KR7cCy3aNUgXh4mDOoUcTVi2kmCGS9BInKQxnk+QfuOB5tjUNOYL63s8wzJphlFuiENx4iOwwhAABQ2EpG1KaD26+Tu93v/sj5G5fiaJABgDGKGjLsFUjPu5k95Syo1T+Yk1Nfy1PuR9B1TH9/Glh7i3qlRNE91TikfBQTX5JBpqfoAAkj+/UJSqUkucnQ18R5PcfcCahWqTUalJ0KtfSg9h6dYMSlJIQVlFXdmIUR33EJcIoDUaD0GnpSnpX06mM1OHNONJSsVcUl0KU4d7BRuB+KhtrqKim5VP79R5gTnlWCq1nW9pp5MhNEubySomgI3bQlSfVVa6V06gSK0YZJ76fa5GgcKzdtmfbpqDRRV8R9Rp8hQBKh+PTLVGAzpJRwWrehO/cwNVJXubqKV/KU6K+RI0/8epwOuItOdawCdRQD+SGGOz40t4NFXxcUf06mh3KQa0qk7Rr9egjgYpA9rkCgp1H8K2wlhHogNKOy6xv2+a7tZdpVSKJQCD8idmlAn0Pp79X+xnZPCHgjSfjUoOP6j66w1nusm0SG3mVOMkU3/IggV1JpoCE/X69Ju7Vt0wtKE0oMEhQZ0bXEPIaLg0yw4980USrc4UrKapSEa1SlR9qD1065ruu3PsJtWJ6D8KbkDnNJwQJ2rV0ZrZo19tDySEqC2qbqJP5qkqqanVf11r1m33PhP7SPUmJSmGkDA86WZyXhtvs92dE4CMlwubSqlCQR8lUO5KRX1H9OurbPuE1wxIFIB4cugqS55A0tQYYpVCPMWRm/wAS2/ft0luOJ7m5FP02HX9Plt27mfzepSfqOriz699g+40HuAc+JA7eOXOmNbtenFOyr+t8hyHLaW3tAUpO46aA+p3HTVIPp/frmdxE2eItcq8KmyAlhQ5Z9aY7wHeGrhEjp+IdSGtUK2gJBIUohJ0oqmnoR1xnerQwXL2OUOBUYdaZma5EPp1o12FgxkhzchRQBQ0qFCpCVAaFJrpSvQ1rGnE0kqACKHPkOCYU771lFfnqATqNTQ1IAH1109emJWDB3EmpUcixgHFCnaKs/h/MEvsyLc8sFKWTsQ5TXckpUlOorQjUa1GvWrSXw5nxOPzN1Y+9OtMXCuxaBpBpUnlU19ryne7jEG5bFvmSG+2KpDo3r3kqFFbtv+nXoTySWS7c2F5COlYvUEdKkRk/TMBKYkVrK+UnNGQZflk/FJC3mY9udJkIKiElKlKLTTe7Tar1PX1B+yHkLbtr2yLfij3uH7Y/1IFJ7OHXsrc7Gwt8NvzOGJ4pyB60LDPpqQPUJ3HUA6U1+O0gevv16OYVHXjQ6RpOHuru2pSr0R6AmprQ+mpFKj36USa22NuJ4LXUFkKGtBWgodKA0J1Hrr0+x64HOmHM0lDWctc5caQh9KjRtdQEEpBCUipJJAApp+HUyKQtxVCKYkYHBCFwq/LVcGr/AGwMPOJU6lNG1OJFErAKhtQdCDWhPrX26sMEjLhmkfMBQaQOikKfL6e/0NV3ebb9u67uRtB0BoaOEk010Bp7JB6hyxlj0NTo3lwXlyqIFCkrc+ugrTb8hpUp1J1/06Y7KlOeHJy9PTnUYkgIccaIpqo0Kfr6n1BJKjSv+nUGQYkEU835VGRqMu13qbJr6ka0oPf+wH9+hkqqWpRAHUwHpWStExcV7tr+SVf2KQBSgrWmnUixkcx2h2VMzxtfGTx51PLbFt0iSmQdqaAKLrVKqAUDVSNQTU09K9HI44dQkwoS58oBb8astE/H4rLfdq47tHqoJrqEqUQPoBr6HTowJrUADOhojnLkDSq11f7ltDYAjx2dFj5bO6okV2kAkhA+g6R9XCcAD7KWbaVeXpwrtRlrzlUsxKbSDu2hKUp0+O33IJrQevTrbokYNpDbZustc5E9/ZWSaud5l0Sl0ioSVKQg0CT8QNxJAI1/r0/G+Rxxy9MqS6KIYuxAWphaLXc5TtX3CsBO4gfl2JFUUBOiln3106lRxSSORoKVGfJGO9gEq5sbxxptxDrrYUnYCSqn5fUlJI0Kakn8PTozbWLGEOchKVBnuiRpbl0z9OFWMZUSKjtsNpBSEtnaBRKtpFVU0AINN2uvRB2kZIBQ7wnOOp5K+yo1LkPSNyyaD8qdqvkRuoUkagIJ99AemiEqSGaBhWIZt7818ttiu8gHaDtoNdT6k1109OkEF2FKEnh95Mqld7tycSwy5XyG2mTdkDZFbb3LccJSQvYykbiW926ta/TrJdVvaSTx/wC6GkgJjWQyfW3bYHoIsF9OK+6hFwEtZbdsygX10yJ8qA9dYwcGrc61OtzIyghdRtaUCKU9Dr1VtsAv5Z47jGQgu9YIIPtqzXSwMY6PABydEPSojiDsj99zy1y0qTPlTO84hSO24pl9tK217SEihSk/hpp0P258n1NzA9RKXqnGpd0xvgQyM+VPfV7vstPRmoUFXeX9shaUpSpIKu0lS2h6Jp8fStSakdWlxa6MRRlSn4Y0LUhxcclo0v48cxh8T8H/AMtvNjtyftGU2Dw/xvhzELiyv7d+FN5z5JYsFydZkKUkslcC2dlW07lJWQAa0680/dSM7v5u8qeWrkj6C63vxpNXy6bVnikHoigrhktcm+6dt/dd68reXXBzmXt+86VRqCW1Ehf/AKPpvHDuBDscFpe9pvWEu2qHYImQwlz1QxGctDrsiG8mO01+hDbjTUMdxtuO0miQmmlfWp67EbqO4c4MkY55Uo1zXZ9hNdxcGSOdcR6XRuJOpqEYk5OCjp0SsFlUeHcZbUaTFZlsogsuMd0Bwh9bSKyEFQK2HwfRSTVJ1B6YkcQS1e6WhRwPaMj2HCkjU3EZZHkRyIyI6EGmE8C/yTc48eY5aeL+cbHZvM3gC0MJt9q425vvN2TyPxxbqJCf/InyFipl8l8ZSI6GkJagSHbrjy0gocg7T1zi5+31vZbjJv3kS7l2DzDL/uGFoksrk8rywf8Asy6iSXSR+HMSiPoDNsMDSZtqd9JcZ6QCYHYZeGCDGqkkwlocSr435UZGEXXx58i58SN4888Wu13GVJhu3zxR8rr9jfC/KCzFfdkJsvHXJ8l4cFcq2Z6Q2GllqXaLm+ygFUJClEiFL553ny9J4P3I2uW3tRluG3MkvbCRP/qwNDryyJXUQ5k0TflElY3d7jaWLu8LogMBNH34jkAS5vyE5o8M0qiE1dmc+P8AyXYuUbTy9d/DzlHI8+xDA3sOs98xbFLBm1mcxy6Pfdw4V5XZWMhs91Ram3HWYNwZdfkJhOdoGg6KQ+efttuTm3FrvmzuL2gI65jhPYY5jE8O4YtFTbffLVzCY52OYpI7/E+9KGLlrgvDM6Xi1zz7wy5Xy2+WkuyHrnj/AAnn3GT0rubC/j+UvYjZ4asxskWUne2AhCgncA5RRBL/AF/l179cO47eqYhl5bYj/UPFolDuDpe6JYnIh7xBK9MfQVApPGnjzi0Fm5ZL4J3OCwF/cyXrjwzyrDskG3tLCnlOXK4wkuuSloBI7jwaQD8jp04252QkNju7N5HBtzA4qvSQnH28qW+6lYS0uxXmE95qfxufvCG3QHncX8L+CIUS9tKivxoOEdyU7bo6wO8b7AuzUjcXE1IjyGlocHy9OiD4dlTwrmDU4cCDhxGB9D2VDvLX+56RewxSNYVbraHAHmAcPWlU5d8j8eJkl/OcQ8ervxliGPz1z7xk1m8hOcbNe3ZC44j2a2R7NEy+VHNouN4WgrgQwiWtKapfbCTWJdMtpmfTiNn0h/S6OJwPq0ZDgCTyNQpPK3l27b9PebZtcsbhi02sQBGWPdBPqQ8VoffJ/k2+8ptqxXkOBc7hm2MYhC5O4Z5LyqAmFysnE1EqvPGWZXJciVfcwwtceOZNhl3o/ucNtG1SlIUFGt7R5cj8rb6N38uufb7JeO0XNlj4IlI/ZvLdpXwZNXcmY3uShyoCKpFj5EsvInmM7j5TkltfLN8RHc7frc+3ZM/GK4tg8uMOIIewFCCDkqm//C34F3/zr8uuL81yezqV46+PFwxfnXn+9vRFGy33LILjUvi3haK8VJZl5RmN0trVynRdqjCszS3nNpcbSrqzLhzHsvZNPcJIBGD5kIYORER/def0lrG5vFWzc2+NB/b9RD52/uaT3mQB48TgUdMB4UYKag+R4VsZr9BrkvKW8a4/5iz+8tNyoONcTcsZfco7qE9qVHs+BZHdH4LiVEJLElLHaKTSiVU6hQxmWSKBuLjIwdveHvPGo19K2K1ubiYhsYt5STlpVjhhyAJwFfljcbvt3DFrdImY7FbTMYZlb3G1FtX3SPvmokfcoqCoyH+1TRKUJHv12Gwd4sRM8Ia9eIVf5ZUnw/poI7eOQkxMazVz0gN1HqUU8FqzXsnmWaIXMbxbFbK+6uOymZdUR3nGUqUkOOxYbaEyZUlVSptsrQDShUOiD7x1sz/pIIYySArk9zcyeQUU0yyc5DNPJInDFo9afhVB50/yhf5ZZk5jZJcSKy5M2w8dctKkbySpD0R991xsspoFK3lKj+U06qG8Sb7POUuIgxrVQMIKckJ4cSuPDCits21YE0O15KXemFCTlV2v1puMhUpxqVDlyVsSG9qhHmigLjUhhxNQFp1BFaGhBr1zTc7u8tLgum0vje5DmhUcQaslqy3lgACh4HrHUVX47n3SZKWH2o7gWmKtQWpCqK+aG5CkhDrjNQFUqRpWnQZgcZ9aEMTAn4LzFT3AOaWE97in5Vc/GDpU5IZUtFQ+h1CQUbyhxICipKRXYopoo106tnl2Yl5YU+bLtoLucWhodjlRm4hHi9l18dtx5D/b+XbKjRpJWlFKApSqlK6nrq1kGGMvwLg5PdVe1nSdSjr+fbUobt0N9511xtsAOJU8ohNNo0Kt6a7AkfU0FOiEcbHuJeAnH05VqVyNAYpPxUV/I7drmSjJitNxGUEtwwKrVKQ2S2qa4uvbC9wNBTVJ1r03+y+QviaGsyHVOPr+FNudJFGAcSfd0qscxiluPyDkSobH3TWNXNmG4sE/YstwlR3HwohO15SXDQgfHd1Xtw7ourstCticAvABqL6ZVMhwaxgPeKes1geSs7/2jYbTjGO7UXq34rYF3KVt7iret61QEIZaLql7nhuUpSiTtKtNOhu9buNtt22dp/8AbGws1FPlVrUI5kr6qVa2IlldPIe4XHD151VuBW64LxgTpspbTs3Ib3Nc+4d3uykk2xhKkp1UsrWCSqpoRQdBtlZMdv8AElKOdK845nEVLuDH42iMd1rQAB6ZirOy9C7dZ4FQgy7irtx4iBV92O+UKS5IKSpW3uJHsSa9GtyWK3aD/uPyHEjrUZmMijIVCo2AsRra/fskmJisLVRkBwrdcAIUvsI3Uoknad1QB0Oj2pohN1ekBhOGOPVKe+qfqEMY74Ht/jWVu62wnj9DIkNoDEU73ypVGUWa7OhDLRCiw2liQFJpSta9P3RA+kAVBxPIMf7AhrUWb9XZ61FR2QHUW+8PJiSA2iLNR33W1BoKcZU2ldTqXCVevuT0y4Hw3FCmk/CnkVzQSMfd6Z0QJnqGFXC2RJDaHbZYLfH+2bbH3D8lFtihSn1EBKCyKApB9TWvVqfKPoHRMIDmRNCDMnSFJ/hQosLZFT5lx9fDtoW1kKUW3W3lFa0qUpWm3Q9xDYClJo4TSvtpTqjSvCYjM0YjDkJZmAnavwThXQUpSpajTYF00IVVGnx2rI/USfUj206h6ip5A06CI9LXFXu+Pp669EWU0l1OwoSVminHE/FAJ26JqKb9aivT7ZIwVCdv4UlzJXNU4Jw/Gsy/Z5Ek95hQdjpSClaXELKlk6bklY9Cf6U1pp046Nz8Qe7SGTNYMRifhwrDycXnbF0jL2AA17qNrqlHRKFdza4CfQDSnTTrMub1w7DSxOCcu77/AMqqvMrU9bX4j8hppvfGWENgEr3IeIqU+u0nSvpX06re7Wpt3tkcAmjL10Sspg8FmJUr/Cq7S6qLKYkGh7TrbtNtRVKqpSE+pJPt79AGuMczXnBCtEy1r4yw5JjRu4kDb7Su8So6kPswm7hNYASl0SUs1YaWVgmjClfk0I1rTrrm3AMtTcvakgZqI6pgOwcqpty4+LozCkD11VUt+RNU++4s91+QuS4s/J0rVuUQpJFU6K0r8adViZ75C6QnvOKn4/y4USa0MaGtwQJh6c6kePuK+2cZqUtPgEOFIS4kj0CT/XT6EdSLUqwjFD7aZnYMH4h1Fj4osqk+RfjlGksOOhzyK4MaXHQNzspoco4tuDbVCF6a0A+I16MWDSbloCpj/wCl1At7eG7VO4EACMf+ttfqZZStP+4L6KhQ/d7kQRqP/rHh6+wI6rNvjGDwQUq4AbO4f6j6saXb/KRl6ME/jM8/sl+6MKWjxezbH7RIbcDTxu2b3LHsIhxo69yT9xJTka0pCaqIrQHojYte+/hEbdZ1kkdGsc5fUQPXUZwjdpjmKRukY1cs3t9D6xX5qcmY2+lDqQltJHYW0yCCZcQdhajQH9NaUpVT/JRNKdWGaQyuDz85z7Rn7a01h8QlBmSvbiO1PdWMQ4jY+Hdzxe+DgQAlJoaoDe/crRWh9TTplCBTpAc4O5ZV4YcNxTr6Iu0p2laEVVuSd4CSivpUGlNa+nWo2OJLW4ilvYQhcMf4VIciiCDjePW8tpTKkZLj5kuCqNr7l/jrcYUUkqJjIYSgf8pJH06d3BhjsY4/1meNe0yDD1JTdnKX3D3jIQSJ/wCA+rrUayp5AyghxSe5K+xWGW1btrAtSQ2865rXcpJ3I0BOtOoF6B9b3s3FuHTT6YeupVo0us9TF0tbmeerlWViPqW2dqUqSptop3ABtSwClXbHqNgHp6io6cccB2U0AGlDhjW2D/C5xRlXEvCV3yrIrZbbS/mFwduGO5JCUy+ZtseoWGLq6EVZlpKiEjeUJRQaKr1VPMnlHZfN+wv2zzBAy4sppdQavfDQ3SoIxbiuFJ3HcHWt3FFbkl0MRbI0g6dRdq45lP1DpjhTdV8x2pN9RjuUHsTqpDUtlSVMLSo0q4okoG4nQV9Ovnf91/8AETzHt8k+8eRHOvdsYS4wn/cY3NAPmIaOLdSckotZ7xHINEuDuWXxzPsq0rhbUzraJVrkNzGFo3oUy5qoEEneEkmo9CfTTrxLu203+1Tus7+F8N0wkFjwW4jNODh1C0aa4PCs9OlQGGiTHU4ZG4EVSUn3PpUK9DtHVdxaodWz0yr0GWGnUUFO4Sgn82nsPruV+Hp1gIBFZWKvtuMp1t0OrQnagb0qO5sp1Naae1DWvRi2eA0sPzLWCsvapCVRlR3XO44kbRqBU/8Aw60B/t+HTNywasEQ/GsK51HsggvOt0joFVLoCNUt6im5CvU6f+3oVI0uCCnGHADMr6JWDioWy6lBcUdqRUGh2qSK6Ee3tXT09z1Ge0A4ZilkI1ETpVm49dC80WQ5QNgopu0T61AJOqfrX39OtwO75U930ypDsE51AOVLe3cbTIPb3nYuhOlTTUhVQAd3oSPbqHdM74PVaS5xOAzFKI5WsSI1zebUgDepwhCxtSpwufnCQAUggVH4ip9ej+yag58Qp5pGQqqWcORMj/E/KhUAVBsn3T6D/I/lB6NP1KvEen8hToeAVU1jLYbjht1bfV3Q2FI7qAgJIrXeCa7KEAUr0NvoW3kJicNMoyNL1B6uIGIQ0f2A5LDyeyRlNuNOL7QDiSSVKon5VQdNxr8fSpHXNZY5bad0L2lpDsFqNJHoPdXR6JS8fPmDcsfsrd8tiXEltKypTQIUFJFVaDQUR6p9DUn1167j9nfp7zdG2lymhxTH099biJOoBFRPVgfYONIDnc1ZF/viyoEx8/8AdS0qSXFnaPsJe1INdPkaevv17vt/Ie2f/H7h2hvyNOX+ttSTbgNDhpU558lTrT50OJWU7xVSNTWgoSAEqAJCSlQ9Qevna5pC6cjUpxaBqKIR6enOi68f76Y1zjxytRBUlPy0SFabUrAFCQUg+9COubeZ7cNl8UoNSj21Ce4A8cAfQ0yND9IjUgbtq0VGpoSQCfWpIp7fXqmNJDATmlJcdWIwFV5mEZNzgvuoAXsDi1FXwptATRB/5q+xqFDptzi4BMsa20p3OdVngEty3Xt5LiylshYSAdSr+tKJBSaH1HUTAStkwJAI9v8AHhUmaMeHiEUD2ig85yjwZXJMlM9SEtyrZObKFqB7gKXNiVoJ0HtX1J67h5Ynnh2lk1uola6Mg9QB6Gmirompghd8a1fvNzDIGMclpudvbDbNwW8w5s1CvkXEFda/qA12g1IHX1Q/xz8w3G5+XZLC5OMYDwOXAp6iKdcXSQNkKANw5nH+OVBy07uoNx+QrWldpr6JrSqaCvXpYEHEVGT09Mq9NCARWhJ1SNRT6V9tT/WnTo651h610KpQ0puUfymoIHqAanT+vSgabczViEWu1t1XcCdSoCh0/DX8CPw9OpjXcRUeRhYUNT3G7y7CcapQIOhSrdSqSPkFbtF1oaj6UoeillOYyDwOFQLiIPPp7Ks+5NtXeCJEeinkpSa0TtUkUBK01oCTrX1p0bkjZIwHN2dQmnw8RmPTGqqnIW08tRBT8tqgQBoqp3eg2n8NK16DvBaSMjU7Ip6eiVGLihKVB0JTuptB9fQVBJ1PoNR9eokgOo5LUmF4RHIcaiDmwuEgahVTpUV+lPXX3r/boe5C5UBqfGTo0qAfeK/qEdxZUK0T6A6a0rStK06wDiMxWw4MGl3LOu1i5PwZLbgO5IArqQVJr6kpoKilPSnWxdOgkBPy0h1vHI0tKhasmzXazXXa28ntPbQkAn4lR/MToTQn09ujdpcW05IcUTrQi5iuIEDMevwXgtWAxjtvc2qjqSBUFZNCk6fFIKEgqNPT0I6LMtoXDWwoaguuJU7+Dvh+XwrPwrFGZKTQVH5qJGxRodxoPWpp+PUmOFrcPQ1FlmcSp+Y+i1KIMaI0sgD3SSpIO0kJ2gHShAr66UPU1jGL1FMFziMSUqeWvstNgpQhS1DVBIKkbNEq0P5EilB/folbvZGMu8aYlYXgAc8can8GQpyKCFFKyNCT8K7SPl6ElX/Hok1xIC1FXIHga8cic4gOJqfSqlK1KgSTVOtBuVp+NOtucMUyraB5AbguHL29K/kV11wgVoNEqITU1NCN41PxHp69JU6VOVY4ISMx6Y1ZWOQWy6hQXvWQkKITQIJTVSa19kag+vTkTdRwzpmX5SBwB9PXQT+SudS7tl0eyY7cbhFt9mB7r8GXIjKdfSKAOFhaUuAFJ09NOqR5l3Gd1022tXvbEwFdLsC7jlyGFWvy9t8Mdr48sbXSuGBIU6eAC5VR1u5EvVmuMW6SojF2ksNrZclrK4UuZHdQWno85cdIbkh5k7VEoCqe5OvQOHd7i2lEsjBLzKlpIOCEjNR0FGX2UUrNAJCgEA8EyI5Icq+2ckWJrd3sCZUJ+P3moSp0kTJUOLJWXHID72n7pCbcJ7KXwS2CQD7dLF2DL9RaamPCgaipAPAn9TRwXKtSREx+FKhYUVOJHHoTzGdSm38t5dBdY+5jWe5FhwLQsw3IUltaaHc29FdCdxPrVJBB6kxb7eRuBe1jnA4HEH1cPdUafbYw0iIvC4494evKjt8Ff5DGvDDm+48mnivC+TuPs+Yxe38wcKZ63HkxrvHxS9Lvdmyvj2+zYsu1wsvx2dIefgouDC2StW1YptcRy37qeSYPuRZQOs7l+373bPkfDJiY2ukbpe14ahdE8IoBa9pChQoPO/PX2/k80RWr2yNbuu3l7rdzm64neI0aop2hHtY4sYRJGS6MgnTI0uY5lNv81OQP5B8X5PvXkB41eLXmZ4/Yje749kGPcXtcd8Eec/D/AB+ww7PXyJxvhgu8PMM1TjmPPHtuWwXSI7KZcQ+Qk7lc7n+z1zslhFuflHdbvbfMcbGhxfL49pJMCDpkCNLI3FDqOCYhgOAq7PtzuuxwRbhsG5ybd5kEYJildH9NK8adYDo2MbocVDRIyVBp1NpcXkj4jr4NzDF3sFzC+83cFcrY5Czfxc5kx+yREO8rcfz0qdetmU/uEu3222ck8aOrbteQ2ltSZolILyGktbqehPsG25++Fvd7RDDdM+5G1Stt7za7Vkcs8bkct6WzSxLt6AOWIvkBcQDobqJy2+5tk7bXXW5C3sJ7V7m3gnMjWxvbgBG2NsrmukKgGRYo3DQZHB0bnE9z1/EF5I8D+IuD+Z9qz3iXnXjS88YYZy7yxjfES8ofyng/BOQpCIthyufPvFvbxrlPFcfu7yLXk87HJLjuNXELEqMYyFyEkN72vcPL273W07kIybW7kt3SRuDmGSL5yO8XeG4d+OQgNezFuoY1dto33b96tILm18RjriFkrWSNc14Y8owPBa0NkXuvjVzo391+k0oq7NRJZUmSxHkoJSlxqS028ydlT8W3AptVCKg00I6Huc6PvsJD8sCmFG2awVaoWrjhXvLMd4d4iVguWZ1ikqZyLy7j8ZrD80yTF1TlsnCrpHQhqwXO3OyHIsi4uNo3khG7aig06DX+zbLuQE252dpcu7zVlgikKHF2LmEn15cMzUU2drNcO8aGJziGnvMYVOGIUdcf4V5//PDyJt91mWp3yX8hoF3sTcZE0t8ycoJ/ZWnhvhNSJMvJIyGEuIFQU7gPSvVcf5N8jOGhuzbShOI+jg45L+3xp07NtzwXm1twc10t9aVn7X5YeSlimMybN5beVlyuTZ3sHHeZs7lwu4hRPZek3m8ybW+hR/MkMvN60UCD1Gl8gfb2VumTYNpkBCEfSQtX1hrSPbUZ2ybVINJghDegI+BFZy9+RWc50wi53TjTjiPyvKmXGdl/JDMac/KzxpUdCrfc8g40sabJg9vz1hxKjcLvCRERdvgXYodC3XJWybCPLzX2VncXDtiAH09rK7xfpMTqjiuHEzPgOHhwSl/glQx+ghrZtpZm3Z4EMkjrcElrXYloP6Q4qS3NNWI5mmJcNWbji2Mp575Wktct8NeP3Cd45/5JxzKIDlgtt9yZyKnHeJuIIdhtr0WFbYnJPJ10gxn3EOKmfZNvpCh8ukfcHc9w27y9FZ+X5XM8y7vdRWVo9oxhfIfEnuGtxB+ltWSy4qNegHEih2/TXkFu2HbkF9O9kbVJGkOcAXAjFpCjFDhqpUnjlgfJXk/5X8TcdWi4JlcqeQPIH/ln+53CStMSDc8/E+3zpLa3S+iLaMatspbkZkbkoZittpFKdWllqbgRbeJDrOhpeSVIYQ5z1/qIa53V3bWby59rs0vhAyPaYgzXiXSOc2OMuIAXU8tLiEKFyCv1H+BODeMPFriLA/HzgzFrTiPHXG9jt1miRrTCahyMmvsO3xYV8z3KJKB9xe8tyydGXKly5C3HSpYQCEJSkWSZwmeXkd0E6R/S1VDQPjzKkkmg0WuJGatchTU7/wCo9AHPPaQrf6Wo0AAJQufy48i5Vxp/F/5vZZYAn9zXw2nEUPKcKRDt+f5bjeGXqY3sUFKcbs95fSkDWq+ntsliZukDn4kPJaObg0kdqZmt3cMlxZuhwDXuja45o0yNXPDEBAvNeFfnsPRZSrQUmebXGjtpYbDYKiGkpShATQgNBtKNQAVHrqbvFfbEvfoCcKU0jxC3EuJJJ5ce2ovKtnfYjKTcn3W29ilStqmysgbdu4EEuBJ+NfQHXobJD4jQdZTNfw7eVPDulMCajl6jRY9quje+UvuRX3HHUFx2Sooa37Cv8xSCBXWop0I3MMhspcXFWkrxJHPpTsIc6RpCID6qFjK2F3JuHHakuhiRMircTLA7tuSj9GQ6iQDRaQ0rdt1IqPU9c4vtV0AwE6dTc8wMjj2VabUBgJAVwB9fEA/nX3nUlly4RbDAcajWXGoDMC2RBIbQRIdbbdlTXmNFCVKUuq1klSzrp6dTNykjErbaHS23haGtCjM4kpzOZ550mzDwx0kmMzjjyToaxVimLtNwhyk07alJZk7VVIZc+BTuRooAkKV7J6YsZPp7hsoyVCnI+i0q778ZZIMAA72Z0W2EX1baJbT62ng2UuJbJoXAsEhbak/mSSPUe9OuobPeFpc16EZjr2VV7mNoIIUKf5VZMe6fd0QmOWkulJSvevsIFSFg1VV1xWmmtej7J/E7oBQ+zr29lNA4dKmsWKW+ylKFFKmQlAaSkCqT+spKVAEKb0CupwbpAHBKjSpjlqB9fSoNzC7GhYxfbPBacLkzGi5IUhtRq27MZ75Wrdt/WcWACSSB6dAPMEjWbdPBGO++LFBwUKvbTtkC64Y96aVT0/Gh8ucNvLOUb+tY7VhmfZQipVUJfFtiMRwqKVjctJcZpQV6qE8Ddy36ZVFo9AvPS0DD1ijIlEVkB/7zST6jVyvswolss8aNGhuxGH30pcdIaDARdI7O0s7kFayE099hrUa16sgbFFDHG1rSxuAXgjgMqHt1OcSVB41iUQ3slziOua0mNbLbuT32xVpplr5FQKP00LVrT2/06jaJL/dwZAG28Yz4IMezH3UmV3gQHSheUH4VH89vsXKJrlox1hCLZY1voAD1EutIITX5DWp3V1O4knT16Z3O8ivJjbWYHgRBMMinHsHvp2yhlgZ483+47EYqU59DXjyO4Itb+JTYkJ+a5Bx1c1bLKZLynVt462w2osFNUx2XXSKoBGv06TdyCF8EjWlxbCXIATj4aZcc6UxmouaSApHqx+JqBS52XZNapsm6NSI9qjIVLVRhTLD0lTzbUeKlZ2NlLjiwkpOtB6V6DukvruFz5QRbgqcEBKhAvbwqQWxW7w1h/cIwVPX6/cM6IHOJDOIW5hMSC7GevMRaJrTylFReSlDbzroJIQlSvRIFQKfj1bN2mbt8TSGnVK1D8CvSh0BdNLoJDkOCcBmKHCQ4agJA3HdXafjuUa7to1AA09j9eqRI9xxo2xukJXhKyaIUQo0G2ooaDQVFKanpnWfVS/VXXQ126pTuChuqUmlSK0rRVdfSn0623V8owFb+NZaPLeQv4BzVQKDSit9A3uFdCke/tr04yYtOGVNSMaW95AR6vT8a9T1/MZC21qW8T8+0FIVQJqPmD6I3fSnTzrvSMcTypPgt4r7aqbL7wLlPaWlO1EeOpntDcSnetSyBuJB21p9Ka9V3c7r6iYJk1qfjRC1tx4ZdxJUH86wOPJZmZBYIwih+Sq5J7DRTVp0hCloW4E1JRHWA4a/HTWg6hWgikvIYy1ZvE7vJevQHHlhUiUSMY92oaCEPT+eVF5EhymMcnvOloCSgNuuvPEtOUBPdNVBaQSToAR/w66Vokjs36iEIQlc+tVl5YbgNGJGIqsRIiMrSHJrILW4OubgtVK6pTX5FFCPidadVpz2MchcCmZ/AdKIHU+MkNTHAZev0zqSQLnBS2osoYUVkpWoOIEZW00o2g/NBJFSB7jTqXFLEY1YlRnBwXUuHHhR4fxyWiTl/nP4TWRxgren+U3ETS0fnKo8HI2rwtSi58VNpbtxJ+gH16I2ZcWukIQtY8+oMdxoNu3dtS1gUvfG32yNwr9L+6vOuz5724kuzJLlSfXe8tZP1Pr1X2ABgAyAHwpDzqeXEqpJ99Iz/APULciPYh/GrccKRHW/deb/IvhHCbclFAo23DZl85QyZISFJLgMTF4wI1Hzqfbo5sLC6+dI3Eshd7XlrV9QX11HkLDJGyQftFxJxy0scif8AMWr0FaE94QbbOmhakhTjgktpBHYacko3lxSU0SXApB2ge9OilwwRzOBRDj7akwkSoihvXPD0x6V1RoE6T9sY0VQRINQp0rTGQRQl518n4BHv6qWaCnSGwyyJoBIPs9tKdNG3Vrd8pz4+rn+FTO1MRLG1KlqUiRdC4hmK6pIEZlBRuU4w0qoDiVnRSq0J0GnU+GFts1z3YzcOQ7OvWodxcGc6BhGmIzJ6k1HL/JMl7D4z6dy3M2xxuQreW1vpbcnzFOr/ADCqu3pUVqK6adDr5+o2zXZm6iB64uP4U/aN0ieTDR9NJ6sh+NRjMlj/AHW28wCht5m07HykdwF1uVGIUoV+CAkDX3Hr1A3FwF8HM+XuduIIqbYf/ZCDkNeHYQffWVt8GXcDbrFAIVdb5Nt9mhNN1BVLuMtEJBbSQSrYXt9QamnTj3BkGKatPv4e+sib40rWgEtJ/j8Frej8fIdl4A8UePsGnb5TMDGIKUtvkrkIeXHShS9zlSpCnCV0PoT08bZzA2BqAxsA7SKrF1di+vpLvFHkpzQYAewALUZxqI1cVXLKopcfbcU4WYU/e8G20BQHbDgUtncPoTQUFOm3QuBDCceY+NKkmaY2QnBvPj66jlt5fy/FL5J/aLjLYiocVts894qhpqo1aYfBKgBT0INK/TrlXn77J+QfuPAW+YrKP6sqk0YDZAeZaO6TzIQnmtELfcp7ZCpe1uGeQ6H+dE5h/khiOQpEHLWf2iev9LvLSlDLyzTeUPJ/SXRQpX+/Xz0+6X+GXm/y0+bdPJr27hsoV2jEyNHUfOMMsHAcTxqyWe8xTtDXKH9UB69D6kWp7lOR4/abGL9aJsa5siikttOBxxCCnXanfUqH1/DryDP5f3Xb7x1ludvNbzMdpcHtIQnJCc14UXY9r3BoI1HhWVwi+RMzsZuCdpQ9VISkapUKin9aDT69R7uF9lN4T/8AcHt9PjSi3SU4iso5j6WVJXHWpArv261KAancakkn1H9Oo5uXOweB6q2uGOIrtlH9FKXdpUANy6bviAPzH1Tu9j6jqKffWh0qDzWFJd7iQUndUVG1KhuoKn/IbT/bqNJGpUfN+FOtcNKHOv7aZ5gXHtO1KXwpKfc/UVSSBtCffqMXeC4g/wAxWnpmKlV2abuNudaolXdaWEJqQSDU6D8Pb8etTOa9oLDjTZ6UqryQtrluuC/gqgLhK6VKkpGtSaUFBrr6+nRTy7IXXBbJmVFPMOC0LWNX9bcnsuGpDiRtqSASopSQs0JpTU6nq1zxHTnTrmoh4JVsu2GHfooqGy4UK+CAdxcVVyhKvRRABT9Oglw4auOoGtgluOHb8K7uL7hOxO/qtsoO/aKWNgO4Ciq1WQRs+ROuuoHVe3i3bcxtkYA6QZ8+nsrJGukbqH8Dzr++VFjiZpg8yKWw4XGFLRVY3AlBTqKUBSD6agjot5DvZNr3NlyFHhvBK9T6Y0xEocq4kp+Fa19x4Int82Y/GQ0v7B+7zS6ShVC2i2znE0TT8wWgClfTr6EWv3Dt3eQ7mQuH1DYWp2+Iypviqzk8Dive4YHLDiOVOxdADqKEKNSTQUFR/iK0Hy/4deCmLoK5VIHH+lCmWXwT8aIXhpUtN0hlpCV/9wNwSaUSVgim5SU/E6DU/Xqg+bBGYjqJAw9tRe7pOrJMKak33DYIvc3JWI40P5lGqSNxbqke4HXOwGlmBwpoIoWsWewu3SPvAllopWUlfySAR6DaVkhJA1pqTr1oaTCfEwxwrbsJBox9OtUOaIvjn2W51P3DoVt3Jomh3q0odn+or1DjXU1evxqZLq8PHi71igV8k0pTyFaHWHFOyi3LRNjIS8hSYSiSt4ukBPwWSAASokaDrvXkHHYH6sGoEXmCU9RFNx6SxCgOr+XvrXv8+ERE3uKWHu4o3QUSUrSoI2q/KVISNgT9P/Hr6M/4zOnMb/Eag8B3JPdT3/7M9c/EFL0bLgKKCvyNBoCFn83v6D/Tr2AzSgqGelepRc3KolNKHeaiu7SmhNKU9da9PhKadrXu1xVPnu9gK1/Ma0qFU1BBpWnt1s6fVWh4vGv4nb/eqqCqq109KD8x/wDZ0uMvA7oVtOEjSNQGdZiEp/eD29KjQFOp2+pJVTcR/TXqfCXLlj6eqoMwiDe6Se3+VWvj7lxDaUuxlKY2J2uBxtIAp8aJK1GgHp9ej1sZNIBB00ImTWURfTOsXfREU46apRR1XdSmpqo66kgpCh6D69N3KauvGnoF8MKvTsqv5oR21AlO2hqpNdND6ACtaetNa9D5BGQVKFOvotTYlUrUQVs3L2/k03GvyI9qVFQSn/2dQ+6vRKmx8F54dvKvRHDW1W1dRQVFKeldlKj8pNfSvSe4RwB4dlOvQtJdhh7PT2VjZW3cn00CvTdqa6+o6hXCAjjW49WKrpXBa8zPc7qPtt3er6I3V9vpTQj19umY9QeDH89LJbp74GhePOrsxd/J+23WFJKQE7SHWghdBr3R3TQqHpWlNOrnYOvSP3GoEHEe/Gq/fNgLiY3IOHb0wVOXCrXgv3EtVfgqQanRL0bYFBPzCaPLO9RIpTSo6LMdIT3moe0UEcG60JGrDtrKRlyVKNWVINFFI3t6mmoJCl6D8f7dSG6lH9VKdpTHKpvZUpLrZkOBB3/look+h+JCSAd2n06lW4/dbrOC009Aw6M/TnVi730xqW9pLg2ELJUykjX1VvWFaK/Do24kN7gWh2Orvc8awClTe4BIRQ6bDVBJUCNKA1oU0oRrXprVIXd4IKeAhQ6SV9fp2rWWiKd+IQgaqUAoFG8JAFTQmhWfxFfoOnSX8RTIXqlTpx+8Rseuf+2oLlxua4T28JeisFpCgru7FS3Y61LQkmu0Emmlel98QPMOLtPr6+z28qaLWOePGdpjXkeWOS+mVLwvSWTcJxui6XEvOGUhYd0Uqu4AtpI/T/vXqi3It/Ed4h/cxXPL86vVuvgM8BfB0tTsTCoTMRbjHUlbqEkKJS6oLIICqbXUhG75D30A6ETC1MZCgdcfeM6lMMwlaXBaxlv7AdUWKmn50orsKa6/mKQDX016hxBmruHGpr00HX8tZl0D40UncUitE6pSD6fGoIJ+hr9enZQ3gcfT0wplheGd4K1On41jZwaVH1IbdSpKmABuK3RX4VRUpCh6n/XqOcjzrEZwPtzyxz/lXbZ1oNygqQ0tNz77QgohKV+6iZvAaVaVRFGZ3+5QpDFVbvx6XEYy8GYMBx+ZPWi8E92dNXXg/Ru16fBXvavl66tWHLPCi74va8uVcV5mri2Tym3wYm6zf91tzUE8UuZXtV99+z/7yZXjKeQi3XuftKheqevQC+PlAebdv1CE+ey8fS/Ta/rwVw0/SH6jwl/rWH+rBa5zvx+3f9yTfxZ/3nQzVoXx/D7mjx/B7/g/Inijw0RcKdH/ABo55/KpiPh1y1bsP4MvXK3glfcG52ts7JM+zHhOwY9guKTMRuTPkLkPBVh5+yzE7Jkc204sJj0trH3zDXOKkPMuyPTsW9Xu5wWNrb+brOKeRrQ5kscjGXj4C/uR3Qhfr+na5fpXSsZ3S/wnPatPSWW3T39xLtF4+CcqJWSMc+AP0nW6MyMLRckJ42hzn4M8Ro7lItyzGcGssaxrwDki3ZrY7nhMDKmm7lYswxu/43Icekx2OM8lZn4+/bp/IsS3xmH1yrdIfxp77kJFybcQ4gUe/ZZxyn6F8kloWtLdYR4BAJa5cC5pJaXL3kU4lKuVu+7cwNvWNbOMHFpVrjirmhVDSQqHELgoFZTI3P8A/SvCYeYrBOUc6vFQKUyE3hWRYYkxFdl5bqpqYiGVtLQARvAQVU6hvIEbVCjH404NXidxVT8RlVd5TMLci0pvtovr802eKph3MpbjUpMclfYaDL7/AHV25Gv265S0rUfyADqG9zFHdOr1VIjAVXEafXUekSs+cRttFs7EdTZ2uxn4P2zbZpt2NW2TIfJSj3Uo1Fajpp7pCoa1BzJ/LjT7GwagXOw5IfyrNYanKImQWSXd3Y1zsTE4O3W1XBos4rNioZc78W7SY7sJyO49XRwu95BFQCfiW2BXLKQGDnx6BOPaR2inP+nw0J61T14j3kU0nynvclHiriGIcBYY4/49W7MeMso8oOWYdztrMa/8s5JarkOI+MMdxd+8qzeDwjxmWZn214uNvZi3vJn3FKLRbioXQYHG78/2+5+ZWi1mNtdRbNZk60hZo+uu5pmarf6ydY9EDZC+G1a3Tr1SEVsG4funi7gCy4EbmwMVQWYlzyWq1U1BgLlUvJaulP7/AApXHlKJ/Jjw/auCbJwTP5LyGDe4GP5VzqiwSE4HbG+xKzy9cP2nKMoxuDc+XpOFtSIsURm7ndG7e5JXBjFzctHQJLi9gc1u328U93JLGwl7nN8GLxG+PK3Q4FyRqC0aimbdGsgX5t/vA2eM7JjuJuY2tDvD8IOcUbLN4ndIi+aJi6nzaWs/cLHN/SpZbtH38jtPkxw6tLBdQ5uW2DQLO5AKSulaHUVp1ZLgua06AT7F/n7q1GITKQqRrgcfbSq/50lSP/4U3mCiI2r7IWXi8zXkFvaqCnl3Ci6lad24MLWEBVRoD9Knrzj/AHP7sXP+Qnli1ftstv8Ab5t5J483iwOa6IW85QsZK54WTww8uZqywAxq9mLZGeVrrwZGv3D9tMCCD4jcQoHBUT1VoOyjJXa1C5JbaRVOw1QobSole4JKl1BoPr17oJlda/8AUANC9v51QiI/Gw+ZSvs9Mq6prUQWpgxpLJHy7ydi9u7YrYKqbA7h1pt61IGeAPDIRca2zV4x1Llh2LVe35Sf2aSlpEksqhzEyVp/IhxTTqd42ud9XbTqoBO4j0HVf3fGycMQ3SVPLDoVqfDhKpQ4hPw6UKt9+4bix9wZkLPfDRjKWhoNBI2qCH0IWFE0pVSlDXTrm0uAGRKcF/ED8asUJfqJQooUenvqL5em3ryOWC4llxZhGUpxKloZkGDH7oTsCnHEpPpQUJ6Z3IW5vXAkAnSq8DpCoiqKkW6iAcc/jUdVHjISVMTw8PmA3FZuCFbQNVVcYS1vPuN1R1DLIgFjeSeQDh+Ce+ntROEjUHM6fVxq9sKg3NbEFEa9XpuUtlJW8uNK7TLTpT3UlDsF0LajIp/8SvavV62SG58OMMll16P1Apj2jh7TQO9kiV3iRxop4hfcVx4cqvSFGy+EVBm5Wy9RgaILseZAUp4o+SkFDIjhYRqmidxOlK69XOFm5RYMeyVvYW4+xKCLE7EAt9a/xq2MeuOWNriC849LeYS4khUO42krcbBO4R/vZEZSVKFfzDaPck9F7ea+0pcwlBxDmlfaQaZlbFiA4a05ZdqVF+SZ91n2zLHZ9hl2OG5boqoUZydbp321rYktKt7TrsOS+pwzJiEpdUklKCs7glIqBG6vmfaT+MxzBoHFpKA4KhOZwKKBxpUAa1oEZDjipHNMc041HbuvKZV/DzDdhtdxdjoXDiRRa5cqLHUlBcZhOtvqjOJblVBU2VVVWlfXqDMb19zqaI2SkYAaSQOIBBQoeS41IdpTFVXHNKp/Jf3iO1ZWl92fJNyvbhkudxmSiWbsyVsS25IZUohSSKqGyp0J6Abh9QwRtCvcXPxxBB1DAqhqbAWEOKADSFHTj6zWWkLzBcZaobVxajFCvum2FJUyg0Pd7ym1KrVPrUn+nTgO4mMmIPDExHDquNaS0B/cLSVwXP1fwqtYbl4Qq5C2R3Ho6kJ+6U24lDiFlNAKFaXDRf0BBPv0FgdcNL/pwS3j+FTEZpXD18ulWJb3MiRkOPCPHkOrcxmI28qQ6pP20b7OIRIbDm0PLKto2igBr69WCB1+LiINa4kxYqcggxC58MsKiTCDQcRqXh7/AEzqQXxWeR5NvORIXPinKLEuGlgxottQpm4sLYZd+ZirdmPpbQSshCVKq4pIB6l3h3hkjDfq+HxmEAaQ1ARhyU4DE4HEmmmfSlrhGgdoKrmvDrWN5Ou+fuXqQrLMSu8eYZEhQbN3sRQlSnV91usSU+0QhddQQCfU+nUbfLrdHTD662e3+lHxonII4+v30uyZbgARvYXJwHw9FqqE3O6UVsxp7ZRfc3XS1lQFP1N/6yU07fqBpX36rvjzH/2CB1e386I6Gr849hr+s3J2u7/bkorp+RVzhAbP8Qoqc2UI9CDp+PSGTH/6J/8AE330kjgDh2V6W7i6U7xj0lKaAMMt3KB261NS453ioqHtQA9L8bur4LkTAah78VrWgp84Xsr7kSr5IbAj21qAjZ8y09GkSS2AahBMpSqE+tE0r69Ic+d2TdPrB/GmGMhB7ziX9QQPePZ7qisqTLDTjcW3OqcSUfdSJUhkSXNPiS0XN6a/hp1GlfMG6YWKOJJHwValhsJCudjyAPvNQOUqapau4hDeppQoV/pRfv0ClMxecAPZ+dE4dAZ3cRVkcSftn7hfBcCf3FcJpMNadHGoG9RuC4aWgp5btaBYb17fr8a9G/LfhfUS+N/9o0jTz0r3tKceaYp0qHuXiaWeFlj/AAVcKvq8sWEwoolzZibcSsNKkNS1KSQKVVtZSpQWrU1AKfx9rjdstjGPEe4RcFBP4caDwvnDnaWgv4oR+f8ACq8pgYcdQpThSl75vNKfDazoCVsyWSEVBqKKJBH406Cf/cnWjtWeYX3gj8akO+tQFyomAw+IqV2qPgKG3VMXC6PlVFFDcRpl9CFHRAWpSmV7FaA0BPU6CPZw0lkkp6aUPt/hUSV9ySA5jA3HFSQe0cqad/EDFsSv5KPCVM25vNwm+dLRJgOS40gSX7uzYcgctFtcEZp7ZImXAIb3kJaTWq1oT8uiTAxtrP4RLh4D0UIcvYoCmhe56jbxh2H78SnprHrQlB+VfooyCorVvSpPzV6kFQNT9Ca6/wBuq433VHx41rjf+paXdE+NnhmW2nl2L/8AKb5SN1ALaWf3NPCbJsaVlSwsSHGjNDVARQLrQa9WPy2WiecEAnQztTU5U7cFTpUO4DjMwgkHQ9BwJ1RqvDAKikcUWtNGUbR+6PqcTGMhTnwafLZ7aidNi39oUkIp6V/+E9HXfTeMdWnWefDsX05Vv94gIoj/AATPDGv4pToBLKHS2NKINGi6CrulJSdo3Ofl7dSB0skgHwwo9PTCtoNIQj0yrEPKlfrd1CQafEKUN4cSr6j1Kwff0APUBxmQ6xjTzfBXu5+vp6s6geQmQDYC2lap6MpsKrekaOPPfcugoPy2o/7QumqiE7RofToJflwbEWAmX6mLSOZU+rJc8KJWnh6pBKnhGCRegTPnmldGYFP7tF7Ap/8AQrbBKlOl5E2Slppf5W6OsqUqoO0BNFUVoY+4L47dHNvt1FBjzGPKnbL/AGXeJ8yHLJECnngcOfJRRGeKUXFpnkvwu3m1yYtNgRlTLqX5bEyUy9cUN0tcXbBjyXEJdfJIUtIbCh+YGgMlgBni1FGCRp7UyHYSg5c0ppXNt5jCC6bwXhoGBUhF/wCUKeZyANbjnLheVDsjTaS3jiYUNMSUzq0tgMpDbi22lKd7RRrqlOtNwrp0Udq1454+2qZb+HpHh/0hPT09tSCIttjDIzeNM/eN/boBkNrbaWFlI+Sm31NLojX0FD/w60UwXNMPx9dbK6iudUBclI3SP3Bpnvkgnepr4qBWECiDqFeqta+gJGnTIDMdBwXrT3e1DlVQ3ZLhdcVGccS2FqqhxKzGKyoVCCRVOw0psJBH9+m36tYDfm6Z+6pEaIdSp6enxqVWN7kFFsf+0iXF6311Dro+woR6s99xmhCR+P469edfu5B9jrgOh8+zWUG4Fh77ATcALxETZCe9iNTeacaObY7cmFptRqj4avwUj3UePjhdct/ZDGueMOfYbzS5NXCylRVvNQqObgl8IHt+nXr5c/dny59tbPd5bjyP5hivIHOJETra9jLRwBdJbNaT1a4jlVpjluCzVLG4SYKFb7QQUTtQ0Ucjt1QpJXt2gFFDu36a/AlO6tK6+nt1xFi/q9Ov86frFSBH7Tm9VF6mtCUj5aggfE0Hp7V6XwrAtQ6ciD3Pk786ip2LpSoJqCDqQaH+mvTL1Xu506CeIxSoXkaVpkR1QFqcXt+SKOA03abSsNjZ/f8App1CmXVjnjWBE4+gqZ2tcow2/uGSFbfTcmvp7FKzoE/QHWtemW6fXSHZ454UAvlGIZdfottKqqCCANm6i+4UhIU3UproT6fTqdsai+BZiccvV6qcjXR6eqlnvF5MxP2YU4e4e3sKwSNyfyBe2iB/lUmvtQddACJ3/lT3VMb8uOSVd+IScp2td63PBABIKXodSgKT8RSTuCVq9KjTXqt37IPFJif3+IR2SYcEyzpCDRiQiVb8V9ZdaD8JCZexRQe9FOlR8VJDpcJNTU19R0FmDUOsnTTJDkzOhajnIDspdrkCdGcZjagkuNKoO0QpadrilVKPYDqdtwi8Y+GQiBaQMimdLDuSMe/81ceo81v+7mgja53P/wB2TwDUJ1Vv11+X4ddwtnX3/wAVue67Robxw+dn4csKUNakD/bTE+nCv//Z\" style=\"height:426.61pt;width:422.25pt\"/></div></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">10</span><span class=\"f charStyle-15433314 ps8195\"> Property, Plant and Equipment cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Property, Plant and Equipment</span></div><div class=\"ps6289 ss13\"><div class=\"ss778 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:165pt\"></td><td style=\"padding:0;width:57.75pt\"></td><td style=\"padding:0;width:57.75pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:57.75pt\"></td></tr><tr style=\"height:38.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss767\"><div><div class=\"ps8197 ss766\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3618 ss768\"><div><div class=\"ps8198 ss27\"><span class=\"f charStyle-99bfcfa0 ps3829\">Buildings <span class=\"f ps2\"> </span></span></div><div class=\"ps8200 ss27\"><span class=\"f charStyle-99bfcfa0 ps8199\">and sites</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8204 ss768\"><div><div class=\"ps8202 ss27\"><span class=\"f charStyle-99bfcfa0 ps8201\">Machinery <span class=\"f ps2\"> </span></span></div><div class=\"ps8198 ss27\"><span class=\"f charStyle-99bfcfa0 ps8203\">and </span></div><div class=\"ps8200 ss27\"><span class=\"f charStyle-99bfcfa0 ps5027\">equipment</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8206 ss769\"><div><div class=\"ps8198 ss149\"><span class=\"f charStyle-99bfcfa0 ps8205\">Under <span class=\"f ps2\"> </span></span></div><div class=\"ps8200 ss149\"><span class=\"f charStyle-99bfcfa0 ps4185\">construction</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7481 ss768\"><div><div class=\"ps8200 ss27\"><span class=\"f charStyle-99bfcfa0 ps8207\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4630 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-2dae0141 ps1\">Historical cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps567 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8209 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.02pt\"></span></span><span class=\"ps8208\">2,139</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8211 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.49pt\"></span></span><span class=\"ps8210\">3,595</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8213 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">1,879</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8214 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.61pt\"></span></span><span class=\"ps3891\">7,614</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Additions</span><span class=\"f charStyle-a61f3c46 ps8215\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8217 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.54pt\"></span></span><span class=\"ps8216\">188</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8218 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.01pt\"></span></span><span class=\"ps3551\">269</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8220 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.51pt\"></span></span><span class=\"ps8219\">668</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8222 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.23pt\"></span></span><span class=\"ps8221\">1,125</span></span></div></div></div></td></tr><tr style=\"height:21.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss773\"><div><div class=\"ps8223 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification from assets under <span class=\"f ps2\"> </span></span></div><div class=\"ps8224 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">construction</span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8226 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.01pt\"></span></span><span class=\"ps3551\">562</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8227 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.02pt\"></span></span><span class=\"ps8208\">1,470</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8229 ss775\"><div><div class=\"ps8225 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.95pt\"></span></span><span class=\"ps8228\">-2,032</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8231 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">0</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7938 ss776\"><div><div class=\"ps7893 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8232 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.25pt\"></span></span><span class=\"ps7482\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8233 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.25pt\"></span></span><span class=\"ps7482\">6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8235 ss150\"><div><div class=\"ps7893 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8236 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2210 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal and scrapping<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8238 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.97pt\"></span></span><span class=\"ps8237\">-273</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8239 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.97pt\"></span></span><span class=\"ps8237\">-925</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8241 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8243 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.19pt\"></span></span><span class=\"ps8242\">-1,198</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6454 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8245 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">52</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8246 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8247 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8249 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.15pt\"></span></span><span class=\"ps8248\">109</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6077 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8251 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.99pt\"></span></span><span class=\"ps8250\">2,670</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8252 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.61pt\"></span></span><span class=\"ps3891\">4,471</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8254 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.65pt\"></span></span><span class=\"ps8253\">510</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8255 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.61pt\"></span></span><span class=\"ps3891\">7,651</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5730 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Additions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8256 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">26</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8257 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">36</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8259 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.04pt\"></span></span><span class=\"ps8258\">371</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8261 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.53pt\"></span></span><span class=\"ps8260\">433</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1488 ss776\"><div><div class=\"ps7893 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of subsidiaries<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8262 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.25pt\"></span></span><span class=\"ps7482\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8263 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.25pt\"></span></span><span class=\"ps7482\">4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8264 ss150\"><div><div class=\"ps7893 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8265 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">4</span></span></div></div></div></td></tr><tr style=\"height:21.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps279 ss773\"><div><div class=\"ps8223 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification from assets under <span class=\"f ps2\"> </span></span></div><div class=\"ps8224 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">construction</span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8266 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.54pt\"></span></span><span class=\"ps8216\">218</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8267 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.01pt\"></span></span><span class=\"ps3551\">467</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8269 ss775\"><div><div class=\"ps8225 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.47pt\"></span></span><span class=\"ps8268\">-684</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8270 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2964 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8272 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.09pt\"></span></span><span class=\"ps8271\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8273 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8274 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8275 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2969 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal and scrapping<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8277 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.62pt\"></span></span><span class=\"ps8276\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8279 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.5pt\"></span></span><span class=\"ps8278\">-391</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8280 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8282 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.49pt\"></span></span><span class=\"ps8281\">-408</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2972 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8283 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.09pt\"></span></span><span class=\"ps8271\">-66</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8284 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.09pt\"></span></span><span class=\"ps8271\">-45</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8285 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8287 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.35pt\"></span></span><span class=\"ps8286\">-111</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8288 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8289 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.99pt\"></span></span><span class=\"ps8250\">2,775</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8290 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.99pt\"></span></span><span class=\"ps8250\">4,598</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8291 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.65pt\"></span></span><span class=\"ps8253\">196</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8292 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.99pt\"></span></span><span class=\"ps8250\">7,568</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8295 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps236\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span><span class=\"ps1348\">Excludes NOK </span></span><span class=\"f charStyle-eea200a5 ps8293\">270</span><span class=\"f charStyle-eea200a5 ps8294\"> million in paid investments that were capitalized in 2023.</span></div><div class=\"ps6289 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:153pt\"></td><td style=\"padding:0;width:48.75pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60.75pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:38.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss780\"><div><div class=\"ps8197 ss779\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps8298 ss781\"><div><div class=\"ps8200 ss43\"><span class=\"f charStyle-99bfcfa0 ps8297\">Notes</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8300 ss214\"><div><div class=\"ps8198 ss210\"><span class=\"f charStyle-99bfcfa0 ps2958\">Buildings <span class=\"f ps2\"> </span></span></div><div class=\"ps8200 ss210\"><span class=\"f charStyle-99bfcfa0 ps8299\">and sites</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6968 ss782\"><div><div class=\"ps8202 ss163\"><span class=\"f charStyle-99bfcfa0 ps8301\">Machinery <span class=\"f ps2\"> </span></span></div><div class=\"ps8198 ss163\"><span class=\"f charStyle-99bfcfa0 ps8302\">and </span></div><div class=\"ps8200 ss163\"><span class=\"f charStyle-99bfcfa0 ps8303\">equipment</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8306 ss783\"><div><div class=\"ps8198 ss41\"><span class=\"f charStyle-99bfcfa0 ps8304\">Under <span class=\"f ps2\"> </span></span></div><div class=\"ps8200 ss41\"><span class=\"f charStyle-99bfcfa0 ps8305\">construction</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8308 ss214\"><div><div class=\"ps8200 ss210\"><span class=\"f charStyle-99bfcfa0 ps8307\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:23.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4630 ss784\"><div><div class=\"ps2856 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Accumulated depreciation and <span class=\"f ps2\"> </span></span></div><div class=\"ps167 ss779\"><span class=\"f charStyle-2dae0141 ps1\">impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8309 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8310 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.01pt\"></span></span><span class=\"ps6541\">-1,152</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8311 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.7pt\"></span></span><span class=\"ps5907\">-2,969</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8313 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.21pt\"></span></span><span class=\"ps8312\">-5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8315 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.07pt\"></span></span><span class=\"ps8314\">-4,127</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8316 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation for the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8317 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-210</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8318 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.22pt\"></span></span><span class=\"ps5944\">-360</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8319 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-570</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8320 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8322 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-f6126ac3 ps8321\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">12</a></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8323 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8324 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.46pt\"></span></span><span class=\"ps6015\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8326 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8327 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3108 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal and scrapping<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8328 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">275</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8329 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">921</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8330 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8332 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">1,196</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1429 ss787\"><div><div class=\"ps7893 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8333 ss220\"><div><div class=\"ps7893 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8334 ss788\"><div><div class=\"ps7893 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.46pt\"></span></span><span class=\"ps6015\">-6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8335 ss789\"><div><div class=\"ps7893 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8336 ss220\"><div><div class=\"ps7893 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2950 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-ac370e2b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8337 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-39</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8338 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-54</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8339 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8340 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-93</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2289 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8342 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.69pt\"></span></span><span class=\"ps8341\">-1,129</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8344 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.2pt\"></span></span><span class=\"ps8343\">-2,469</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8346 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.09pt\"></span></span><span class=\"ps8345\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8348 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.45pt\"></span></span><span class=\"ps8347\">-3,598</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1485 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation for the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8349 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-293</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8350 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.22pt\"></span></span><span class=\"ps5944\">-530</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8351 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-823</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1551 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8352 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-f6126ac3 ps8321\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">12</a></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8353 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8354 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.46pt\"></span></span><span class=\"ps6015\">-7</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8355 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8356 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-7</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8357 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-ac370e2b ps1\">Disposal and scrapping<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8358 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">14</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8359 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">393</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8360 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8361 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">407</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7403 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-ac370e2b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8362 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">46</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8363 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-46</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8364 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8365 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps517 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8366 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">37</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8367 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.38pt\"></span></span><span class=\"ps5985\">42</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8368 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8370 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">79</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps521 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8371 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.07pt\"></span></span><span class=\"ps8314\">-1,325</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8373 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.82pt\"></span></span><span class=\"ps8372\">-2,617</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8374 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.09pt\"></span></span><span class=\"ps8345\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8375 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.45pt\"></span></span><span class=\"ps8347\">-3,942</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td colspan=\"6\" style=\"border-bottom:0.25pt solid #8996a0;border-right:0.25pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7251 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8376 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">1,541</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8377 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.24pt\"></span></span><span class=\"ps5913\">2,002</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8379 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.15pt\"></span></span><span class=\"ps8378\">510</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8380 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">4,053</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7435 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8381 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.11pt\"></span></span><span class=\"ps7646\">1,450</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8382 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.86pt\"></span></span><span class=\"ps5957\">1,980</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8383 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.15pt\"></span></span><span class=\"ps8378\">196</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8384 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">3,626</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8386 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about right-of-use lease assets</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfPropertyPlantAndEquipmentExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-361": {
   "value": "<div class=\"ps8175 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps8177 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Assets are normally depreciated on a straight-line basis over their expected economic lives as follows:</span><span class=\"f charStyle-8e659db2 ps8176\"> </span></div><div class=\"ps8178 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Machinery and equipment: 3-15 years</span></div><div class=\"ps2735 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Buildings: 4-30 years</span></div><div class=\"ps8179 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Land: No depreciation</span></div><div class=\"ps6766 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Impairment triggers are assessed quarterly and impairment testing is performed when triggers have been </span></div>identified.",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForPropertyPlantAndEquipmentExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-362": {
   "value": "<div class=\"ps4 ss767\"><div><div class=\"ps8197 ss766\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps3618 ss768\"><div><div class=\"ps8198 ss27\"><span class=\"f charStyle-99bfcfa0 ps3829\">Buildings <span class=\"f ps2\"> </span></span></div><div class=\"ps8200 ss27\"><span class=\"f charStyle-99bfcfa0 ps8199\">and sites</span></div></div></div><div class=\"ps8204 ss768\"><div><div class=\"ps8202 ss27\"><span class=\"f charStyle-99bfcfa0 ps8201\">Machinery <span class=\"f ps2\"> </span></span></div><div class=\"ps8198 ss27\"><span class=\"f charStyle-99bfcfa0 ps8203\">and </span></div><div class=\"ps8200 ss27\"><span class=\"f charStyle-99bfcfa0 ps5027\">equipment</span></div></div></div><div class=\"ps8206 ss769\"><div><div class=\"ps8198 ss149\"><span class=\"f charStyle-99bfcfa0 ps8205\">Under <span class=\"f ps2\"> </span></span></div><div class=\"ps8200 ss149\"><span class=\"f charStyle-99bfcfa0 ps4185\">construction</span></div></div></div><div class=\"ps7481 ss768\"><div><div class=\"ps8200 ss27\"><span class=\"f charStyle-99bfcfa0 ps8207\">Total<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps4630 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-2dae0141 ps1\">Historical cost<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps567 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8209 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.02pt\"></span></span><span class=\"ps8208\">2,139</span></span></div></div></div><div class=\"ps8211 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.49pt\"></span></span><span class=\"ps8210\">3,595</span></span></div></div></div><div class=\"ps8213 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">1,879</span></span></div></div></div><div class=\"ps8214 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.61pt\"></span></span><span class=\"ps3891\">7,614</span></span></div></div></div><div class=\"ps4634 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Additions</span><span class=\"f charStyle-a61f3c46 ps8215\"><sup>1</sup></span></div></div></div><div class=\"ps8217 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.54pt\"></span></span><span class=\"ps8216\">188</span></span></div></div></div><div class=\"ps8218 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.01pt\"></span></span><span class=\"ps3551\">269</span></span></div></div></div><div class=\"ps8220 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.51pt\"></span></span><span class=\"ps8219\">668</span></span></div></div></div><div class=\"ps8222 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.23pt\"></span></span><span class=\"ps8221\">1,125</span></span></div></div></div><div class=\"ps4636 ss773\"><div><div class=\"ps8223 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification from assets under <span class=\"f ps2\"> </span></span></div><div class=\"ps8224 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">construction</span></div></div></div><div class=\"ps8226 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.01pt\"></span></span><span class=\"ps3551\">562</span></span></div></div></div><div class=\"ps8227 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.02pt\"></span></span><span class=\"ps8208\">1,470</span></span></div></div></div><div class=\"ps8229 ss775\"><div><div class=\"ps8225 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.95pt\"></span></span><span class=\"ps8228\">-2,032</span></span></div></div></div><div class=\"ps8231 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">0</span></span></div></div></div><div class=\"ps7938 ss776\"><div><div class=\"ps7893 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8232 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.25pt\"></span></span><span class=\"ps7482\">0</span></span></div></div></div><div class=\"ps8233 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.25pt\"></span></span><span class=\"ps7482\">6</span></span></div></div></div><div class=\"ps8235 ss150\"><div><div class=\"ps7893 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-6</span></span></div></div></div><div class=\"ps8236 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">0</span></span></div></div></div><div class=\"ps2210 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal and scrapping<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8238 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.97pt\"></span></span><span class=\"ps8237\">-273</span></span></div></div></div><div class=\"ps8239 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.97pt\"></span></span><span class=\"ps8237\">-925</span></span></div></div></div><div class=\"ps8241 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div><div class=\"ps8243 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.19pt\"></span></span><span class=\"ps8242\">-1,198</span></span></div></div></div><div class=\"ps6454 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8245 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">52</span></span></div></div></div><div class=\"ps8246 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">56</span></span></div></div></div><div class=\"ps8247 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div><div class=\"ps8249 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.15pt\"></span></span><span class=\"ps8248\">109</span></span></div></div></div><div class=\"ps6077 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8251 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.99pt\"></span></span><span class=\"ps8250\">2,670</span></span></div></div></div><div class=\"ps8252 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.61pt\"></span></span><span class=\"ps3891\">4,471</span></span></div></div></div><div class=\"ps8254 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.65pt\"></span></span><span class=\"ps8253\">510</span></span></div></div></div><div class=\"ps8255 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.61pt\"></span></span><span class=\"ps3891\">7,651</span></span></div></div></div><div class=\"ps5730 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Additions<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8256 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">26</span></span></div></div></div><div class=\"ps8257 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">36</span></span></div></div></div><div class=\"ps8259 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.04pt\"></span></span><span class=\"ps8258\">371</span></span></div></div></div><div class=\"ps8261 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.53pt\"></span></span><span class=\"ps8260\">433</span></span></div></div></div><div class=\"ps1488 ss776\"><div><div class=\"ps7893 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of subsidiaries<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8262 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.25pt\"></span></span><span class=\"ps7482\">0</span></span></div></div></div><div class=\"ps8263 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.25pt\"></span></span><span class=\"ps7482\">4</span></span></div></div></div><div class=\"ps8264 ss150\"><div><div class=\"ps7893 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div><div class=\"ps8265 ss777\"><div><div class=\"ps7893 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">4</span></span></div></div></div><div class=\"ps279 ss773\"><div><div class=\"ps8223 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification from assets under <span class=\"f ps2\"> </span></span></div><div class=\"ps8224 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">construction</span></div></div></div><div class=\"ps8266 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.54pt\"></span></span><span class=\"ps8216\">218</span></span></div></div></div><div class=\"ps8267 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.01pt\"></span></span><span class=\"ps3551\">467</span></span></div></div></div><div class=\"ps8269 ss775\"><div><div class=\"ps8225 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.47pt\"></span></span><span class=\"ps8268\">-684</span></span></div></div></div><div class=\"ps8270 ss774\"><div><div class=\"ps8225 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">0</span></span></div></div></div><div class=\"ps2964 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8272 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.09pt\"></span></span><span class=\"ps8271\">-56</span></span></div></div></div><div class=\"ps8273 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.13pt\"></span></span><span class=\"ps8244\">56</span></span></div></div></div><div class=\"ps8274 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div><div class=\"ps8275 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.09pt\"></span></span><span class=\"ps8230\">0</span></span></div></div></div><div class=\"ps2969 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal and scrapping<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8277 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.62pt\"></span></span><span class=\"ps8276\">-17</span></span></div></div></div><div class=\"ps8279 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.5pt\"></span></span><span class=\"ps8278\">-391</span></span></div></div></div><div class=\"ps8280 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div><div class=\"ps8282 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.49pt\"></span></span><span class=\"ps8281\">-408</span></span></div></div></div><div class=\"ps2972 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8283 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.09pt\"></span></span><span class=\"ps8271\">-66</span></span></div></div></div><div class=\"ps8284 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.09pt\"></span></span><span class=\"ps8271\">-45</span></span></div></div></div><div class=\"ps8285 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div><div class=\"ps8287 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.35pt\"></span></span><span class=\"ps8286\">-111</span></span></div></div></div><div class=\"ps8288 ss770\"><div><div class=\"ps424 ss766\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8289 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.99pt\"></span></span><span class=\"ps8250\">2,775</span></span></div></div></div><div class=\"ps8290 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.99pt\"></span></span><span class=\"ps8250\">4,598</span></span></div></div></div><div class=\"ps8291 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.65pt\"></span></span><span class=\"ps8253\">196</span></span></div></div></div><div class=\"ps8292 ss771\"><div><div class=\"ps424 ss27\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.99pt\"></span></span><span class=\"ps8250\">7,568</span></span></div></div></div><div class=\"ps4 ss780\"><div><div class=\"ps8197 ss779\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8298 ss781\"><div><div class=\"ps8200 ss43\"><span class=\"f charStyle-99bfcfa0 ps8297\">Notes</span></div></div></div><div class=\"ps8300 ss214\"><div><div class=\"ps8198 ss210\"><span class=\"f charStyle-99bfcfa0 ps2958\">Buildings <span class=\"f ps2\"> </span></span></div><div class=\"ps8200 ss210\"><span class=\"f charStyle-99bfcfa0 ps8299\">and sites</span></div></div></div><div class=\"ps6968 ss782\"><div><div class=\"ps8202 ss163\"><span class=\"f charStyle-99bfcfa0 ps8301\">Machinery <span class=\"f ps2\"> </span></span></div><div class=\"ps8198 ss163\"><span class=\"f charStyle-99bfcfa0 ps8302\">and </span></div><div class=\"ps8200 ss163\"><span class=\"f charStyle-99bfcfa0 ps8303\">equipment</span></div></div></div><div class=\"ps8306 ss783\"><div><div class=\"ps8198 ss41\"><span class=\"f charStyle-99bfcfa0 ps8304\">Under <span class=\"f ps2\"> </span></span></div><div class=\"ps8200 ss41\"><span class=\"f charStyle-99bfcfa0 ps8305\">construction</span></div></div></div><div class=\"ps8308 ss214\"><div><div class=\"ps8200 ss210\"><span class=\"f charStyle-99bfcfa0 ps8307\">Total<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps4630 ss784\"><div><div class=\"ps2856 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Accumulated depreciation and <span class=\"f ps2\"> </span></span></div><div class=\"ps167 ss779\"><span class=\"f charStyle-2dae0141 ps1\">impairment<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8309 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8310 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.01pt\"></span></span><span class=\"ps6541\">-1,152</span></span></div></div></div><div class=\"ps8311 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.7pt\"></span></span><span class=\"ps5907\">-2,969</span></span></div></div></div><div class=\"ps8313 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.21pt\"></span></span><span class=\"ps8312\">-5</span></span></div></div></div><div class=\"ps8315 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.07pt\"></span></span><span class=\"ps8314\">-4,127</span></span></div></div></div><div class=\"ps8316 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation for the year<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8317 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-210</span></span></div></div></div><div class=\"ps8318 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.22pt\"></span></span><span class=\"ps5944\">-360</span></span></div></div></div><div class=\"ps8319 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-570</span></span></div></div></div><div class=\"ps8320 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8322 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-f6126ac3 ps8321\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">12</a></span></div></div></div><div class=\"ps8323 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-4</span></span></div></div></div><div class=\"ps8324 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.46pt\"></span></span><span class=\"ps6015\">-2</span></span></div></div></div><div class=\"ps8326 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div><div class=\"ps8327 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-5</span></span></div></div></div><div class=\"ps3108 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal and scrapping<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8328 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">275</span></span></div></div></div><div class=\"ps8329 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">921</span></span></div></div></div><div class=\"ps8330 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div><div class=\"ps8332 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">1,196</span></span></div></div></div><div class=\"ps1429 ss787\"><div><div class=\"ps7893 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8333 ss220\"><div><div class=\"ps7893 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div><div class=\"ps8334 ss788\"><div><div class=\"ps7893 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.46pt\"></span></span><span class=\"ps6015\">-6</span></span></div></div></div><div class=\"ps8335 ss789\"><div><div class=\"ps7893 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">6</span></span></div></div></div><div class=\"ps8336 ss220\"><div><div class=\"ps7893 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div><div class=\"ps2950 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-ac370e2b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8337 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-39</span></span></div></div></div><div class=\"ps8338 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-54</span></span></div></div></div><div class=\"ps8339 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div><div class=\"ps8340 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-93</span></span></div></div></div><div class=\"ps2289 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8342 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.69pt\"></span></span><span class=\"ps8341\">-1,129</span></span></div></div></div><div class=\"ps8344 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.2pt\"></span></span><span class=\"ps8343\">-2,469</span></span></div></div></div><div class=\"ps8346 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.09pt\"></span></span><span class=\"ps8345\">0</span></span></div></div></div><div class=\"ps8348 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.45pt\"></span></span><span class=\"ps8347\">-3,598</span></span></div></div></div><div class=\"ps1485 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation for the year<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8349 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-293</span></span></div></div></div><div class=\"ps8350 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.22pt\"></span></span><span class=\"ps5944\">-530</span></span></div></div></div><div class=\"ps8351 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-823</span></span></div></div></div><div class=\"ps1551 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8352 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-f6126ac3 ps8321\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">12</a></span></div></div></div><div class=\"ps8353 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div><div class=\"ps8354 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.46pt\"></span></span><span class=\"ps6015\">-7</span></span></div></div></div><div class=\"ps8355 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div><div class=\"ps8356 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-7</span></span></div></div></div><div class=\"ps8357 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-ac370e2b ps1\">Disposal and scrapping<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8358 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">14</span></span></div></div></div><div class=\"ps8359 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">393</span></span></div></div></div><div class=\"ps8360 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div><div class=\"ps8361 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">407</span></span></div></div></div><div class=\"ps7403 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-ac370e2b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8362 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">46</span></span></div></div></div><div class=\"ps8363 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-46</span></span></div></div></div><div class=\"ps8364 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div><div class=\"ps8365 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div><div class=\"ps517 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8366 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">37</span></span></div></div></div><div class=\"ps8367 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.38pt\"></span></span><span class=\"ps5985\">42</span></span></div></div></div><div class=\"ps8368 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.25pt\"></span></span><span class=\"ps8325\">0</span></span></div></div></div><div class=\"ps8370 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">79</span></span></div></div></div><div class=\"ps521 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8371 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.07pt\"></span></span><span class=\"ps8314\">-1,325</span></span></div></div></div><div class=\"ps8373 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.82pt\"></span></span><span class=\"ps8372\">-2,617</span></span></div></div></div><div class=\"ps8374 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.09pt\"></span></span><span class=\"ps8345\">0</span></span></div></div></div><div class=\"ps8375 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.45pt\"></span></span><span class=\"ps8347\">-3,942</span></span></div></div></div><div class=\"ps7251 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8376 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">1,541</span></span></div></div></div><div class=\"ps8377 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.24pt\"></span></span><span class=\"ps5913\">2,002</span></span></div></div></div><div class=\"ps8379 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.15pt\"></span></span><span class=\"ps8378\">510</span></span></div></div></div><div class=\"ps8380 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">4,053</span></span></div></div></div><div class=\"ps7435 ss785\"><div><div class=\"ps424 ss779\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8381 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.11pt\"></span></span><span class=\"ps7646\">1,450</span></span></div></div></div><div class=\"ps8382 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.86pt\"></span></span><span class=\"ps5957\">1,980</span></span></div></div></div><div class=\"ps8383 ss431\"><div><div class=\"ps424 ss41\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.15pt\"></span></span><span class=\"ps8378\">196</span></span></div></div></div><div class=\"ps8384 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">3,626</span></span></div></div></div><div class=\"ps6289 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:200.25pt\"></td><td style=\"padding:0;width:72pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:24pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss648\"><div><div class=\"ps8404 ss147\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8409 ss791\"><div><div class=\"ps8406 ss790\"><span class=\"f charStyle-99bfcfa0 ps8405\">Capitalized <span class=\"f ps2\"> </span></span></div><div class=\"ps8408 ss790\"><span class=\"f charStyle-99bfcfa0 ps8407\">development</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1012 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8410\">Goodwill<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7572 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8411\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8308 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8307\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-2dae0141 ps1\">Historical cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4630 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8413 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.8pt\"></span></span><span class=\"ps8412\">1,127</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8414 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.99pt\"></span></span><span class=\"ps6367\">3,783</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8415 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">396</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8416 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">5,306</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps567 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Additions from internal development</span><span class=\"f charStyle-a61f3c46 ps8417\"><sup>1,2</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8419 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.38pt\"></span></span><span class=\"ps8418\">46</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8420 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8421 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8422 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">46</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of subsidiaries<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8424 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8425 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8426 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">30</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8427 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">30</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8429 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.91pt\"></span></span><span class=\"ps8428\">41</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8430 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8431 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-41</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8432 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1473 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of subsidiaries and assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8434 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.22pt\"></span></span><span class=\"ps8433\">-426</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8435 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-81</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8436 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-202</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8437 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-708</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1535 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8438 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8439 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8440 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8441 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">6</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1069 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8443 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.78pt\"></span></span><span class=\"ps8442\">790</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8444 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">3,700</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8445 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.65pt\"></span></span><span class=\"ps7741\">190</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8446 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">4,680</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5479 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Additions from internal development</span><span class=\"f charStyle-a61f3c46 ps8417\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8447 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.38pt\"></span></span><span class=\"ps8418\">65</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8448 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8449 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8450 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">65</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6868 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of subsidiaries<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8451 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8452 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">19</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8453 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8454 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">25</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5500 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of subsidiaries and assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8455 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.22pt\"></span></span><span class=\"ps8433\">-205</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8456 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8457 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-34</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8458 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-238</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps55 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8459 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8460 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8461 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8462 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-6</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1446 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8463 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.78pt\"></span></span><span class=\"ps8442\">650</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8464 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.11pt\"></span></span><span class=\"ps7646\">3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8465 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.65pt\"></span></span><span class=\"ps7741\">160</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8466 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">4,525</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8475 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Development cost funded by third-party totaled NOK </span><span class=\"f charStyle-eea200a5 ps8467\">5</span><span class=\"f charStyle-eea200a5 ps8468\"> million in </span><span class=\"f charStyle-eea200a5 ps8469\">2025</span><span class=\"f charStyle-eea200a5 ps8470\"> (NOK </span><span class=\"f charStyle-eea200a5 ps8471\">11</span><span class=\"f charStyle-eea200a5 ps8472\"> million in </span><span class=\"f charStyle-eea200a5 ps8473\">2024</span><span class=\"f charStyle-eea200a5 ps8474\">).</span></div><div class=\"ps8480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">2)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Excludes NOK </span><span class=\"f charStyle-eea200a5 ps8293\">5</span><span class=\"f charStyle-eea200a5 ps8476\"> million in paid investments that were capitalized in</span><span class=\"f charStyle-eea200a5 ps8477\"> </span><span class=\"f charStyle-eea200a5 ps8478\">2023</span><span class=\"f charStyle-eea200a5 ps8479\">.</span></div><div class=\"ps4 ss794\"><div><div class=\"ps8404 ss514\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps4764 ss796\"><div><div class=\"ps8408 ss795\"><span class=\"f charStyle-99bfcfa0 ps8484\">Notes</span></div></div></div><div class=\"ps8409 ss791\"><div><div class=\"ps8406 ss790\"><span class=\"f charStyle-99bfcfa0 ps8405\">Capitalized <span class=\"f ps2\"> </span></span></div><div class=\"ps8408 ss790\"><span class=\"f charStyle-99bfcfa0 ps8407\">development</span></div></div></div><div class=\"ps1012 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8410\">Goodwill<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps7572 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8411\">Other<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8308 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8307\">Total<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps4771 ss521\"><div><div class=\"ps3620 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Accumulated depreciation and <span class=\"f ps2\"> </span></span></div><div class=\"ps3621 ss514\"><span class=\"f charStyle-2dae0141 ps1\">impairment<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps1461 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8486 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.75pt\"></span></span><span class=\"ps8485\">-741</span></span></div></div></div><div class=\"ps8487 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-683</span></span></div></div></div><div class=\"ps8488 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-319</span></span></div></div></div><div class=\"ps8489 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.07pt\"></span></span><span class=\"ps8314\">-1,744</span></span></div></div></div><div class=\"ps1417 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-ac370e2b ps1\">Amortization for the year<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8490 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.75pt\"></span></span><span class=\"ps8485\">-138</span></span></div></div></div><div class=\"ps8491 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div><div class=\"ps8492 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-13</span></span></div></div></div><div class=\"ps8494 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.23pt\"></span></span><span class=\"ps8493\">-151</span></span></div></div></div><div class=\"ps569 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8496 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-83fc4ffa ps8495\">12<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8498 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.46pt\"></span></span><span class=\"ps8497\">-2</span></span></div></div></div><div class=\"ps8499 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div><div class=\"ps8500 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div><div class=\"ps8501 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-2</span></span></div></div></div><div class=\"ps7499 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-ac370e2b ps1\">Reclassifications between categories<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8503 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.34pt\"></span></span><span class=\"ps8502\">-38</span></span></div></div></div><div class=\"ps8504 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div><div class=\"ps8505 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">38</span></span></div></div></div><div class=\"ps8506 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div><div class=\"ps7503 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of subsidiaries and assets<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8508 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.26pt\"></span></span><span class=\"ps8507\">426</span></span></div></div></div><div class=\"ps8509 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">81</span></span></div></div></div><div class=\"ps8510 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">202</span></span></div></div></div><div class=\"ps8511 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">708</span></span></div></div></div><div class=\"ps7507 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8512 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.46pt\"></span></span><span class=\"ps8497\">-2</span></span></div></div></div><div class=\"ps8513 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">3</span></span></div></div></div><div class=\"ps8514 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-6</span></span></div></div></div><div class=\"ps8515 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-5</span></span></div></div></div><div class=\"ps7510 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8517 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.74pt\"></span></span><span class=\"ps8516\">-495</span></span></div></div></div><div class=\"ps8518 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-599</span></span></div></div></div><div class=\"ps8519 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-99</span></span></div></div></div><div class=\"ps8520 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.69pt\"></span></span><span class=\"ps8341\">-1,193</span></span></div></div></div><div class=\"ps1435 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-ac370e2b ps1\">Amortization for the year<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8521 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.75pt\"></span></span><span class=\"ps8485\">-126</span></span></div></div></div><div class=\"ps8522 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div><div class=\"ps8523 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-10</span></span></div></div></div><div class=\"ps8524 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.61pt\"></span></span><span class=\"ps6410\">-136</span></span></div></div></div><div class=\"ps7516 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8525 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-83fc4ffa ps8495\">12<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8526 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div><div class=\"ps8527 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div><div class=\"ps8528 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div><div class=\"ps8529 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div><div class=\"ps5936 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of subsidiaries and assets<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8530 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.26pt\"></span></span><span class=\"ps8507\">205</span></span></div></div></div><div class=\"ps8531 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div><div class=\"ps8532 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">34</span></span></div></div></div><div class=\"ps8533 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">238</span></span></div></div></div><div class=\"ps7521 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8534 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div><div class=\"ps8535 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.28pt\"></span></span><span class=\"ps7608\">1</span></span></div></div></div><div class=\"ps8536 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">2</span></span></div></div></div><div class=\"ps8537 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">3</span></span></div></div></div><div class=\"ps8538 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8540 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.36pt\"></span></span><span class=\"ps8539\">-416</span></span></div></div></div><div class=\"ps8541 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-598</span></span></div></div></div><div class=\"ps8542 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-73</span></span></div></div></div><div class=\"ps8543 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.07pt\"></span></span><span class=\"ps8314\">-1,087</span></span></div></div></div><div class=\"ps5525 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8545 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.78pt\"></span></span><span class=\"ps8442\">295</span></span></div></div></div><div class=\"ps8546 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">3,101</span></span></div></div></div><div class=\"ps8548 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.93pt\"></span></span><span class=\"ps8547\">91</span></span></div></div></div><div class=\"ps8549 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">3,487</span></span></div></div></div><div class=\"ps8550 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div><div class=\"ps8551 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.78pt\"></span></span><span class=\"ps8442\">233</span></span></div></div></div><div class=\"ps8552 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">3,118</span></span></div></div></div><div class=\"ps8553 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">87</span></span></div></div></div><div class=\"ps8554 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">3,438</span></span></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDepreciationAndAmortisationExpenseExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-363": {
   "value": "<span class=\"f charStyle-58d2db5a ps8388\">Intangible Assets and Goodwill</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Intangible assets mainly relate to capitalized technology development in addition to goodwill. The technology </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development programs are closely monitored to secure the desired technological achievements in time and </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">at acceptable cost levels. Technology development programs that meet certain criteria are capitalized and </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">amortized over the expected useful lives. </span></div><div class=\"ps8389 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps8390 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Capitalized Development</span></div><div class=\"ps8391 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The technology development at Aker Solutions is graded according to a Technology Readiness Level (TRL) </span></div><div class=\"ps8392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">consisting of eight phases. Research and development costs are expensed as incurred until a program has </span></div><div class=\"ps8393 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">completed the concept phase. Development cost is only capitalized if the product or process is technically </span></div><div class=\"ps6739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and commercially feasible and the business case shows a positive net present value. Capitalized </span></div><div class=\"ps6740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development mainly includes internal labor costs in addition to materials for the development program. Any </span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">third-party funding is presented as a reduction of the capitalized amount. The capitalized development is </span></div><div class=\"ps2036 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">normally amortized over five years on a straight-line basis, but certain programs with a clear differentiating </span></div><div class=\"ps2037 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">offering and a longer economic benefit may be amortized up to seven years. For development projects in </span></div><div class=\"ps2040 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">progress, a full impairment test is performed annually or when impairment indicators are identified. Assets </span></div><div class=\"ps6742 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">are written down to recoverable amount if lower than book value.</span></div><div class=\"ps8394 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Goodwill</span></div><div class=\"ps8395 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Goodwill represents the consideration paid in excess of identifiable assets and liabilities in business </span></div><div class=\"ps8396 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">combinations. Goodwill has an indefinite useful life and is tested for impairment annually, or when </span></div><div class=\"ps2908 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">impairment indicators are identified.</span></div><div class=\"ps8397 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Other</span></div><div class=\"ps8398 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Other intangible assets include IT systems and technology development acquired through business </span></div><div class=\"ps8399 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">combinations.</span></div><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The decision to capitalize a development program involves management judgment. There are strict internal </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">rules defining what qualifies for capitalization, and the documentation of the assessment is monitored </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">centrally. Management makes assessment of future market opportunities, ability to successfully achieve the </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">desired technological solution and the time and cost it takes to develop it. These factors may change over </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">time. <span class=\"f ps2\"> </span></span></div><div class=\"ps8401 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Judgment is involved when determining the amortization period and when assessing impairment or reversal </span></div><div class=\"ps6651 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of impairment. Impairment indicators are assessed for individual development projects, other intangible </span></div><div class=\"ps6652 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assets, and for cash generating units including goodwill. Impairment testing is performed when impairment </span></div><div class=\"ps6655 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">indicators have been identified. In addition, goodwill and capitalized development programs that have not </span></div><div class=\"ps6656 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">been completed are subject to an annual impairment test. The impairment testing involves judgmental </span></div><div class=\"ps6658 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assumptions about future market development, cash flows, determination of weighted average cost of </span></div><div class=\"ps6660 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">capital (WACC), growth rate, and other assumptions that may change over time.</span></div><div class=\"ps7852 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">11</span><span class=\"f charStyle-15433314 ps8402\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">11</span><span class=\"f charStyle-15433314 ps8403\"> Intangible Assets and Goodwill cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Intangible Assets</span></div><div class=\"ps6289 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:200.25pt\"></td><td style=\"padding:0;width:72pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:24pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss648\"><div><div class=\"ps8404 ss147\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8409 ss791\"><div><div class=\"ps8406 ss790\"><span class=\"f charStyle-99bfcfa0 ps8405\">Capitalized <span class=\"f ps2\"> </span></span></div><div class=\"ps8408 ss790\"><span class=\"f charStyle-99bfcfa0 ps8407\">development</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1012 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8410\">Goodwill<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7572 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8411\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8308 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8307\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-2dae0141 ps1\">Historical cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4630 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8413 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.8pt\"></span></span><span class=\"ps8412\">1,127</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8414 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.99pt\"></span></span><span class=\"ps6367\">3,783</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8415 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">396</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8416 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">5,306</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps567 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Additions from internal development</span><span class=\"f charStyle-a61f3c46 ps8417\"><sup>1,2</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8419 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.38pt\"></span></span><span class=\"ps8418\">46</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8420 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8421 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8422 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">46</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of subsidiaries<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8424 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8425 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8426 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">30</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8427 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">30</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8429 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.91pt\"></span></span><span class=\"ps8428\">41</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8430 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8431 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-41</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8432 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1473 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of subsidiaries and assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8434 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.22pt\"></span></span><span class=\"ps8433\">-426</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8435 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-81</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8436 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-202</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8437 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-708</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1535 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8438 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8439 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8440 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8441 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">6</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1069 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8443 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.78pt\"></span></span><span class=\"ps8442\">790</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8444 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">3,700</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8445 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.65pt\"></span></span><span class=\"ps7741\">190</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8446 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">4,680</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5479 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Additions from internal development</span><span class=\"f charStyle-a61f3c46 ps8417\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8447 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.38pt\"></span></span><span class=\"ps8418\">65</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8448 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8449 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8450 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">65</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6868 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition of subsidiaries<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8451 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8452 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">19</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8453 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8454 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">25</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5500 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of subsidiaries and assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8455 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.22pt\"></span></span><span class=\"ps8433\">-205</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8456 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8457 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.59pt\"></span></span><span class=\"ps6383\">-34</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8458 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-238</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps55 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8459 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8460 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8461 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8462 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-6</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1446 ss643\"><div><div class=\"ps424 ss147\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8463 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.78pt\"></span></span><span class=\"ps8442\">650</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8464 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.11pt\"></span></span><span class=\"ps7646\">3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8465 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.65pt\"></span></span><span class=\"ps7741\">160</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8466 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">4,525</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8475 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Development cost funded by third-party totaled NOK </span><span class=\"f charStyle-eea200a5 ps8467\">5</span><span class=\"f charStyle-eea200a5 ps8468\"> million in </span><span class=\"f charStyle-eea200a5 ps8469\">2025</span><span class=\"f charStyle-eea200a5 ps8470\"> (NOK </span><span class=\"f charStyle-eea200a5 ps8471\">11</span><span class=\"f charStyle-eea200a5 ps8472\"> million in </span><span class=\"f charStyle-eea200a5 ps8473\">2024</span><span class=\"f charStyle-eea200a5 ps8474\">).</span></div><div class=\"ps8480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">2)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Excludes NOK </span><span class=\"f charStyle-eea200a5 ps8293\">5</span><span class=\"f charStyle-eea200a5 ps8476\"> million in paid investments that were capitalized in</span><span class=\"f charStyle-eea200a5 ps8477\"> </span><span class=\"f charStyle-eea200a5 ps8478\">2023</span><span class=\"f charStyle-eea200a5 ps8479\">.</span></div><div class=\"ps6289 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:147pt\"></td><td style=\"padding:0;width:53.25pt\"></td><td style=\"padding:0;width:72pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:24pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss794\"><div><div class=\"ps8404 ss514\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4764 ss796\"><div><div class=\"ps8408 ss795\"><span class=\"f charStyle-99bfcfa0 ps8484\">Notes</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8409 ss791\"><div><div class=\"ps8406 ss790\"><span class=\"f charStyle-99bfcfa0 ps8405\">Capitalized <span class=\"f ps2\"> </span></span></div><div class=\"ps8408 ss790\"><span class=\"f charStyle-99bfcfa0 ps8407\">development</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1012 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8410\">Goodwill<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7572 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8411\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8308 ss792\"><div><div class=\"ps8408 ss210\"><span class=\"f charStyle-99bfcfa0 ps8307\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:20.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4771 ss521\"><div><div class=\"ps3620 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Accumulated depreciation and <span class=\"f ps2\"> </span></span></div><div class=\"ps3621 ss514\"><span class=\"f charStyle-2dae0141 ps1\">impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8486 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.75pt\"></span></span><span class=\"ps8485\">-741</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8487 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.47pt\"></span></span><span class=\"ps6428\">-683</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8488 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30pt\"></span></span><span class=\"ps7745\">-319</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8489 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.07pt\"></span></span><span class=\"ps8314\">-1,744</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-ac370e2b ps1\">Amortization for the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8490 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.75pt\"></span></span><span class=\"ps8485\">-138</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8491 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8492 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8494 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.23pt\"></span></span><span class=\"ps8493\">-151</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8496 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-83fc4ffa ps8495\">12<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8498 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.46pt\"></span></span><span class=\"ps8497\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8499 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8500 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8501 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-2</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-ac370e2b ps1\">Reclassifications between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8503 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.34pt\"></span></span><span class=\"ps8502\">-38</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8504 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8505 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">38</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8506 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7503 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of subsidiaries and assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8508 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.26pt\"></span></span><span class=\"ps8507\">426</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8509 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">81</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8510 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">202</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8511 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">708</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7507 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8512 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:60.46pt\"></span></span><span class=\"ps8497\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8513 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8514 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.71pt\"></span></span><span class=\"ps6388\">-6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8515 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.55pt\"></span></span><span class=\"ps6353\">-5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7510 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8517 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.74pt\"></span></span><span class=\"ps8516\">-495</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8518 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-599</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8519 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-99</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8520 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.69pt\"></span></span><span class=\"ps8341\">-1,193</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1435 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-ac370e2b ps1\">Amortization for the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8521 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.75pt\"></span></span><span class=\"ps8485\">-126</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8522 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8523 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.12pt\"></span></span><span class=\"ps6511\">-10</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8524 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.61pt\"></span></span><span class=\"ps6410\">-136</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7516 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8525 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-83fc4ffa ps8495\">12<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8526 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8527 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8528 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8529 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5936 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of subsidiaries and assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8530 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.26pt\"></span></span><span class=\"ps8507\">205</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8531 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8532 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">34</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8533 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.03pt\"></span></span><span class=\"ps6342\">238</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7521 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8534 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.5pt\"></span></span><span class=\"ps8423\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8535 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.28pt\"></span></span><span class=\"ps7608\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8536 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.75pt\"></span></span><span class=\"ps6362\">2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8537 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.59pt\"></span></span><span class=\"ps6397\">3</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8538 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8540 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.36pt\"></span></span><span class=\"ps8539\">-416</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8541 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.99pt\"></span></span><span class=\"ps6377\">-598</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8542 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.27pt\"></span></span><span class=\"ps6528\">-73</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8543 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.07pt\"></span></span><span class=\"ps8314\">-1,087</span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5525 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8545 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.78pt\"></span></span><span class=\"ps8442\">295</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8546 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">3,101</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8548 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.93pt\"></span></span><span class=\"ps8547\">91</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8549 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">3,487</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8550 ss797\"><div><div class=\"ps424 ss514\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8551 ss793\"><div><div class=\"ps424 ss790\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.78pt\"></span></span><span class=\"ps8442\">233</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8552 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">3,118</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8553 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.31pt\"></span></span><span class=\"ps8369\">87</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8554 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.49pt\"></span></span><span class=\"ps6344\">3,438</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8555 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Research and Development Expenses</span></div><span class=\"f charStyle-15433314 ps1587\">The research and development expense was NOK </span><span class=\"f charStyle-15433314 ps8556\">77</span><span class=\"f charStyle-15433314 ps8557\"> million in </span><span class=\"f charStyle-15433314 ps8558\">2025</span><span class=\"f charStyle-15433314 ps8559\"> compared to NOK </span><span class=\"f charStyle-15433314 ps8560\">88</span><span class=\"f charStyle-15433314 ps8561\"> million in </span><span class=\"f charStyle-15433314 ps8562\">2024</span>.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfIntangibleAssetsAndGoodwillExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-364": {
   "value": "<div class=\"ps8389 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps8390 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Capitalized Development</span></div><div class=\"ps8391 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The technology development at Aker Solutions is graded according to a Technology Readiness Level (TRL) </span></div><div class=\"ps8392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">consisting of eight phases. Research and development costs are expensed as incurred until a program has </span></div><div class=\"ps8393 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">completed the concept phase. Development cost is only capitalized if the product or process is technically </span></div><div class=\"ps6739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and commercially feasible and the business case shows a positive net present value. Capitalized </span></div><div class=\"ps6740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development mainly includes internal labor costs in addition to materials for the development program. Any </span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">third-party funding is presented as a reduction of the capitalized amount. The capitalized development is </span></div><div class=\"ps2036 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">normally amortized over five years on a straight-line basis, but certain programs with a clear differentiating </span></div><div class=\"ps2037 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">offering and a longer economic benefit may be amortized up to seven years. For development projects in </span></div><div class=\"ps2040 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">progress, a full impairment test is performed annually or when impairment indicators are identified. Assets </span></div><div class=\"ps6742 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">are written down to recoverable amount if lower than book value.</span></div><div class=\"ps8397 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Other</span></div><div class=\"ps8398 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Other intangible assets include IT systems and technology development acquired through business </span></div><div class=\"ps8399 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">combinations.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForIntangibleAssetsOtherThanGoodwillExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-365": {
   "value": "<div class=\"ps8394 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Goodwill</span></div><div class=\"ps8395 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Goodwill represents the consideration paid in excess of identifiable assets and liabilities in business </span></div><div class=\"ps8396 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">combinations. Goodwill has an indefinite useful life and is tested for impairment annually, or when </span></div><div class=\"ps2908 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">impairment indicators are identified.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForGoodwillExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-366": {
   "value": "<div class=\"ps8555 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Research and Development Expenses</span></div><span class=\"f charStyle-15433314 ps1587\">The research and development expense was NOK </span><span class=\"f charStyle-15433314 ps8556\">77</span><span class=\"f charStyle-15433314 ps8557\"> million in </span><span class=\"f charStyle-15433314 ps8558\">2025</span><span class=\"f charStyle-15433314 ps8559\"> compared to NOK </span><span class=\"f charStyle-15433314 ps8560\">88</span><span class=\"f charStyle-15433314 ps8561\"> million in </span><span class=\"f charStyle-15433314 ps8562\">2024</span>.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfResearchAndDevelopmentExpenseExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-367": {
   "value": "<span class=\"f charStyle-58d2db5a ps8566\">Impairment of Assets</span><div class=\"ps8567 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In 2025, Aker Solutions experienced record-high activity and solid profitability. Activity and revenue is </span></div><div class=\"ps8568 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">expected to come down in 2026. The group is adapting to changes in market conditions and taking </span></div><div class=\"ps2533 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">measures to adjust capacity and cost levels as well as broadening its customer footprint. Aker Solutions has </span></div><div class=\"ps8569 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">a solid order backlog of projects, with balanced risk-reward profiles, and high tendering- and FEED activity. </span></div><div class=\"ps3314 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The company had net impairments of NOK </span><span class=\"f charStyle-15433314 ps8570\">10</span><span class=\"f charStyle-15433314 ps8571\"> million in </span><span class=\"f charStyle-15433314 ps8572\">2025</span><span class=\"f charStyle-15433314 ps792\">.</span></div><div class=\"ps8573 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Impairment Testing Method</span></div><div class=\"ps8574 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Individual Assets</span></div><div class=\"ps8575 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Each property, plant, equipment and right-of-use asset is assessed for impairment triggers every quarter to </span></div><div class=\"ps1613 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">identify assets that are damaged, no longer in use or will be disposed. Capitalized development is assessed </span></div><div class=\"ps1614 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">for impairment triggers every quarter to identify development programs where the technological </span></div><div class=\"ps1615 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development or commercial outlook for that specific technology no longer justify the book value. Capitalized </span></div><div class=\"ps8576 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development programs that have not been completed are subject to annual impairment testing. The </span></div><div class=\"ps8577 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">impairment testing of capitalized development includes an update of the future expected cash flows, </span></div><div class=\"ps8578 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">assessing status on technical achievements and reviewing cost incurred compared to budget in order to </span></div><div class=\"ps8579 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">identify if any of the capitalized cost should be expensed. The assets are written down to recoverable </span></div><div class=\"ps8580 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">amount, if lower than book value. Reversal of impairment is assessed annually for assets previously impaired </span></div><div class=\"ps5225 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">or when reversal of impairment triggers have been identified.</span></div><div class=\"ps8581 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Assets in a Cash Generating Unit (CGU)</span></div><div class=\"ps1623 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Impairment indicators are assessed quarterly for all assets (including right-of-use assets) that are part of a </span></div><div class=\"ps1624 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">cash generating unit (CGU). A CGU represents the lowest level of independent revenue generated by the </span></div><div class=\"ps1625 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">assets. This is usually the lowest level where a separate external market exists for the output from the CGU. </span></div><div class=\"ps1626 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Impairment indicators are reviewed for all assets with assessment of market conditions, technological </span></div><div class=\"ps1627 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development, change in order backlog, change in discount rate and other elements that may impact the </span></div><div class=\"ps1628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">value of the assets in the CGU. Assets are usually tested using the value-in-use approach determined by </span></div><div class=\"ps1629 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">discounting expected future cash flows. Various sensitivity analysis for change in future cash flows, growth </span></div><div class=\"ps1630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">rate and WACC is performed for CGUs with limited headroom in the impairment testing. Impairment losses </span></div><div class=\"ps1631 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">are recognized for assets in CGUs where the recoverable amount is lower than book value.</span></div><div class=\"ps8582 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Goodwill</span></div><div class=\"ps8583 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The groups of CGUs that include goodwill are tested for impairment annually or when impairment triggers </span></div><div class=\"ps8584 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">have been identified. The company does not have other assets than goodwill with indefinite useful lives. </span></div><div class=\"ps8585 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps2533 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The impairment testing of assets is by nature highly judgmental as it includes estimates such as future </span></div><div class=\"ps8569 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">market development, cash flows, determination of CGUs and WACC, growth rate used for calculation of </span></div><div class=\"ps3314 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">terminal value and other assumptions that may change over time. In particular, future cash flows are </span></div><div class=\"ps2630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">uncertain as they are impacted by market developments beyond Aker Solutions' control. The oil price </span></div><div class=\"ps2631 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">impacts for example the investment levels in CapEx and maintenance projects </span><span class=\"f charStyle-58bfcdf3 ps8586\">by the oil companies. Carbon </span></div><div class=\"ps2632 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps1587\">taxation impacts the investment levels of carbon capture and offshore wind </span><span class=\"f charStyle-15433314 ps8587\">investments. These external factors <span class=\"f ps2\"> </span></span></div><div class=\"ps2633 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">in turn impact the markets in which Aker Solutions operates. </span></div><div class=\"ps8588 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Climate-related Matters</span></div><div class=\"ps2009 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The energy transition may curtail the expected useful lives of oil and gas related assets thereby accelerating </span></div><div class=\"ps8589 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">depreciation charges. The group\u2019s assets related to oil and gas are likely to be fully depreciated within the </span></div><div class=\"ps8590 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">next 10-15 years and projects related to oil and gas will be a part of Aker Solutions\u2019 business activities over </span></div><div class=\"ps8591 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">this period. Aker Solutions will be engaged in traditional oil and gas projects and will also be engaged in </span></div><div class=\"ps8592 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">projects relating to decarbonization solutions and services for existing platforms. Therefore, Aker Solutions </span></div><div class=\"ps8593 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">does not expect any changes to the useful lives of our property, plant, and equipment. Assessment of effect </span></div><div class=\"ps8594 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">on useful lives is not considered to be a significant accounting judgment or estimate. Aker Solutions note </span></div><div class=\"ps8595 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">that assessment of useful lives of future capital expenditure may be different, and local climate changes in </span></div><div class=\"ps8596 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the future may affect useful lives of certain assets. While there are no identified immediate or short-term </span></div><div class=\"ps8597 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">impacts from climate change, Aker Solutions is aware of the ever-changing risks and opportunities to climate </span></div><div class=\"ps8395 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">change. We will regularly assess these risks against judgments and estimates made in preparation of the </span></div><div class=\"ps8396 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">financial statements.</span></div><div class=\"ps5802 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Under all three climate scenarios (described in the \u201cClimate Change\u201d chapter under the</span><span class=\"f charStyle-15433314 ps8598\"> Sustainability </span></div><div class=\"ps5803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Statement) </span><span class=\"f charStyle-15433314 ps8599\">the group expects an increase in the frequency and intensity of extreme weather events. This is </span></div><div class=\"ps6797 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">not expected to lead to any effects on useful economic life of property, plant and equipment per </span><span class=\"f charStyle-15433314 ps8600\">2025</span><span class=\"f charStyle-15433314 ps8601\">. </span></div><div class=\"ps8602 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The expected future cash flows used in impairment testing are affected by climate changes as the projects </span></div><div class=\"ps8603 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions will be engaged in will change going forward. The projects Aker Solutions tender for are </span></div><div class=\"ps8604 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">based on the pipeline of future projects needed to fulfill the energy need in the market. This market has </span></div><div class=\"ps8607 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">changed during the last decade, and Aker Solutions renewables and transitional solutions represented </span><span class=\"f charStyle-15433314 ps8605\">20</span><span class=\"f charStyle-15433314 ps8606\"> </span></div><div class=\"ps8608 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">percent of the revenue in 2025, and we continue to see material projects within this market also in the </span></div><div class=\"ps2066 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">future. As the cash flows used in the impairment testing are based on current backlog together with </span></div><div class=\"ps2067 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">identified prospects, the climate changes have an impact on our impairment testing through the projects </span></div><div class=\"ps2068 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">included in the cash flows used for impairment testing.</span></div><div class=\"ps8610 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">12</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">12</span><span class=\"f charStyle-15433314 ps8195\"> Impairment of Assets cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Cash Flow Assumptions</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">When estimating future cash flows, </span><span class=\"f charStyle-15433314 ps8611\">five</span><span class=\"f charStyle-15433314 ps8612\"> years of cash flows for the </span><span class=\"f charStyle-15433314 ps8613\">period</span><span class=\"f charStyle-15433314 ps8614\"> </span><span class=\"f charStyle-15433314 ps8615\">2026</span><span class=\"f charStyle-15433314 ps8616\"> to </span><span class=\"f charStyle-15433314 ps8617\">2030</span><span class=\"f charStyle-15433314 ps8618\"> have been used as </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">basis. The forecasted cash flows are based on firm orders in the backlog and identified prospects in addition </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">to expected service revenue. ROU lease assets are included in the impairment test. Management has defined </span></div><div class=\"ps844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the growth rate, post-tax discount rate and estimated future cash flows as the most sensitive assumptions in </span></div><div class=\"ps845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the value-in-use calculation. The forecasted cash flows used in the impairment tests reflect organic growth </span></div><div class=\"ps1352 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">only. Other parameters in the assessment are the predicted long-term oil price per barrel, mix of projects and </span></div><div class=\"ps1353 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">services, level of operating expenses and capital expenditure for maintenance of the asset portfolio.</span></div><div class=\"ps8620 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Discount </span><span class=\"f charStyle-7b781339 ps8619\">Rate</span></div><div class=\"ps1722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The WACC used in the impairment testing of goodwill is shown below.</span></div><div class=\"ps8658 ss13\"><div class=\"ss98 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:207.75pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1021 ss799\"><div><div class=\"ps2498 ss128\"><span class=\"f charStyle-99bfcfa0 ps8621\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6929 ss799\"><div><div class=\"ps2498 ss128\"><span class=\"f charStyle-99bfcfa0 ps8622\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.25pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8625 ss672\"><div><div class=\"ps1729 ss210\"><span class=\"f charStyle-99bfcfa0 ps8623\">Post-tax <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss210\"><span class=\"f charStyle-99bfcfa0 ps8624\">WACC</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8627 ss672\"><div><div class=\"ps1729 ss210\"><span class=\"f charStyle-99bfcfa0 ps8626\">Pre-tax <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss210\"><span class=\"f charStyle-99bfcfa0 ps8624\">WACC</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8628 ss672\"><div><div class=\"ps1729 ss210\"><span class=\"f charStyle-99bfcfa0 ps8623\">Post-tax <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss210\"><span class=\"f charStyle-99bfcfa0 ps8624\">WACC</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3001 ss672\"><div><div class=\"ps1729 ss210\"><span class=\"f charStyle-99bfcfa0 ps8626\">Pre-tax <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss210\"><span class=\"f charStyle-99bfcfa0 ps8624\">WACC</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #b6b6b6;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #b6b6b6;border-right:0.5pt dotted #b6b6b6;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #b6b6b6;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss801\"><div><div class=\"ps424 ss800\"><span class=\"f charStyle-cb0bd68b ps1\">New Build yards<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8630 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.9%</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8632 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">12.3%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8633 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.7%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8634 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">13.4%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss801\"><div><div class=\"ps424 ss800\"><span class=\"f charStyle-cb0bd68b ps1\">New Energies<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8635 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.6%</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8637 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8636\"></span><span class=\"ps8636\">11.7%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8638 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">10.0%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8639 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">12.0%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss801\"><div><div class=\"ps424 ss800\"><span class=\"f charStyle-cb0bd68b ps1\">Life Cycle<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8640 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.9%</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8641 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8636\"></span><span class=\"ps8636\">11.6%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8642 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">10.0%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8643 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">12.5%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss801\"><div><div class=\"ps424 ss800\"><span class=\"f charStyle-cb0bd68b ps1\">Benestad and Power &amp; Controls<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8644 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.5%</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8645 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8636\"></span><span class=\"ps8636\">11.2%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8646 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.6%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8647 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8636\"></span><span class=\"ps8636\">11.5%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6226 ss801\"><div><div class=\"ps424 ss800\"><span class=\"f charStyle-cb0bd68b ps1\">Hydropower</span><span class=\"f charStyle-a61f3c46 ps8648\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8649 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.9%</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8650 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8636\"></span><span class=\"ps8636\">12.1%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8651 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.9%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8652 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.9%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3809 ss801\"><div><div class=\"ps424 ss800\"><span class=\"f charStyle-cb0bd68b ps1\">Additech<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8653 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8629\"></span><span class=\"ps8629\">9.5%</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8654 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps8631\"></span><span class=\"ps8631\">10.6%</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8656 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b ps8655\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8657 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b ps8655\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8659 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps236\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span><span class=\"ps1348\">Hydropower had significant tax losses carry forward and no tax payments were assumed in the 2024 impairment testing. In </span></span></div><div class=\"ps8660 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1348\">2025, Aker Solutions Hydropower AS merged with Aker Solutions AS.</span></div><div class=\"ps8662 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Estimated future cash flows are discounted to their present value using the weighted average cost of capital </span></div><div class=\"ps8663 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">(WACC), which is a post-tax discount rate. The WACC is based on a risk-free interest rate, a risk premium </span></div><div class=\"ps8664 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and average beta values of peers within each market. A separate WACC has been calculated for each of the </span></div><div class=\"ps8665 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">CGUs taken into consideration country specific risk premiums and long-term risk free interest rates. A growth </span></div><div class=\"ps8668 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">rate has been applied to calculate terminal value after the </span><span class=\"f charStyle-15433314 ps8666\">five</span><span class=\"f charStyle-15433314 ps8667\">-year period. </span></div><div class=\"ps1303 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Impairment Testing of Individual Assets and CGUs</span></div><div class=\"ps817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The table below summarizes the net </span><span class=\"f charStyle-15433314 ps8670\">impairments</span><span class=\"f charStyle-15433314 ps8671\"> recognized per group of assets and per segment.</span></div><div class=\"ps8729 ss13\"><div class=\"ss98 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:174.75pt\"></td><td style=\"padding:0;width:38.25pt\"></td><td style=\"padding:0;width:38.25pt\"></td><td style=\"padding:0;width:26.25pt\"></td><td style=\"padding:0;width:26.25pt\"></td><td style=\"padding:0;width:26.25pt\"></td><td style=\"padding:0;width:26.25pt\"></td><td style=\"padding:0;width:26.25pt\"></td><td style=\"padding:0;width:26.25pt\"></td></tr><tr style=\"height:36.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8675 ss802\"><div><div class=\"ps6931 ss54\"><span class=\"f charStyle-99bfcfa0 ps8672\">Renewables and <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss54\"><span class=\"f charStyle-99bfcfa0 ps8673\">Field </span></div><div class=\"ps6924 ss54\"><span class=\"f charStyle-99bfcfa0 ps8674\">Development</span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8677 ss804\"><div><div class=\"ps6924 ss803\"><span class=\"f charStyle-99bfcfa0 ps8676\">Life Cycle<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8679 ss804\"><div><div class=\"ps6924 ss803\"><span class=\"f charStyle-99bfcfa0 ps8678\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8681 ss804\"><div><div class=\"ps6924 ss803\"><span class=\"f charStyle-99bfcfa0 ps8680\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #838e98;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps5878 ss806\"><div><div class=\"ps474 ss805\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8682 ss807\"><div><div class=\"ps419 ss59\"><span class=\"f charStyle-99bfcfa0 ps1023\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8683 ss807\"><div><div class=\"ps419 ss59\"><span class=\"f charStyle-99bfcfa0 ps1026\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8684 ss809\"><div><div class=\"ps419 ss808\"><span class=\"f charStyle-99bfcfa0 ps5079\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8686 ss809\"><div><div class=\"ps419 ss808\"><span class=\"f charStyle-99bfcfa0 ps8685\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8687 ss809\"><div><div class=\"ps419 ss808\"><span class=\"f charStyle-99bfcfa0 ps5079\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps5881 ss809\"><div><div class=\"ps419 ss808\"><span class=\"f charStyle-99bfcfa0 ps8685\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8688 ss809\"><div><div class=\"ps419 ss808\"><span class=\"f charStyle-99bfcfa0 ps5079\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #838e98;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #8996a0;padding:0\"><div class=\"ps8689 ss809\"><div><div class=\"ps419 ss808\"><span class=\"f charStyle-99bfcfa0 ps8685\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #838e98;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps567 ss810\"><div><div class=\"ps424 ss805\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment of intangible assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8691 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8692 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8694 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8695 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8696 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8697 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8698 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8699 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">2</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss810\"><div><div class=\"ps424 ss805\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment of property, plant and equipment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8700 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8701 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8702 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8703 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8704 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">6</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8705 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8706 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">7</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8707 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss810\"><div><div class=\"ps424 ss805\"><span class=\"f charStyle-cb0bd68b ps1\">Impairment of right-of-use assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8708 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8709 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8710 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8711 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8712 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8714 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.16pt\"></span></span><span class=\"ps8713\">15</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8715 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.75pt\"></span></span><span class=\"ps8693\">3</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8716 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.16pt\"></span></span><span class=\"ps8713\">15</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1473 ss810\"><div><div class=\"ps424 ss805\"><span class=\"f charStyle-2dae0141 ps1\">Total impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8718 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.59pt\"></span></span><span class=\"ps8717\">2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8719 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.59pt\"></span></span><span class=\"ps8717\">2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8721 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.59pt\"></span></span><span class=\"ps8720\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8722 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.59pt\"></span></span><span class=\"ps8720\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8723 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.59pt\"></span></span><span class=\"ps8720\">8</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8725 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:12.31pt\"></span></span><span class=\"ps8724\">20</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8727 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.93pt\"></span></span><span class=\"ps8726\">10</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8728 ss812\"><div><div class=\"ps424 ss808\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:12.31pt\"></span></span><span class=\"ps8724\">22</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company had net impairments of NOK </span><span class=\"f charStyle-15433314 ps8730\">10</span><span class=\"f charStyle-15433314 ps8731\"> million in </span><span class=\"f charStyle-15433314 ps8732\">2025</span><span class=\"f charStyle-15433314 ps8733\"> (NOK </span><span class=\"f charStyle-15433314 ps8734\">22</span><span class=\"f charStyle-15433314 ps8735\"> million in </span><span class=\"f charStyle-15433314 ps8736\">2024</span><span class=\"f charStyle-15433314 ps8737\">). Impairments in the </span></div><div class=\"ps8739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">year related to fixed assets no longer in use and right-of-use assets with empty areas available for sublease.</span></div><div class=\"ps8740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">12</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">12</span><span class=\"f charStyle-15433314 ps8195\"> Impairment of Assets cont.</span></div><div class=\"ps7480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Impairment Testing of Goodwill</span></div><div class=\"ps816 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The groups of CGUs identified when testing goodwill represent the level where synergies are expected and </span></div><div class=\"ps817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">goodwill is monitored. ROU lease assets are included in the impairment testing. </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The book value of goodwill for the groups of CGUs that include goodwill is shown below.</span></div><div class=\"ps8760 ss13\"><div class=\"ss98 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:308.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td><td style=\"padding:0;width:50.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss814\"><div><div class=\"ps8 ss813\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps6929 ss583\"><div><div class=\"ps2498 ss210\"><span class=\"f charStyle-99bfcfa0 ps5041\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"><div class=\"ps2997 ss583\"><div><div class=\"ps2498 ss210\"><span class=\"f charStyle-99bfcfa0 ps5191\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #929292;padding:0\"><div class=\"ps261 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">New Build yards (Renewables and Field Development)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8742 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.52pt\"></span></span><span class=\"ps7590\">1,302</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8743 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.81pt\"></span></span><span class=\"ps3600\">1,302<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">New Energies (Renewables and Field Development)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8744 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.51pt\"></span></span><span class=\"ps7603\">226</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8745 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.8pt\"></span></span><span class=\"ps2849\">226<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">Life Cycle (Life Cycle)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8746 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.52pt\"></span></span><span class=\"ps7590\">1,300</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8747 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.81pt\"></span></span><span class=\"ps3600\">1,303<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">Benestad (Other)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8748 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.04pt\"></span></span><span class=\"ps6554\">188</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8750 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.33pt\"></span></span><span class=\"ps8749\">188<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">Hydropower and Power &amp; Controls (Other)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8751 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.63pt\"></span></span><span class=\"ps6444\">82</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8753 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.92pt\"></span></span><span class=\"ps8752\">82<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">Additech (Other)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8754 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.16pt\"></span></span><span class=\"ps5039\">19</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8756 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.04pt\"></span></span><span class=\"ps8755\">0<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7503 ss815\"><div><div class=\"ps424 ss813\"><span class=\"f charStyle-2dae0141 ps1\">Total goodwill as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8757 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.73pt\"></span></span><span class=\"ps8331\">3,117</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8759 ss371\"><div><div class=\"ps424 ss210\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.02pt\"></span></span><span class=\"ps8758\">3,101<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8761 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Assumptions</span></div><div class=\"ps8762 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A post-tax value-in-use method was used, with pre-tax rates calculated using an iterative method for </span></div><div class=\"ps8763 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">illustration purposes only. The forecasted cash flows are based on firm orders and an expected share of new </span></div><div class=\"ps8766 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">contracts. When determining the terminal value, a growth rate of </span><span class=\"f charStyle-15433314 ps8764\">1.5</span><span class=\"f charStyle-15433314 ps8765\"> percent has been used for the CGUs. </span></div><div class=\"ps8767 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The annual impairment testing of goodwill did not result in any impairment losses.</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Sensitivities</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The impairment testing is affected by changes in demand for Aker Solutions\u2019 products and services. External </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">factors such as long-term oil prices and governments\u2019 policies regarding renewable energy sources and </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">decarbonization impact customers\u2019 investment decisions. The testing is also affected by changes in WACC, </span></div><div class=\"ps392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">growth rates, product mix, cost levels and the ability of Aker Solutions to secure projects as forecasted in the </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">cash flow. Multiple sensitivity tests have been run on the key assumptions in the value-in-use calculation to </span></div><div class=\"ps401 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">evaluate possible adverse changes. This includes changing the discount rate and growth rate in addition to </span></div><div class=\"ps1641 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">reducing the expected future cash flows. </span><span class=\"f charStyle-15433314 ps8769\">Reasonable changes in assumptions would not have lead to any </span></div><div class=\"ps818 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">impairment of goodwill.</span></div><div class=\"ps2569 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions acknowledge that our business will be affected by climate risks. The growth rate embedded in <span class=\"f ps2\"> </span></span></div><div class=\"ps2570 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">impairment testing is lower than the inflation that is assumed in the WACC calculation, leading to a negative </span></div><div class=\"ps2571 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">real growth rate. This is embedded in the numbers to reflect that the oil and gas activities are not assumed to </span></div><div class=\"ps1722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">have infinite lives. When material climate risk effects on operations are identified, impairment assessments </span></div><div class=\"ps1867 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">will be reassessed. Climate risks are assessed and described in the Sustainability Statement.</span></div><div class=\"ps2879 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The recoverable amounts exceed book value for all scenarios and for all the CGUs in the goodwill impairment </span></div><div class=\"ps2573 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">testing both in </span><span class=\"f charStyle-15433314 ps8770\">2025</span><span class=\"f charStyle-15433314 ps8771\"> and </span><span class=\"f charStyle-15433314 ps8772\">2024</span><span class=\"f charStyle-15433314 ps8773\">. </span></div><div class=\"ps2710 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_394\" style=\"z-index:1\">See note 10</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about property, plant and equipment</span></div><div class=\"ps1953 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_397\" style=\"z-index:1\">See note 11</a></span><span class=\"f charStyle-27c8d1b7 ps8774\"> </span><span class=\"f charStyle-15433314 ps8775\">for more information about intangible assets</span></div><div class=\"ps1689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about right-of-use lease assets</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfImpairmentOfAssetsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-368": {
   "value": "<div class=\"ps8573 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Impairment Testing Method</span></div><div class=\"ps8574 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Individual Assets</span></div><div class=\"ps8575 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Each property, plant, equipment and right-of-use asset is assessed for impairment triggers every quarter to </span></div><div class=\"ps1613 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">identify assets that are damaged, no longer in use or will be disposed. Capitalized development is assessed </span></div><div class=\"ps1614 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">for impairment triggers every quarter to identify development programs where the technological </span></div><div class=\"ps1615 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development or commercial outlook for that specific technology no longer justify the book value. Capitalized </span></div><div class=\"ps8576 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development programs that have not been completed are subject to annual impairment testing. The </span></div><div class=\"ps8577 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">impairment testing of capitalized development includes an update of the future expected cash flows, </span></div><div class=\"ps8578 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">assessing status on technical achievements and reviewing cost incurred compared to budget in order to </span></div><div class=\"ps8579 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">identify if any of the capitalized cost should be expensed. The assets are written down to recoverable </span></div><div class=\"ps8580 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">amount, if lower than book value. Reversal of impairment is assessed annually for assets previously impaired </span></div><div class=\"ps5225 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">or when reversal of impairment triggers have been identified.</span></div><div class=\"ps8581 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Assets in a Cash Generating Unit (CGU)</span></div><div class=\"ps1623 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Impairment indicators are assessed quarterly for all assets (including right-of-use assets) that are part of a </span></div><div class=\"ps1624 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">cash generating unit (CGU). A CGU represents the lowest level of independent revenue generated by the </span></div><div class=\"ps1625 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">assets. This is usually the lowest level where a separate external market exists for the output from the CGU. </span></div><div class=\"ps1626 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Impairment indicators are reviewed for all assets with assessment of market conditions, technological </span></div><div class=\"ps1627 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">development, change in order backlog, change in discount rate and other elements that may impact the </span></div><div class=\"ps1628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">value of the assets in the CGU. Assets are usually tested using the value-in-use approach determined by </span></div><div class=\"ps1629 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">discounting expected future cash flows. Various sensitivity analysis for change in future cash flows, growth </span></div><div class=\"ps1630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">rate and WACC is performed for CGUs with limited headroom in the impairment testing. Impairment losses </span></div><div class=\"ps1631 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">are recognized for assets in CGUs where the recoverable amount is lower than book value.</span></div><div class=\"ps8582 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Goodwill</span></div><div class=\"ps8583 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The groups of CGUs that include goodwill are tested for impairment annually or when impairment triggers </span></div>have been identified. The company does not have other assets than goodwill with indefinite useful lives.",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfAssetsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-369": {
   "value": "<span class=\"f charStyle-58d2db5a ps8777\">Trade and Other Receivables</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Judgments and Estimates</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Judgment is involved when determining the impairment losses on receivables and customer contract assets. </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The impairment is based on individual assessments of each customer and default risk in the industry and the </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">country in which the customer operates in line with the expected credit loss method (ECL). The customers of </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions are mainly large, international energy companies with low credit risk.</span></div><div class=\"ps8778 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Trade and Other Receivables</span></div><div class=\"ps8797 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:292.5pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss816\"><div><div class=\"ps8 ss690\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6834 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4954 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Trade receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8779 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">7,144</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8781 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">6,026</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Trade receivables, related parties<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8783 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">592</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8784 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">342</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Less bad debt provision<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8785 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.12pt\"></span></span><span class=\"ps437\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8786 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.53pt\"></span></span><span class=\"ps499\">-161</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1417 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-2dae0141 ps1\">Trade receivables, net<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8788 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">7,719</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8790 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">6,208</span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4986 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Customer contract assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8791 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">4,743</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8792 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">4,721</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7938 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Other receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8793 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">549</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8794 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">204</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps4789 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-2dae0141 ps1\">Customer contract assets and other receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8795 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">5,292</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8796 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">4,925</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Bad Debt Provision</span></div><div class=\"ps7794 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:292.5pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss816\"><div><div class=\"ps8 ss690\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6834 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4954 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt dotted #818b91;border-right:0.5pt dotted #818b91;padding:0\"><div class=\"ps261 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of January 1 <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #818b91;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8779 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.53pt\"></span></span><span class=\"ps499\">-161</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8781 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.53pt\"></span></span><span class=\"ps499\">-116</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt dotted #818b91;border-right:0.5pt dotted #818b91;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps7011 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions made during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8783 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.12pt\"></span></span><span class=\"ps437\">-10</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8784 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.59pt\"></span></span><span class=\"ps8798\">-67</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt dotted #818b91;border-right:0.5pt dotted #818b91;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps1461 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions reversed during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8785 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">139</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8786 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.16pt\"></span></span><span class=\"ps8800\">31</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt dotted #818b91;border-right:0.5pt dotted #818b91;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps1417 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions used during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8788 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8790 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #818b91;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps569 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #818b91;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8801 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">7</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8803 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.71pt\"></span></span><span class=\"ps8802\">-9</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7499 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8804 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.89pt\"></span></span><span class=\"ps6485\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8806 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.23pt\"></span></span><span class=\"ps8805\">-161</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8807 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Aging of Trade Receivables</span></div><div class=\"ps8809 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:292.5pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss816\"><div><div class=\"ps8 ss690\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6834 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4954 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Not due<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8779 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">7,240</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8781 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">5,394</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Past due 0-30 days<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8783 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">149</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8784 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">270</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Past due 31-90 days<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8785 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">98</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8786 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">223</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Past due 91 days to one year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8788 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">86</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8790 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">360</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Past due more than one year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8801 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">163</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8803 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">122</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7499 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8804 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">7,736</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8806 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">6,368</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8810 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">An unstable geopolitical situation has increased volatility and risk in financial markets over the recent years. </span></div><div class=\"ps8811 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">In Aker Solutions, the credit risk has not changed significantly, as the majority of customers are large, </span></div><div class=\"ps8812 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">international energy companies.</span></div><div class=\"ps6779 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">See note 3</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about customer contract assets and trade receivables</span></div><div class=\"ps7858 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_433\" style=\"z-index:1\">See note 21</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about credit risk and the ECL method</span></div><div class=\"ps1635 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_442\" style=\"z-index:1\">See note 24</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about financial assets and liabilities </span></div><div class=\"ps8813 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_460\" style=\"z-index:1\">See note 27</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about receivables to related parties</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTradeAndOtherReceivablesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-370": {
   "value": "<span class=\"f charStyle-58d2db5a ps7083\">Financial Investments </span><div class=\"ps7716 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:292.5pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss816\"><div><div class=\"ps8 ss690\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6834 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4954 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-cb0bd68b ps1\">Shares in SLB<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8779 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8781 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">2,197</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7011 ss691\"><div><div class=\"ps424 ss690\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8783 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8784 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">2,197</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8817 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Shares in SLB</span></div><div class=\"ps8818 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">As part of the consideration from the sale of the subsea business in 2023, Aker Solutions received USD </span></div><div class=\"ps8821 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">306.5 million from SLB in the form of </span><span class=\"f charStyle-15433314 ps8819\">5,057,706</span><span class=\"f charStyle-15433314 ps8820\"> shares in SLB. </span></div><div class=\"ps8822 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The shares are measured at fair value through profit and loss. The investment is exposed to currency risk and </span></div><div class=\"ps8824 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">share price ris</span><span class=\"f charStyle-27c8d1b7 ps8823\">k. No currency hedges have been arranged for the currency exposure during 2025. Part of the </span></div><div class=\"ps8827 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">currency exposure was secured with put options during 2024 and</span><span class=\"f charStyle-5b8fb5b6 ps8825\"> </span><span class=\"f charStyle-27c8d1b7 ps8826\">a loss of NOK 114 million for the put option </span></div><div class=\"ps8828 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">was recognized as part of net foreign exchange gain (loss).</span></div><div class=\"ps8829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The shares in SLB have been disposed in 2026.</span></div><div class=\"ps7670 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_433\" style=\"z-index:1\">See note 21</a></span><span class=\"f charStyle-15433314 ps7693\"> for more information about financial risk management and exposures</span></div><div class=\"ps8830 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_442\" style=\"z-index:1\">See note 24</a></span><span class=\"f charStyle-15433314 ps7695\"> for more information about financial assets and liabilities</span></div><div class=\"ps8831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_3634\" style=\"z-index:1\">See note 29</a></span><span class=\"f charStyle-15433314 ps7695\"> for more information about the disposal of the shares in SLB</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinancialInstrumentsAtFairValueThroughProfitOrLossExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-371": {
   "value": "<div class=\"ps241 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps1587\">Note </span><span class=\"f charStyle-8b50b64d ps7700\">15</span><span class=\"f charStyle-58d2db5a ps8839\"> </span><span class=\"f charStyle-58d2db5a ps8840\">Cash and Cash Equivalents</span></div><div class=\"ps7716 ss13\"><div class=\"ss820 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:275.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss818\"><div><div class=\"ps40 ss817\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8842 ss511\"><div><div class=\"ps3500 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8843 ss511\"><div><div class=\"ps3500 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss819\"><div><div class=\"ps40 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Interest-bearing deposits in cash pool<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8844 ss513\"><div><div class=\"ps40 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">2,621</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8845 ss513\"><div><div class=\"ps40 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,854</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss819\"><div><div class=\"ps40 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Other interest-bearing deposits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8846 ss513\"><div><div class=\"ps40 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,094</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8847 ss513\"><div><div class=\"ps40 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,005</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1461 ss819\"><div><div class=\"ps40 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8848 ss513\"><div><div class=\"ps40 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8849 ss513\"><div><div class=\"ps40 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">2,860</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8850 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Available Liquidity</span></div><div class=\"ps8853 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Additional undrawn committed non-current bank revolving credit facilities amounted to NOK </span><span class=\"f charStyle-15433314 ps8851\">5.0<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps8852\"> billion, <span class=\"f ps2\"> </span></span></div><div class=\"ps8856 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">compared to NOK </span><span class=\"f charStyle-15433314 ps8854\">3.0</span><span class=\"f charStyle-15433314 ps8855\"> billion in the prior period. Together with cash and cash equivalents, this gives a total </span></div><div class=\"ps8861 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">liquidity buffer of NOK </span><span class=\"f charStyle-15433314 ps8857\">8.7</span><span class=\"f charStyle-15433314 ps8858\"> billion, compared to NOK </span><span class=\"f charStyle-15433314 ps8859\">5.9</span><span class=\"f charStyle-15433314 ps8860\"> billion in prior year.</span></div><div class=\"ps8862 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_433\" style=\"z-index:1\">See note 21</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about cash restrictions and the cash pool arrangement</span></div><div class=\"ps8863 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_436\" style=\"z-index:1\">See note 22</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about capital management</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCashAndCashEquivalentsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-372": {
   "value": "<span class=\"f charStyle-58d2db5a ps8867\">Equity</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Share Capital</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions ASA was founded May 23, 2014, and the share capital was NOK 531,540,456 divided into </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">492,167,089 shares, each having a nominal value of NOK 1.08 as of December 31, <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps8868\">2025</span><span class=\"f charStyle-15433314 ps8869\">. All issued shares </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">are fully paid. Aker Solutions ASA has one class of shares, ordinary shares, with equal rights for all shares. </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The holders of ordinary shares are entitled to receive dividends and are entitled to one vote per share at </span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">general meetings. </span></div><div class=\"ps8870 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Treasury Shares</span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The group purchases its own shares to meet obligations under employee share purchase programs and </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">variable pay programs for management. Treasury shares are not included in the weighted average number of </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">ordinary shares.</span><span class=\"f charStyle-15433314 ps8871\"> Earnings per share have been calculated based on an average of </span><span class=\"f charStyle-15433314 ps8872\">482,225,016</span><span class=\"f charStyle-15433314 ps8873\"> shares </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">outstanding December 31, </span><span class=\"f charStyle-15433314 ps8874\">2025</span><span class=\"f charStyle-15433314 ps8875\">. Consideration for treasury shares sold in </span><span class=\"f charStyle-15433314 ps8876\">2025</span><span class=\"f charStyle-15433314 ps8877\"> was NOK </span><span class=\"f charStyle-15433314 ps8878\">154</span><span class=\"f charStyle-15433314 ps8879\"> million.</span></div><div class=\"ps8886 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:330.75pt\"></td><td style=\"padding:0;width:92.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss757\"><div><div class=\"ps8 ss756\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8064 ss822\"><div><div class=\"ps2498 ss821\"><span class=\"f charStyle-99bfcfa0 ps8880\">Number of shares<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss759\"><div><div class=\"ps40 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Treasury shares as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8881 ss823\"><div><div class=\"ps40 ss821\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.64pt\"></span></span><span class=\"ps4517\">12,843,557</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss759\"><div><div class=\"ps40 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Sale<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8883 ss823\"><div><div class=\"ps40 ss821\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.72pt\"></span></span><span class=\"ps8882\">-4,845,014</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1461 ss759\"><div><div class=\"ps40 ss756\"><span class=\"f charStyle-2dae0141 ps1\">Treasury shares as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8885 ss823\"><div><div class=\"ps40 ss821\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.39pt\"></span></span><span class=\"ps8884\">7,998,543</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Hedging Reserve</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The hedge reserve mainly relates to effects of currency cash flow hedges that are not yet recognized in the </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">income statement. The hedging effects are recognized in the income statement according to the progress of </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the underlying customer contract.</span></div><div class=\"ps6674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Translation Reserve<span class=\"f ps2\"> </span></span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The currency translation reserve includes foreign exchange differences arising from the translation of the </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">subsidiaries into the presentation currency of the consolidated financial statements.</span></div><div class=\"ps8888 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Fair Value Reserve</span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The fair value reserve includes fair value adjustments of equity securities at fair value through other </span></div><div class=\"ps2036 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">comprehensive income (FVOCI).</span></div><div class=\"ps8889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_364\" style=\"z-index:1\">See note 2</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about currency translation of subsidiaries </span></div><div class=\"ps1620 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_517\" style=\"z-index:1\">See note 10</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> in the parent company financial statement for overview of the largest shareholders</span></div><div class=\"ps6820 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_439\" style=\"z-index:1\">See note 23</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about hedging</span></div><div class=\"ps8890 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">See note 26</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about equity securities in the fair value reserve</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfShareCapitalReservesAndOtherEquityInterestExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-373": {
   "value": "<div class=\"ps8870 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Treasury Shares</span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The group purchases its own shares to meet obligations under employee share purchase programs and </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">variable pay programs for management. Treasury shares are not included in the weighted average number of </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">ordinary shares.</span><span class=\"f charStyle-15433314 ps8871\"> Earnings per share have been calculated based on an average of </span><span class=\"f charStyle-15433314 ps8872\">482,225,016</span><span class=\"f charStyle-15433314 ps8873\"> shares </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">outstanding December 31, </span><span class=\"f charStyle-15433314 ps8874\">2025</span><span class=\"f charStyle-15433314 ps8875\">. Consideration for treasury shares sold in </span><span class=\"f charStyle-15433314 ps8876\">2025</span><span class=\"f charStyle-15433314 ps8877\"> was NOK </span><span class=\"f charStyle-15433314 ps8878\">154</span><span class=\"f charStyle-15433314 ps8879\"> million.</span></div><div class=\"ps8886 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:330.75pt\"></td><td style=\"padding:0;width:92.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #818b91;padding:0\"><div class=\"ps4 ss757\"><div><div class=\"ps8 ss756\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8064 ss822\"><div><div class=\"ps2498 ss821\"><span class=\"f charStyle-99bfcfa0 ps8880\">Number of shares<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss759\"><div><div class=\"ps40 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Treasury shares as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8881 ss823\"><div><div class=\"ps40 ss821\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.64pt\"></span></span><span class=\"ps4517\">12,843,557</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss759\"><div><div class=\"ps40 ss756\"><span class=\"f charStyle-cb0bd68b ps1\">Sale<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8883 ss823\"><div><div class=\"ps40 ss821\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.72pt\"></span></span><span class=\"ps8882\">-4,845,014</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1461 ss759\"><div><div class=\"ps40 ss756\"><span class=\"f charStyle-2dae0141 ps1\">Treasury shares as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8885 ss823\"><div><div class=\"ps40 ss821\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.39pt\"></span></span><span class=\"ps8884\">7,998,543</span></span></div></div></div></td></tr></tbody></table></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTreasurySharesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-374": {
   "value": "<div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Hedging Reserve</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The hedge reserve mainly relates to effects of currency cash flow hedges that are not yet recognized in the </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">income statement. The hedging effects are recognized in the income statement according to the progress of </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the underlying customer contract.</span></div><div class=\"ps6674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Translation Reserve<span class=\"f ps2\"> </span></span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The currency translation reserve includes foreign exchange differences arising from the translation of the </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">subsidiaries into the presentation currency of the consolidated financial statements.</span></div><div class=\"ps8888 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Fair Value Reserve</span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The fair value reserve includes fair value adjustments of equity securities at fair value through other </span></div><div class=\"ps2036 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">comprehensive income (FVOCI).</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfReservesAndOtherEquityInterestExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-376": {
   "value": "<div><div id=\"iae70694f17984c9396d3fdb5670adc23_418\" style=\"position:absolute;top:70.87pt\"></div><div class=\"ps241 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps236\">Note </span><span class=\"f charStyle-8b50b64d ps6613\">17</span><span class=\"f charStyle-58d2db5a ps8891\"> </span><span class=\"f charStyle-58d2db5a ps8892\">Leases and Investment Property</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The company leases a number of office buildings, manufacturing and service sites in addition to some </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">machines and vehicles. Contracts that contain a lease are recognized on the balance sheet as a right-of-use </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">asset and lease liability unless the lease is short-term or low-value. Vacated leased property made available </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">for sublease and property with operational subleases are classified as investment property.</span></div><div class=\"ps8389 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps7044 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The lease liability represents the net present value of the lease payments to be made over the remaining </span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">lease period. The discount rate is calculated for each lease based on a model that includes swap-rates, credit </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">risk and country risk. The right-of-use asset is depreciated over the lease term and is subject to impairment </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">testing. Several property leases contain extension options or cancellation clauses. The non-cancellable lease </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">period is basis for the lease commitment. Periods covered by extension or termination options are included </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">when it is reasonably certain that the lease period will be extended. When management has decided to </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">extend the lease period is typically an event that would trigger an updated assessment of the reasonably </span></div><div class=\"ps6681 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">certain criteria.</span></div><div class=\"ps2056 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">When a separable part of a leased property has been vacated by Aker Solutions, the right-of-use asset is </span></div><div class=\"ps7050 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reclassified as investment property and assessed for impairment. The investment property is measured using </span></div><div class=\"ps8893 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the cost model, meaning that the book value and depreciation of the lease term from the ROU asset is the </span></div><div class=\"ps6663 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">basis for measuring the investment property. When testing the investment property for impairment, the </span></div><div class=\"ps6664 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">expected future sublease income is discounted to present value and compared to the value of the investment </span></div><div class=\"ps6665 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">property. The cost model together with impairment assessments is also an estimate of fair value of the right-</span></div><div class=\"ps8894 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of-use asset classified as investment property.</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company has a number of subleases. Income from operational subleases on investment property is </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">recognized as other income. Subleases covering the major part of the lease term in the head-lease are </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">classified as financial subleases. The portion of the right-of-use asset or investment property subject to </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">financial sublease is derecognized and a sublease receivable is recognized in the balance sheet when the </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">sublease commences.</span><span class=\"f charStyle-15433314 ps8896\"> </span></div><div class=\"ps6674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Judgment is involved when determining impairment of the investment property. Impairment is assessed for </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">separable parts of leased buildings that have been or will be vacated in the near future. The impairment is </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">sensitive to changes in estimated future expected sublease income and sublease period. Further, judgment is </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">involved when determining whether sublease contracts are financial or operational, as well as when </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">determining lease term for contracts that have extension or termination options. Determination of the </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">discount rate also involves judgment.</span></div><div class=\"ps7049 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">17</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">17</span><span class=\"f charStyle-15433314 ps8195\"> Leases and Investment Property cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Right-of-Use (ROU) Assets </span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The movement in the right-of-use assets is summarized below.</span></div><div class=\"ps6985 ss13\"><div class=\"ss98 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:212.25pt\"></td><td style=\"padding:0;width:48.75pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:39.75pt\"></td></tr><tr style=\"height:35.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss826\"><div><div class=\"ps8972 ss824\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8976 ss827\"><div><div class=\"ps8974 ss43\"><span class=\"f charStyle-99bfcfa0 ps8973\">Land and <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss43\"><span class=\"f charStyle-99bfcfa0 ps4291\">buildings</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4482 ss828\"><div><div class=\"ps8974 ss364\"><span class=\"f charStyle-99bfcfa0 ps3661\">Investment <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss364\"><span class=\"f charStyle-99bfcfa0 ps8977\">property</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3878 ss828\"><div><div class=\"ps8979 ss364\"><span class=\"f charStyle-99bfcfa0 ps8978\">Machinery, <span class=\"f ps2\"> </span></span></div><div class=\"ps8974 ss364\"><span class=\"f charStyle-99bfcfa0 ps8980\">vehicles </span></div><div class=\"ps8975 ss364\"><span class=\"f charStyle-99bfcfa0 ps8981\">and other</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6199 ss829\"><div><div class=\"ps8975 ss309\"><span class=\"f charStyle-99bfcfa0 ps6936\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps564 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Historical cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1740 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Balance at January 1, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8899 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.49pt\"></span></span><span class=\"ps8898\">3,836</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4527 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.8pt\"></span></span><span class=\"ps8900\">1,159</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8902 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.38pt\"></span></span><span class=\"ps8901\">57</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8904 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:12.99pt\"></span></span><span class=\"ps8903\">5,052</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1751 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Additions and remeasurement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8906 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.01pt\"></span></span><span class=\"ps8905\">263</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4539 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.38pt\"></span></span><span class=\"ps8901\">27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8908 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.91pt\"></span></span><span class=\"ps8907\">10</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6210 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.53pt\"></span></span><span class=\"ps8909\">299</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1762 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">De-recognition through financial sublease<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8911 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.21pt\"></span></span><span class=\"ps8910\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4549 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8913 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8915 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.05pt\"></span></span><span class=\"ps8914\">-2</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4558 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of lease contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8917 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.97pt\"></span></span><span class=\"ps8916\">-726</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4561 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8919 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.46pt\"></span></span><span class=\"ps8918\">-8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8921 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.49pt\"></span></span><span class=\"ps8920\">-734</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6308 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Transfer between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8923 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.13pt\"></span></span><span class=\"ps8922\">55</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8925 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-55</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8926 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6310 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.09pt\"></span></span><span class=\"ps8927\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps37 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8929 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.07pt\"></span></span><span class=\"ps8928\">101</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8930 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.38pt\"></span></span><span class=\"ps8901\">84</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8931 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8933 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.15pt\"></span></span><span class=\"ps8932\">186</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7754 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8935 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.99pt\"></span></span><span class=\"ps8934\">3,528</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8937 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.48pt\"></span></span><span class=\"ps8936\">1,214</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8939 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.06pt\"></span></span><span class=\"ps8938\">59</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8941 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.61pt\"></span></span><span class=\"ps8940\">4,801</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1482 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Additions and remeasurement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8942 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.01pt\"></span></span><span class=\"ps8905\">740</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8943 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.38pt\"></span></span><span class=\"ps8901\">82</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8944 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8945 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.53pt\"></span></span><span class=\"ps8909\">822</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1548 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">De-recognition through financial sublease<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8947 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.74pt\"></span></span><span class=\"ps8946\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8948 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8949 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8951 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.67pt\"></span></span><span class=\"ps8950\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7762 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of lease contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8952 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.97pt\"></span></span><span class=\"ps8916\">-352</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8954 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.22pt\"></span></span><span class=\"ps8953\">-207</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8955 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.46pt\"></span></span><span class=\"ps8918\">-3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8956 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.49pt\"></span></span><span class=\"ps8920\">-562</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2130 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Transfer between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8957 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.13pt\"></span></span><span class=\"ps8922\">50</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8958 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-50</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8959 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8960 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.09pt\"></span></span><span class=\"ps8927\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5435 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8962 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.09pt\"></span></span><span class=\"ps8961\">-55</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8963 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-44</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8964 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8966 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.77pt\"></span></span><span class=\"ps8965\">-99</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6021 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8967 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.61pt\"></span></span><span class=\"ps5033\">3,912</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8969 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.78pt\"></span></span><span class=\"ps8968\">996</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8970 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.06pt\"></span></span><span class=\"ps8938\">58</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8971 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:12.99pt\"></span></span><span class=\"ps8903\">4,966</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td></tr></tbody></table></div></div></div><div class=\"ps6985 ss13\"><div class=\"ss98 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:212.25pt\"></td><td style=\"padding:0;width:48.75pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:39.75pt\"></td></tr><tr style=\"height:35.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss826\"><div><div class=\"ps8972 ss824\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8976 ss827\"><div><div class=\"ps8974 ss43\"><span class=\"f charStyle-99bfcfa0 ps8973\">Land and <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss43\"><span class=\"f charStyle-99bfcfa0 ps4291\">buildings</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4482 ss828\"><div><div class=\"ps8974 ss364\"><span class=\"f charStyle-99bfcfa0 ps3661\">Investment <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss364\"><span class=\"f charStyle-99bfcfa0 ps8977\">property</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3878 ss828\"><div><div class=\"ps8979 ss364\"><span class=\"f charStyle-99bfcfa0 ps8978\">Machinery, <span class=\"f ps2\"> </span></span></div><div class=\"ps8974 ss364\"><span class=\"f charStyle-99bfcfa0 ps8980\">vehicles </span></div><div class=\"ps8975 ss364\"><span class=\"f charStyle-99bfcfa0 ps8981\">and other</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6199 ss829\"><div><div class=\"ps8975 ss309\"><span class=\"f charStyle-99bfcfa0 ps6936\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps564 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Accumulated depreciation and impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1740 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Balance at January 1, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8899 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.45pt\"></span></span><span class=\"ps8982\">-2,339</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4527 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.22pt\"></span></span><span class=\"ps8953\">-779</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8902 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-22</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8904 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.19pt\"></span></span><span class=\"ps4481\">-3,141</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1751 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8906 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.97pt\"></span></span><span class=\"ps8916\">-398</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4539 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-30</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8908 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.46pt\"></span></span><span class=\"ps8918\">-9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6210 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.49pt\"></span></span><span class=\"ps8920\">-438</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1762 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Impairments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8911 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.21pt\"></span></span><span class=\"ps8910\">-7</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4549 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-37</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8913 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8915 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.77pt\"></span></span><span class=\"ps8965\">-44</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4558 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Reversal of impairments this period<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8917 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.13pt\"></span></span><span class=\"ps8922\">29</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4561 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8919 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8921 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.81pt\"></span></span><span class=\"ps8983\">29</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6308 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation and impairment on disposal of ROU, acc.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8923 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.01pt\"></span></span><span class=\"ps8905\">720</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8925 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8926 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6310 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.53pt\"></span></span><span class=\"ps8909\">729</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps37 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation difference<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8929 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.09pt\"></span></span><span class=\"ps8961\">-74</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8930 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8931 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8933 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.11pt\"></span></span><span class=\"ps8984\">-129</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7754 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8935 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.95pt\"></span></span><span class=\"ps8985\">-2,069</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8937 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.74pt\"></span></span><span class=\"ps8986\">-902</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8939 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.02pt\"></span></span><span class=\"ps8987\">-23</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8941 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:9.95pt\"></span></span><span class=\"ps8988\">-2,994</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1482 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8942 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.97pt\"></span></span><span class=\"ps8916\">-467</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8943 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.87pt\"></span></span><span class=\"ps8989\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8944 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.46pt\"></span></span><span class=\"ps8918\">-9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8945 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.49pt\"></span></span><span class=\"ps8920\">-493</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1548 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Impairments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8947 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.62pt\"></span></span><span class=\"ps8990\">-19</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8948 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.99pt\"></span></span><span class=\"ps8991\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8949 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8951 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.77pt\"></span></span><span class=\"ps8965\">-20</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7762 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Reversal of impairments this period<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8952 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.66pt\"></span></span><span class=\"ps8992\">17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8954 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8955 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8956 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.43pt\"></span></span><span class=\"ps8993\">17</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2130 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation and impairment on disposal of ROU, acc.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8957 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.07pt\"></span></span><span class=\"ps8928\">311</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8958 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.79pt\"></span></span><span class=\"ps8994\">182</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8959 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8960 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.53pt\"></span></span><span class=\"ps8909\">496</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5435 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation difference<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8962 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.13pt\"></span></span><span class=\"ps8922\">38</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8963 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.91pt\"></span></span><span class=\"ps8907\">31</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8964 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8966 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.81pt\"></span></span><span class=\"ps8983\">69</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6021 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8967 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.57pt\"></span></span><span class=\"ps8995\">-2,188</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8969 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.74pt\"></span></span><span class=\"ps8986\">-708</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8970 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.02pt\"></span></span><span class=\"ps8987\">-29</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8971 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:9.95pt\"></span></span><span class=\"ps8988\">-2,925</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps71 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8996 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.61pt\"></span></span><span class=\"ps5033\">1,459</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8998 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.4pt\"></span></span><span class=\"ps8997\">312</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8999 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.06pt\"></span></span><span class=\"ps8938\">36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9000 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.61pt\"></span></span><span class=\"ps8940\">1,807</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9001 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9002 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.61pt\"></span></span><span class=\"ps5033\">1,724</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9003 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.78pt\"></span></span><span class=\"ps8968\">288</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9004 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.06pt\"></span></span><span class=\"ps8938\">29</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9005 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.61pt\"></span></span><span class=\"ps8940\">2,041</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4390 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">17</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">17</span><span class=\"f charStyle-15433314 ps8195\"> Leases and Investment Property cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Lease liabilities and Lease Receivables</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The movement in lease liabilities and lease receivables related to subleases are shown in the table below. </span></div><div class=\"ps6985 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:183pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:32.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9007 ss831\"><div><div class=\"ps9006 ss830\"><span class=\"f charStyle-99bfcfa0 ps7590\">Lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7780 ss831\"><div><div class=\"ps1729 ss830\"><span class=\"f charStyle-99bfcfa0 ps9008\">Lease receivable <span class=\"f ps2\"> </span></span></div><div class=\"ps9006 ss830\"><span class=\"f charStyle-99bfcfa0 ps8203\">(sublease)<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4771 ss833\"><div><div class=\"ps8 ss832\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9009 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3973\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9010 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3971\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9011 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3973\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9012 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3971\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps3034 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-ac370e2b ps1\">Movement of lease liabilities and receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2111 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of January 1<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9013 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">3,345</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9014 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">3,540</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9015 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">567</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9016 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">677</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5204 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Additions and remeasurement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9017 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">680</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9018 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">321</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9019 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.75pt\"></span></span><span class=\"ps5949\">-140</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9021 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.44pt\"></span></span><span class=\"ps9020\">11</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps267 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">De-recognition<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt dotted #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9022 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-87</span></span></div></div></div></td><td style=\"border-bottom:0.5pt dotted #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9023 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.46pt\"></span></span><span class=\"ps6015\">-5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt dotted #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9024 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.5pt\"></span></span><span class=\"ps5966\">0</span></span></div></div></div></td><td style=\"border-bottom:0.5pt dotted #818b91;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9025 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-45</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps33 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense/sublease interest income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps9026 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">157</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps9027 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">156</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps9028 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.91pt\"></span></span><span class=\"ps6085\">15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps9029 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.38pt\"></span></span><span class=\"ps5985\">26</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2946 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Lease payments/sublease payments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9030 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.22pt\"></span></span><span class=\"ps5944\">-885</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9031 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.22pt\"></span></span><span class=\"ps5944\">-827</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9032 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.75pt\"></span></span><span class=\"ps5949\">-142</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9033 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.75pt\"></span></span><span class=\"ps5949\">-149</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2950 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9034 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-79</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9035 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.32pt\"></span></span><span class=\"ps6152\">161</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9036 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.87pt\"></span></span><span class=\"ps5932\">-21</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9037 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.38pt\"></span></span><span class=\"ps5985\">47</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2289 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9038 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.86pt\"></span></span><span class=\"ps5957\">3,135</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9039 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.24pt\"></span></span><span class=\"ps5913\">3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9040 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.78pt\"></span></span><span class=\"ps6002\">279</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9041 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.78pt\"></span></span><span class=\"ps6002\">567</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9042 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Of which current<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9043 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">615</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9044 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">708</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9045 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.38pt\"></span></span><span class=\"ps5985\">73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9046 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">122</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6497 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Of which non-current<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9047 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">2,520</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9048 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">2,637</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9049 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">206</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9050 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">445</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1493 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9051 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.86pt\"></span></span><span class=\"ps5957\">3,135</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9052 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.24pt\"></span></span><span class=\"ps5913\">3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9053 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.78pt\"></span></span><span class=\"ps6002\">279</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9054 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.78pt\"></span></span><span class=\"ps6002\">567</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9061 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The weighted-average discount rate applied to calculate lease liability was </span><span class=\"f charStyle-15433314 ps9055\">5.3</span><span class=\"f charStyle-15433314 ps9056\"> percent in <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps9057\">2025</span><span class=\"f charStyle-15433314 ps9058\"> (</span><span class=\"f charStyle-15433314 ps9059\">4.6</span><span class=\"f charStyle-15433314 ps9060\"> percent </span></div><div class=\"ps9064 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">in </span><span class=\"f charStyle-15433314 ps9062\">2024</span><span class=\"f charStyle-15433314 ps9063\">). </span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The maturity of lease payments and sublease income per December 31 are presented below:</span></div><div class=\"ps4570 ss13\"><div class=\"ss841 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:144.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9067 ss567\"><div><div class=\"ps1727 ss566\"><span class=\"f charStyle-99bfcfa0 ps9066\">Lease Payments<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9070 ss567\"><div><div class=\"ps1729 ss566\"><span class=\"f charStyle-99bfcfa0 ps9068\">Financial sublease <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss566\"><span class=\"f charStyle-99bfcfa0 ps9069\">income</span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9072 ss567\"><div><div class=\"ps1729 ss566\"><span class=\"f charStyle-99bfcfa0 ps9071\">Operational <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss566\"><span class=\"f charStyle-99bfcfa0 ps5691\">sublease income</span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1732 ss835\"><div><div class=\"ps8 ss101\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9073 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps274\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9075 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps9074\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9076 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps274\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9077 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps9074\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9078 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps274\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9079 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps9074\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps263 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Maturity within 1 year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9081 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.01pt\"></span></span><span class=\"ps9080\">757</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9082 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.01pt\"></span></span><span class=\"ps9080\">837</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9084 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">82</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9086 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.54pt\"></span></span><span class=\"ps9085\">140</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9087 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">37</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9088 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">45</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps567 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Maturity 1-5 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9090 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.02pt\"></span></span><span class=\"ps9089\">1,664</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9091 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.02pt\"></span></span><span class=\"ps9089\">1,846</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9092 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.54pt\"></span></span><span class=\"ps9085\">153</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9093 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.01pt\"></span></span><span class=\"ps9080\">307</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4633 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">64</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9094 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">56</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6297 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Maturity 5-10 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9096 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.55pt\"></span></span><span class=\"ps9095\">1,196</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9097 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.55pt\"></span></span><span class=\"ps9095\">1,150</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9098 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">74</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9099 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.54pt\"></span></span><span class=\"ps9085\">184</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9101 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.25pt\"></span></span><span class=\"ps9100\">4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9102 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.19pt\"></span></span><span class=\"ps9062\">11</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2325 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Maturity later than 10 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9103 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.01pt\"></span></span><span class=\"ps9080\">248</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9105 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.66pt\"></span></span><span class=\"ps9104\">14</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9106 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.25pt\"></span></span><span class=\"ps9100\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9108 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.78pt\"></span></span><span class=\"ps9107\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9109 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.25pt\"></span></span><span class=\"ps9100\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9110 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.25pt\"></span></span><span class=\"ps9100\">0</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2182 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9112 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.99pt\"></span></span><span class=\"ps9111\">3,866</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9113 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.99pt\"></span></span><span class=\"ps9111\">3,846</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9115 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.15pt\"></span></span><span class=\"ps9114\">310</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9117 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.53pt\"></span></span><span class=\"ps9116\">632</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9118 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.15pt\"></span></span><span class=\"ps9114\">105</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9120 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.77pt\"></span></span><span class=\"ps9119\">113</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps270 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Discounting effect<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9121 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.5pt\"></span></span><span class=\"ps2481\">-731</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9122 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.5pt\"></span></span><span class=\"ps2481\">-501</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9123 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.62pt\"></span></span><span class=\"ps3066\">-31</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9125 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.09pt\"></span></span><span class=\"ps9124\">-65</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9127 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b ps9126\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9128 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b ps9126\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5520 ss104\"><div><div class=\"ps424 ss101\"><span class=\"f charStyle-2dae0141 ps1\">Lease liabilities and lease receivable<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9130 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.61pt\"></span></span><span class=\"ps9129\">3,135</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9131 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.99pt\"></span></span><span class=\"ps9111\">3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9132 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.53pt\"></span></span><span class=\"ps9116\">279</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9133 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.53pt\"></span></span><span class=\"ps9116\">567</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9135 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141 ps9134\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9136 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141 ps9134\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9137 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Amounts Recognized in the Income Statement</span></div><div class=\"ps9138 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The following amounts are recognized in the income statement related to leasing:</span></div><div class=\"ps9171 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:334.5pt\"></td><td style=\"padding:0;width:44.25pt\"></td><td style=\"padding:0;width:44.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss843\"><div><div class=\"ps474 ss842\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2985 ss589\"><div><div class=\"ps419 ss588\"><span class=\"f charStyle-99bfcfa0 ps5292\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9139 ss589\"><div><div class=\"ps419 ss588\"><span class=\"f charStyle-99bfcfa0 ps5290\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Income from operational subleases presented as other income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9141 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.04pt\"></span></span><span class=\"ps9140\">221</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9142 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.04pt\"></span></span><span class=\"ps9140\">172</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9143 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Expenses relating to short-term leases presented as operating costs<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9145 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.47pt\"></span></span><span class=\"ps9144\">-779</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9147 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24pt\"></span></span><span class=\"ps9146\">-512</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Expenses relating to low-value leases presented as operating costs<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9149 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.71pt\"></span></span><span class=\"ps9148\">-8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9150 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.71pt\"></span></span><span class=\"ps9148\">-6</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7791 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation of ROU assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9151 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.47pt\"></span></span><span class=\"ps9144\">-493</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9152 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.47pt\"></span></span><span class=\"ps9144\">-438</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1751 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Net impairments of ROU assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9153 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.71pt\"></span></span><span class=\"ps9148\">-3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9155 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.12pt\"></span></span><span class=\"ps9154\">-15</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Interest on lease receivables presented as financial income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9157 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.16pt\"></span></span><span class=\"ps9156\">15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9159 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.63pt\"></span></span><span class=\"ps9158\">26</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Interest on lease liabilities presented as financial expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9160 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24pt\"></span></span><span class=\"ps9146\">-157</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9161 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24pt\"></span></span><span class=\"ps9146\">-156</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4785 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Gain/(loss) on termination of lease agreements<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9162 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.63pt\"></span></span><span class=\"ps9158\">22</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9163 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.12pt\"></span></span><span class=\"ps9154\">-12</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9164 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Expense relating to variable lease payments not included in lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9165 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.12pt\"></span></span><span class=\"ps9154\">-21</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9167 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.65pt\"></span></span><span class=\"ps9166\">-11</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1478 ss846\"><div><div class=\"ps424 ss842\"><span class=\"f charStyle-2dae0141 ps1\">Total effect on profit/(loss) before tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9169 ss591\"><div><div class=\"ps424 ss588\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.07pt\"></span></span><span class=\"ps9168\">-1,204</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9170 ss591\"><div><div class=\"ps424 ss588\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.99pt\"></span></span><span class=\"ps8934\">-952</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9172 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Short-term leases include storage and accommodation for expats and workers in addition to rental of tools, </span></div><div class=\"ps9173 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">machinery, cranes, containers and other equipment used in production.</span></div><div class=\"ps9174 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_379\" style=\"z-index:1\">See note 6</a></span><span class=\"f charStyle-15433314 ps7028\"> for more information about operating expenses for land and buildings</span></div><div class=\"ps9175 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">See note 12</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about impairment testing of right-of-use assets </span></div><div class=\"ps9176 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_460\" style=\"z-index:1\">See note 27</a></span><span class=\"f charStyle-15433314 ps7033\"> for more information about leasing contracts with related parties</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInvestmentPropertyExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-375": {
   "value": "<div><div id=\"iae70694f17984c9396d3fdb5670adc23_418\" style=\"position:absolute;top:70.87pt\"></div><div class=\"ps241 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps236\">Note </span><span class=\"f charStyle-8b50b64d ps6613\">17</span><span class=\"f charStyle-58d2db5a ps8891\"> </span><span class=\"f charStyle-58d2db5a ps8892\">Leases and Investment Property</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The company leases a number of office buildings, manufacturing and service sites in addition to some </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">machines and vehicles. Contracts that contain a lease are recognized on the balance sheet as a right-of-use </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">asset and lease liability unless the lease is short-term or low-value. Vacated leased property made available </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">for sublease and property with operational subleases are classified as investment property.</span></div><div class=\"ps8389 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps7044 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The lease liability represents the net present value of the lease payments to be made over the remaining </span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">lease period. The discount rate is calculated for each lease based on a model that includes swap-rates, credit </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">risk and country risk. The right-of-use asset is depreciated over the lease term and is subject to impairment </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">testing. Several property leases contain extension options or cancellation clauses. The non-cancellable lease </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">period is basis for the lease commitment. Periods covered by extension or termination options are included </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">when it is reasonably certain that the lease period will be extended. When management has decided to </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">extend the lease period is typically an event that would trigger an updated assessment of the reasonably </span></div><div class=\"ps6681 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">certain criteria.</span></div><div class=\"ps2056 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">When a separable part of a leased property has been vacated by Aker Solutions, the right-of-use asset is </span></div><div class=\"ps7050 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reclassified as investment property and assessed for impairment. The investment property is measured using </span></div><div class=\"ps8893 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the cost model, meaning that the book value and depreciation of the lease term from the ROU asset is the </span></div><div class=\"ps6663 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">basis for measuring the investment property. When testing the investment property for impairment, the </span></div><div class=\"ps6664 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">expected future sublease income is discounted to present value and compared to the value of the investment </span></div><div class=\"ps6665 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">property. The cost model together with impairment assessments is also an estimate of fair value of the right-</span></div><div class=\"ps8894 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of-use asset classified as investment property.</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company has a number of subleases. Income from operational subleases on investment property is </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">recognized as other income. Subleases covering the major part of the lease term in the head-lease are </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">classified as financial subleases. The portion of the right-of-use asset or investment property subject to </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">financial sublease is derecognized and a sublease receivable is recognized in the balance sheet when the </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">sublease commences.</span><span class=\"f charStyle-15433314 ps8896\"> </span></div><div class=\"ps6674 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Judgments and Estimates</span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Judgment is involved when determining impairment of the investment property. Impairment is assessed for </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">separable parts of leased buildings that have been or will be vacated in the near future. The impairment is </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">sensitive to changes in estimated future expected sublease income and sublease period. Further, judgment is </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">involved when determining whether sublease contracts are financial or operational, as well as when </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">determining lease term for contracts that have extension or termination options. Determination of the </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">discount rate also involves judgment.</span></div><div class=\"ps7049 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">17</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">17</span><span class=\"f charStyle-15433314 ps8195\"> Leases and Investment Property cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Right-of-Use (ROU) Assets </span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The movement in the right-of-use assets is summarized below.</span></div><div class=\"ps6985 ss13\"><div class=\"ss98 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:212.25pt\"></td><td style=\"padding:0;width:48.75pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:39.75pt\"></td></tr><tr style=\"height:35.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss826\"><div><div class=\"ps8972 ss824\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8976 ss827\"><div><div class=\"ps8974 ss43\"><span class=\"f charStyle-99bfcfa0 ps8973\">Land and <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss43\"><span class=\"f charStyle-99bfcfa0 ps4291\">buildings</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4482 ss828\"><div><div class=\"ps8974 ss364\"><span class=\"f charStyle-99bfcfa0 ps3661\">Investment <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss364\"><span class=\"f charStyle-99bfcfa0 ps8977\">property</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3878 ss828\"><div><div class=\"ps8979 ss364\"><span class=\"f charStyle-99bfcfa0 ps8978\">Machinery, <span class=\"f ps2\"> </span></span></div><div class=\"ps8974 ss364\"><span class=\"f charStyle-99bfcfa0 ps8980\">vehicles </span></div><div class=\"ps8975 ss364\"><span class=\"f charStyle-99bfcfa0 ps8981\">and other</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6199 ss829\"><div><div class=\"ps8975 ss309\"><span class=\"f charStyle-99bfcfa0 ps6936\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps564 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Historical cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1740 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Balance at January 1, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8899 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.49pt\"></span></span><span class=\"ps8898\">3,836</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4527 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.8pt\"></span></span><span class=\"ps8900\">1,159</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8902 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.38pt\"></span></span><span class=\"ps8901\">57</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8904 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:12.99pt\"></span></span><span class=\"ps8903\">5,052</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1751 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Additions and remeasurement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8906 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.01pt\"></span></span><span class=\"ps8905\">263</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4539 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.38pt\"></span></span><span class=\"ps8901\">27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8908 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.91pt\"></span></span><span class=\"ps8907\">10</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6210 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.53pt\"></span></span><span class=\"ps8909\">299</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1762 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">De-recognition through financial sublease<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8911 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.21pt\"></span></span><span class=\"ps8910\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4549 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8913 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8915 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.05pt\"></span></span><span class=\"ps8914\">-2</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4558 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of lease contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8917 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.97pt\"></span></span><span class=\"ps8916\">-726</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4561 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8919 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.46pt\"></span></span><span class=\"ps8918\">-8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8921 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.49pt\"></span></span><span class=\"ps8920\">-734</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6308 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Transfer between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8923 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.13pt\"></span></span><span class=\"ps8922\">55</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8925 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-55</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8926 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6310 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.09pt\"></span></span><span class=\"ps8927\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps37 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8929 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.07pt\"></span></span><span class=\"ps8928\">101</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8930 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.38pt\"></span></span><span class=\"ps8901\">84</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8931 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8933 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.15pt\"></span></span><span class=\"ps8932\">186</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7754 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8935 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.99pt\"></span></span><span class=\"ps8934\">3,528</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8937 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.48pt\"></span></span><span class=\"ps8936\">1,214</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8939 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.06pt\"></span></span><span class=\"ps8938\">59</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8941 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.61pt\"></span></span><span class=\"ps8940\">4,801</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1482 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Additions and remeasurement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8942 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.01pt\"></span></span><span class=\"ps8905\">740</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8943 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.38pt\"></span></span><span class=\"ps8901\">82</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8944 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8945 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.53pt\"></span></span><span class=\"ps8909\">822</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1548 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">De-recognition through financial sublease<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8947 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.74pt\"></span></span><span class=\"ps8946\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8948 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8949 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8951 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.67pt\"></span></span><span class=\"ps8950\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7762 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Disposal of lease contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8952 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.97pt\"></span></span><span class=\"ps8916\">-352</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8954 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.22pt\"></span></span><span class=\"ps8953\">-207</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8955 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.46pt\"></span></span><span class=\"ps8918\">-3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8956 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.49pt\"></span></span><span class=\"ps8920\">-562</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2130 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Transfer between categories<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8957 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.13pt\"></span></span><span class=\"ps8922\">50</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8958 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-50</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8959 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8960 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.09pt\"></span></span><span class=\"ps8927\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5435 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8962 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.09pt\"></span></span><span class=\"ps8961\">-55</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8963 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-44</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8964 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8966 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.77pt\"></span></span><span class=\"ps8965\">-99</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6021 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8967 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.61pt\"></span></span><span class=\"ps5033\">3,912</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8969 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.78pt\"></span></span><span class=\"ps8968\">996</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8970 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.06pt\"></span></span><span class=\"ps8938\">58</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8971 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:12.99pt\"></span></span><span class=\"ps8903\">4,966</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-top:0.25pt solid #8996a0;padding:0\"></td></tr></tbody></table></div></div></div><div class=\"ps6985 ss13\"><div class=\"ss98 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:212.25pt\"></td><td style=\"padding:0;width:48.75pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:39.75pt\"></td></tr><tr style=\"height:35.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss826\"><div><div class=\"ps8972 ss824\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8976 ss827\"><div><div class=\"ps8974 ss43\"><span class=\"f charStyle-99bfcfa0 ps8973\">Land and <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss43\"><span class=\"f charStyle-99bfcfa0 ps4291\">buildings</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4482 ss828\"><div><div class=\"ps8974 ss364\"><span class=\"f charStyle-99bfcfa0 ps3661\">Investment <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss364\"><span class=\"f charStyle-99bfcfa0 ps8977\">property</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3878 ss828\"><div><div class=\"ps8979 ss364\"><span class=\"f charStyle-99bfcfa0 ps8978\">Machinery, <span class=\"f ps2\"> </span></span></div><div class=\"ps8974 ss364\"><span class=\"f charStyle-99bfcfa0 ps8980\">vehicles </span></div><div class=\"ps8975 ss364\"><span class=\"f charStyle-99bfcfa0 ps8981\">and other</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6199 ss829\"><div><div class=\"ps8975 ss309\"><span class=\"f charStyle-99bfcfa0 ps6936\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps564 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Accumulated depreciation and impairment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1740 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Balance at January 1, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8899 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.45pt\"></span></span><span class=\"ps8982\">-2,339</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4527 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.22pt\"></span></span><span class=\"ps8953\">-779</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8902 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-22</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8904 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.19pt\"></span></span><span class=\"ps4481\">-3,141</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1751 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8906 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.97pt\"></span></span><span class=\"ps8916\">-398</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4539 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-30</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8908 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.46pt\"></span></span><span class=\"ps8918\">-9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6210 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.49pt\"></span></span><span class=\"ps8920\">-438</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1762 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Impairments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8911 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.21pt\"></span></span><span class=\"ps8910\">-7</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4549 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-37</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8913 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8915 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.77pt\"></span></span><span class=\"ps8965\">-44</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4558 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Reversal of impairments this period<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8917 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.13pt\"></span></span><span class=\"ps8922\">29</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4561 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8919 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8921 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.81pt\"></span></span><span class=\"ps8983\">29</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6308 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation and impairment on disposal of ROU, acc.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8923 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.01pt\"></span></span><span class=\"ps8905\">720</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8925 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8926 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6310 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.53pt\"></span></span><span class=\"ps8909\">729</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps37 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation difference<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8929 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.09pt\"></span></span><span class=\"ps8961\">-74</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8930 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.34pt\"></span></span><span class=\"ps8924\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8931 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8933 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.11pt\"></span></span><span class=\"ps8984\">-129</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7754 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8935 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.95pt\"></span></span><span class=\"ps8985\">-2,069</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8937 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.74pt\"></span></span><span class=\"ps8986\">-902</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8939 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.02pt\"></span></span><span class=\"ps8987\">-23</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8941 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:9.95pt\"></span></span><span class=\"ps8988\">-2,994</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1482 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8942 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.97pt\"></span></span><span class=\"ps8916\">-467</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8943 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.87pt\"></span></span><span class=\"ps8989\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8944 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.46pt\"></span></span><span class=\"ps8918\">-9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8945 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.49pt\"></span></span><span class=\"ps8920\">-493</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1548 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Impairments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8947 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.62pt\"></span></span><span class=\"ps8990\">-19</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8948 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.99pt\"></span></span><span class=\"ps8991\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8949 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8951 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.77pt\"></span></span><span class=\"ps8965\">-20</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7762 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Reversal of impairments this period<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8952 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.66pt\"></span></span><span class=\"ps8992\">17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8954 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8955 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8956 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.43pt\"></span></span><span class=\"ps8993\">17</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2130 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation and impairment on disposal of ROU, acc.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8957 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.07pt\"></span></span><span class=\"ps8928\">311</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8958 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.79pt\"></span></span><span class=\"ps8994\">182</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8959 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8960 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.53pt\"></span></span><span class=\"ps8909\">496</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5435 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation difference<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8962 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.13pt\"></span></span><span class=\"ps8922\">38</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8963 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.91pt\"></span></span><span class=\"ps8907\">31</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8964 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.5pt\"></span></span><span class=\"ps8912\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8966 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.81pt\"></span></span><span class=\"ps8983\">69</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6021 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8967 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.57pt\"></span></span><span class=\"ps8995\">-2,188</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8969 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.74pt\"></span></span><span class=\"ps8986\">-708</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8970 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.02pt\"></span></span><span class=\"ps8987\">-29</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8971 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:9.95pt\"></span></span><span class=\"ps8988\">-2,925</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps71 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8996 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.61pt\"></span></span><span class=\"ps5033\">1,459</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8998 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.4pt\"></span></span><span class=\"ps8997\">312</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8999 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.06pt\"></span></span><span class=\"ps8938\">36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9000 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.61pt\"></span></span><span class=\"ps8940\">1,807</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9001 ss825\"><div><div class=\"ps424 ss824\"><span class=\"f charStyle-2dae0141 ps1\">Book value as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9002 ss786\"><div><div class=\"ps424 ss43\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.61pt\"></span></span><span class=\"ps5033\">1,724</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9003 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.78pt\"></span></span><span class=\"ps8968\">288</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9004 ss372\"><div><div class=\"ps424 ss364\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.06pt\"></span></span><span class=\"ps8938\">29</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9005 ss699\"><div><div class=\"ps424 ss309\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.61pt\"></span></span><span class=\"ps8940\">2,041</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4390 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">17</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">17</span><span class=\"f charStyle-15433314 ps8195\"> Leases and Investment Property cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Lease liabilities and Lease Receivables</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The movement in lease liabilities and lease receivables related to subleases are shown in the table below. </span></div><div class=\"ps6985 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:183pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:32.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9007 ss831\"><div><div class=\"ps9006 ss830\"><span class=\"f charStyle-99bfcfa0 ps7590\">Lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7780 ss831\"><div><div class=\"ps1729 ss830\"><span class=\"f charStyle-99bfcfa0 ps9008\">Lease receivable <span class=\"f ps2\"> </span></span></div><div class=\"ps9006 ss830\"><span class=\"f charStyle-99bfcfa0 ps8203\">(sublease)<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4771 ss833\"><div><div class=\"ps8 ss832\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9009 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3973\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9010 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3971\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9011 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3973\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9012 ss434\"><div><div class=\"ps2498 ss163\"><span class=\"f charStyle-99bfcfa0 ps3971\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps3034 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-ac370e2b ps1\">Movement of lease liabilities and receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2111 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of January 1<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9013 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">3,345</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9014 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">3,540</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9015 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">567</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9016 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">677</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5204 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Additions and remeasurement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9017 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">680</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9018 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">321</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9019 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.75pt\"></span></span><span class=\"ps5949\">-140</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9021 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.44pt\"></span></span><span class=\"ps9020\">11</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps267 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">De-recognition<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt dotted #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9022 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-87</span></span></div></div></div></td><td style=\"border-bottom:0.5pt dotted #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9023 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.46pt\"></span></span><span class=\"ps6015\">-5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt dotted #818b91;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9024 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.5pt\"></span></span><span class=\"ps5966\">0</span></span></div></div></div></td><td style=\"border-bottom:0.5pt dotted #818b91;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9025 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-45</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps33 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Interest expense/sublease interest income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps9026 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">157</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps9027 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">156</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps9028 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.91pt\"></span></span><span class=\"ps6085\">15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt dotted #818b91;padding:0\"><div class=\"ps9029 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.38pt\"></span></span><span class=\"ps5985\">26</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2946 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Lease payments/sublease payments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9030 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.22pt\"></span></span><span class=\"ps5944\">-885</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9031 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.22pt\"></span></span><span class=\"ps5944\">-827</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9032 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.75pt\"></span></span><span class=\"ps5949\">-142</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9033 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.75pt\"></span></span><span class=\"ps5949\">-149</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2950 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9034 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.34pt\"></span></span><span class=\"ps5934\">-79</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9035 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.32pt\"></span></span><span class=\"ps6152\">161</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9036 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.87pt\"></span></span><span class=\"ps5932\">-21</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9037 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.38pt\"></span></span><span class=\"ps5985\">47</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2289 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9038 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.86pt\"></span></span><span class=\"ps5957\">3,135</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9039 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.24pt\"></span></span><span class=\"ps5913\">3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9040 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.78pt\"></span></span><span class=\"ps6002\">279</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9041 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.78pt\"></span></span><span class=\"ps6002\">567</span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9042 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Of which current<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9043 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">615</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9044 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">708</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9045 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.38pt\"></span></span><span class=\"ps5985\">73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9046 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.79pt\"></span></span><span class=\"ps3588\">122</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6497 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-cb0bd68b ps1\">Of which non-current<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9047 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">2,520</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9048 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.74pt\"></span></span><span class=\"ps5962\">2,637</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9049 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">206</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9050 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.26pt\"></span></span><span class=\"ps5882\">445</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1493 ss834\"><div><div class=\"ps424 ss832\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9051 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.86pt\"></span></span><span class=\"ps5957\">3,135</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9052 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.24pt\"></span></span><span class=\"ps5913\">3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9053 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.78pt\"></span></span><span class=\"ps6002\">279</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9054 ss436\"><div><div class=\"ps424 ss163\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.78pt\"></span></span><span class=\"ps6002\">567</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9061 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The weighted-average discount rate applied to calculate lease liability was </span><span class=\"f charStyle-15433314 ps9055\">5.3</span><span class=\"f charStyle-15433314 ps9056\"> percent in <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps9057\">2025</span><span class=\"f charStyle-15433314 ps9058\"> (</span><span class=\"f charStyle-15433314 ps9059\">4.6</span><span class=\"f charStyle-15433314 ps9060\"> percent </span></div><div class=\"ps9064 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">in </span><span class=\"f charStyle-15433314 ps9062\">2024</span><span class=\"f charStyle-15433314 ps9063\">). </span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The maturity of lease payments and sublease income per December 31 are presented below:</span></div><div class=\"ps4570 ss13\"><div class=\"ss841 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:144.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td><td style=\"padding:0;width:45.75pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9067 ss567\"><div><div class=\"ps1727 ss566\"><span class=\"f charStyle-99bfcfa0 ps9066\">Lease Payments<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9070 ss567\"><div><div class=\"ps1729 ss566\"><span class=\"f charStyle-99bfcfa0 ps9068\">Financial sublease <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss566\"><span class=\"f charStyle-99bfcfa0 ps9069\">income</span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9072 ss567\"><div><div class=\"ps1729 ss566\"><span class=\"f charStyle-99bfcfa0 ps9071\">Operational <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss566\"><span class=\"f charStyle-99bfcfa0 ps5691\">sublease income</span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1732 ss835\"><div><div class=\"ps8 ss101\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9073 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps274\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9075 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps9074\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9076 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps274\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9077 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps9074\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9078 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps274\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9079 ss837\"><div><div class=\"ps2498 ss836\"><span class=\"f charStyle-99bfcfa0 ps9074\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:6pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps263 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Maturity within 1 year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9081 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.01pt\"></span></span><span class=\"ps9080\">757</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9082 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.01pt\"></span></span><span class=\"ps9080\">837</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9084 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">82</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9086 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.54pt\"></span></span><span class=\"ps9085\">140</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9087 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">37</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9088 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">45</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps567 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Maturity 1-5 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9090 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.02pt\"></span></span><span class=\"ps9089\">1,664</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9091 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.02pt\"></span></span><span class=\"ps9089\">1,846</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9092 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.54pt\"></span></span><span class=\"ps9085\">153</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9093 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.01pt\"></span></span><span class=\"ps9080\">307</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4633 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">64</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9094 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">56</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6297 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Maturity 5-10 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9096 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.55pt\"></span></span><span class=\"ps9095\">1,196</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9097 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.55pt\"></span></span><span class=\"ps9095\">1,150</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9098 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.13pt\"></span></span><span class=\"ps9083\">74</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9099 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.54pt\"></span></span><span class=\"ps9085\">184</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9101 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.25pt\"></span></span><span class=\"ps9100\">4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9102 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.19pt\"></span></span><span class=\"ps9062\">11</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2325 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Maturity later than 10 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9103 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.01pt\"></span></span><span class=\"ps9080\">248</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9105 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.66pt\"></span></span><span class=\"ps9104\">14</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9106 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.25pt\"></span></span><span class=\"ps9100\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9108 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.78pt\"></span></span><span class=\"ps9107\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9109 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.25pt\"></span></span><span class=\"ps9100\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9110 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.25pt\"></span></span><span class=\"ps9100\">0</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2182 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9112 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.99pt\"></span></span><span class=\"ps9111\">3,866</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9113 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.99pt\"></span></span><span class=\"ps9111\">3,846</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9115 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.15pt\"></span></span><span class=\"ps9114\">310</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9117 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.53pt\"></span></span><span class=\"ps9116\">632</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9118 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.15pt\"></span></span><span class=\"ps9114\">105</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9120 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.77pt\"></span></span><span class=\"ps9119\">113</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps270 ss838\"><div><div class=\"ps3051 ss101\"><span class=\"f charStyle-cb0bd68b ps1\">Discounting effect<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9121 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.5pt\"></span></span><span class=\"ps2481\">-731</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9122 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.5pt\"></span></span><span class=\"ps2481\">-501</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9123 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.62pt\"></span></span><span class=\"ps3066\">-31</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9125 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.09pt\"></span></span><span class=\"ps9124\">-65</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9127 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b ps9126\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9128 ss839\"><div><div class=\"ps3051 ss836\"><span class=\"f charStyle-cb0bd68b ps9126\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5520 ss104\"><div><div class=\"ps424 ss101\"><span class=\"f charStyle-2dae0141 ps1\">Lease liabilities and lease receivable<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9130 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.61pt\"></span></span><span class=\"ps9129\">3,135</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9131 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.99pt\"></span></span><span class=\"ps9111\">3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9132 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.53pt\"></span></span><span class=\"ps9116\">279</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9133 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.53pt\"></span></span><span class=\"ps9116\">567</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9135 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141 ps9134\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9136 ss840\"><div><div class=\"ps424 ss836\"><span class=\"f charStyle-2dae0141 ps9134\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9137 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Amounts Recognized in the Income Statement</span></div><div class=\"ps9138 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The following amounts are recognized in the income statement related to leasing:</span></div><div class=\"ps9171 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:334.5pt\"></td><td style=\"padding:0;width:44.25pt\"></td><td style=\"padding:0;width:44.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss843\"><div><div class=\"ps474 ss842\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2985 ss589\"><div><div class=\"ps419 ss588\"><span class=\"f charStyle-99bfcfa0 ps5292\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9139 ss589\"><div><div class=\"ps419 ss588\"><span class=\"f charStyle-99bfcfa0 ps5290\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Income from operational subleases presented as other income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9141 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.04pt\"></span></span><span class=\"ps9140\">221</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9142 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.04pt\"></span></span><span class=\"ps9140\">172</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9143 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Expenses relating to short-term leases presented as operating costs<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9145 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.47pt\"></span></span><span class=\"ps9144\">-779</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9147 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24pt\"></span></span><span class=\"ps9146\">-512</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Expenses relating to low-value leases presented as operating costs<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9149 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.71pt\"></span></span><span class=\"ps9148\">-8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9150 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.71pt\"></span></span><span class=\"ps9148\">-6</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7791 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation of ROU assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9151 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.47pt\"></span></span><span class=\"ps9144\">-493</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9152 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.47pt\"></span></span><span class=\"ps9144\">-438</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1751 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Net impairments of ROU assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9153 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.71pt\"></span></span><span class=\"ps9148\">-3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9155 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.12pt\"></span></span><span class=\"ps9154\">-15</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Interest on lease receivables presented as financial income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9157 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.16pt\"></span></span><span class=\"ps9156\">15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9159 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.63pt\"></span></span><span class=\"ps9158\">26</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Interest on lease liabilities presented as financial expense<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9160 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24pt\"></span></span><span class=\"ps9146\">-157</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9161 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24pt\"></span></span><span class=\"ps9146\">-156</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4785 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Gain/(loss) on termination of lease agreements<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9162 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.63pt\"></span></span><span class=\"ps9158\">22</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9163 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.12pt\"></span></span><span class=\"ps9154\">-12</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9164 ss844\"><div><div class=\"ps7893 ss842\"><span class=\"f charStyle-cb0bd68b ps1\">Expense relating to variable lease payments not included in lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9165 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.12pt\"></span></span><span class=\"ps9154\">-21</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9167 ss845\"><div><div class=\"ps7893 ss588\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.65pt\"></span></span><span class=\"ps9166\">-11</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1478 ss846\"><div><div class=\"ps424 ss842\"><span class=\"f charStyle-2dae0141 ps1\">Total effect on profit/(loss) before tax<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9169 ss591\"><div><div class=\"ps424 ss588\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.07pt\"></span></span><span class=\"ps9168\">-1,204</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9170 ss591\"><div><div class=\"ps424 ss588\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.99pt\"></span></span><span class=\"ps8934\">-952</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9172 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Short-term leases include storage and accommodation for expats and workers in addition to rental of tools, </span></div><div class=\"ps9173 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">machinery, cranes, containers and other equipment used in production.</span></div><div class=\"ps9174 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_379\" style=\"z-index:1\">See note 6</a></span><span class=\"f charStyle-15433314 ps7028\"> for more information about operating expenses for land and buildings</span></div><div class=\"ps9175 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_400\" style=\"z-index:1\">See note 12</a></span><span class=\"f charStyle-15433314 ps7030\"> for more information about impairment testing of right-of-use assets </span></div><div class=\"ps9176 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_460\" style=\"z-index:1\">See note 27</a></span><span class=\"f charStyle-15433314 ps7033\"> for more information about leasing contracts with related parties</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfLeasesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-378": {
   "value": "<div class=\"ps8389 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps7044 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The lease liability represents the net present value of the lease payments to be made over the remaining </span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">lease period. The discount rate is calculated for each lease based on a model that includes swap-rates, credit </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">risk and country risk. The right-of-use asset is depreciated over the lease term and is subject to impairment </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">testing. Several property leases contain extension options or cancellation clauses. The non-cancellable lease </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">period is basis for the lease commitment. Periods covered by extension or termination options are included </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">when it is reasonably certain that the lease period will be extended. When management has decided to </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">extend the lease period is typically an event that would trigger an updated assessment of the reasonably </span></div><div class=\"ps6681 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">certain criteria.</span></div><div class=\"ps2056 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">When a separable part of a leased property has been vacated by Aker Solutions, the right-of-use asset is </span></div><div class=\"ps7050 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reclassified as investment property and assessed for impairment. The investment property is measured using </span></div><div class=\"ps8893 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the cost model, meaning that the book value and depreciation of the lease term from the ROU asset is the </span></div><div class=\"ps6663 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">basis for measuring the investment property. When testing the investment property for impairment, the </span></div><div class=\"ps6664 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">expected future sublease income is discounted to present value and compared to the value of the investment </span></div><div class=\"ps6665 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">property. The cost model together with impairment assessments is also an estimate of fair value of the right-</span></div><div class=\"ps8894 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of-use asset classified as investment property.</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company has a number of subleases. Income from operational subleases on investment property is </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">recognized as other income. Subleases covering the major part of the lease term in the head-lease are </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">classified as financial subleases. The portion of the right-of-use asset or investment property subject to </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">financial sublease is derecognized and a sublease receivable is recognized in the balance sheet when the </span></div><span class=\"f charStyle-15433314 ps1587\">sublease commences.</span>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForInvestmentPropertyExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-377": {
   "value": "<div class=\"ps8389 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps7044 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The lease liability represents the net present value of the lease payments to be made over the remaining </span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">lease period. The discount rate is calculated for each lease based on a model that includes swap-rates, credit </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">risk and country risk. The right-of-use asset is depreciated over the lease term and is subject to impairment </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">testing. Several property leases contain extension options or cancellation clauses. The non-cancellable lease </span></div><div class=\"ps6678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">period is basis for the lease commitment. Periods covered by extension or termination options are included </span></div><div class=\"ps6679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">when it is reasonably certain that the lease period will be extended. When management has decided to </span></div><div class=\"ps6680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">extend the lease period is typically an event that would trigger an updated assessment of the reasonably </span></div><div class=\"ps6681 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">certain criteria.</span></div><div class=\"ps2056 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">When a separable part of a leased property has been vacated by Aker Solutions, the right-of-use asset is </span></div><div class=\"ps7050 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reclassified as investment property and assessed for impairment. The investment property is measured using </span></div><div class=\"ps8893 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the cost model, meaning that the book value and depreciation of the lease term from the ROU asset is the </span></div><div class=\"ps6663 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">basis for measuring the investment property. When testing the investment property for impairment, the </span></div><div class=\"ps6664 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">expected future sublease income is discounted to present value and compared to the value of the investment </span></div><div class=\"ps6665 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">property. The cost model together with impairment assessments is also an estimate of fair value of the right-</span></div><div class=\"ps8894 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of-use asset classified as investment property.</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company has a number of subleases. Income from operational subleases on investment property is </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">recognized as other income. Subleases covering the major part of the lease term in the head-lease are </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">classified as financial subleases. The portion of the right-of-use asset or investment property subject to </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">financial sublease is derecognized and a sublease receivable is recognized in the balance sheet when the </span></div><span class=\"f charStyle-15433314 ps1587\">sublease commences.</span>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForLeasesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-379": {
   "value": "<div class=\"ps9180 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Defined Contribution Plans</span></div><div class=\"ps9181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A defined contribution plan is a type of retirement plan where the employer makes contributions on a regular </span></div><div class=\"ps8391 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">basis to the employee\u2019s individual pension account. The benefits received by the employee are based on the </span></div><div class=\"ps8392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">employer contributions and gains or losses from investing the capital. Contributions to defined contribution </span></div><div class=\"ps8393 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">pension plans are recognized as an expense in the income statement as incurred. </span></div><div class=\"ps9182 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Defined Benefit Plans</span></div><div class=\"ps8591 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A defined benefit plan is a type of pension plan where the employer promises an annual pension on </span></div><div class=\"ps8592 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">retirement based on a percentage of the salary upon retirement and the employee's earnings history, years </span></div><div class=\"ps8593 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">of service and age. The calculation of defined benefit obligations is performed annually by a qualified actuary </span></div><div class=\"ps8594 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">using the projected unit credit method.</span></div><div class=\"ps3328 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The defined benefit obligation is calculated separately for each plan by discounting the estimated amount of </span></div><div class=\"ps3329 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">future benefit that employees have earned in the current and prior periods and deducting the fair value of </span></div><div class=\"ps3330 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">any plan assets. The change of the defined benefit obligation as a result of the change of assumptions </span></div><div class=\"ps3331 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">(actuarial gains and losses) and the return on plan assets are recognized immediately in other comprehensive </span></div><div class=\"ps9183 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">income. Net interest expense and other expenses related to defined benefit plans are recognized in the </span></div><div class=\"ps9184 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">income statement. When the benefits of a plan are changed, settled or when a plan is curtailed, the change </span></div><div class=\"ps9185 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">relating to past service or the gain or loss on curtailment or settlement is recognized immediately in the </span></div>income statement.",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForEmployeeBenefitsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-381": {
   "value": "<div class=\"ps241 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps236\">Note </span><span class=\"f charStyle-8b50b64d ps6613\">19</span><span class=\"f charStyle-58d2db5a ps8866\"> </span><span class=\"f charStyle-58d2db5a ps8867\">Provisions and Contingent Liabilities</span></div><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps7846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A contingent liability is a possible obligation that arises from past events that typically depends on a future </span></div><div class=\"ps9191 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">event outside of the company's control, for example a court decision. A provision is made when it is </span></div><div class=\"ps8401 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">considered as probable that cash outflow will take place, and the obligation can be measured reliably. </span></div><div class=\"ps9633 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Contingent Liabilities</span></div><div class=\"ps2739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Disputes with customers are normally settled during the final negotiations with the customer upon delivery </span></div><div class=\"ps5160 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and provided for in the project\u2019s accounts. However, given the scope of the group\u2019s worldwide operations </span></div><div class=\"ps2882 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">there is a risk that legal claims may arise in the future for deliveries where revenue has been recognized in </span></div><div class=\"ps1882 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the past. Legal and tax claims are assessed on a regular basis.</span></div><div class=\"ps9634 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Nordsee Ost Arbitration</span></div><div class=\"ps2884 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In March 2021, Aker Solutions received a favorable outcome in the Nordsee Ost arbitration process, and </span></div><div class=\"ps9635 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">NOK 698 million (EUR 67 million) was paid to Aker Solutions in 2021. Aker Solutions recognized NOK 125 </span></div><div class=\"ps9636 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">million as revenue, NOK 147 million as interest income and remaining NOK 426 million as settlement of </span></div><div class=\"ps9637 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">accounts receivable in 2021. In June 2021, the counterparty RWE submitted an application for annulment of </span></div><div class=\"ps9638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the arbitration award to the German Courts. Based on settlement between the parties in 2025, the </span></div><div class=\"ps9639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">annulment application has been withdrawn and consequently formalized by order from the Higher Regional </span></div><div class=\"ps9640 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Court of Hamburg. The proceedings are hereby concluded in its entirety and the case does no longer </span></div>represent a contingent liability for Aker Solutions.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfContingentLiabilitiesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-380": {
   "value": "<div class=\"ps241 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps236\">Note </span><span class=\"f charStyle-8b50b64d ps6613\">19</span><span class=\"f charStyle-58d2db5a ps8866\"> </span><span class=\"f charStyle-58d2db5a ps8867\">Provisions and Contingent Liabilities</span></div><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A provision is a liability with uncertain timing and amount. Provisions are recognized when cash outflow is </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">considered probable, the amount can be reliably estimated and the obligation is a result of a past event. All <span class=\"f ps2\"> </span></span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">provisions are presented as short-term as they are part of the operating cycle. </span></div><div class=\"ps9501 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Judgments and Estimates</span></div><div class=\"ps1273 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The provisions are estimated based on a number of assumptions and are highly judgmental in nature. The </span></div><div class=\"ps7047 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">various provisions with assumptions and estimation uncertainties are discussed in the table to the right. </span></div><div class=\"ps9502 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Provisions</span></div><div class=\"ps9573 ss13\"><div class=\"ss861 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:150pt\"></td><td style=\"padding:0;width:64.5pt\"></td><td style=\"padding:0;width:64.5pt\"></td><td style=\"padding:0;width:64.5pt\"></td><td style=\"padding:0;width:64.5pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss600\"><div><div class=\"ps6966 ss592\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5405 ss859\"><div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps9504\">Warranties<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2396 ss859\"><div><div class=\"ps1729 ss56\"><span class=\"f charStyle-99bfcfa0 ps9505\">Onerous <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps9506\">contracts</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5 ss859\"><div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps9507\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6935 ss859\"><div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps5929\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2274 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-ac370e2b ps1\">Balance as of December 31, 2023<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9509 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">666</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9511 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.77pt\"></span></span><span class=\"ps9510\">1,227</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9513 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.3pt\"></span></span><span class=\"ps9512\">1,512</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9515 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.24pt\"></span></span><span class=\"ps9514\">3,405</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps17 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions made during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9516 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">229</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9517 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.3pt\"></span></span><span class=\"ps9512\">1,013</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps18 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.41pt\"></span></span><span class=\"ps9518\">81</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9519 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.77pt\"></span></span><span class=\"ps9510\">1,323</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1041 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions used during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9521 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-58</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9523 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.72pt\"></span></span><span class=\"ps9522\">-657</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9525 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.25pt\"></span></span><span class=\"ps9524\">-190</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9526 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.72pt\"></span></span><span class=\"ps9522\">-905</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps444 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions reversed during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9527 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-25</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9529 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.96pt\"></span></span><span class=\"ps9528\">-9</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9530 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-53</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9531 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-88</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9532 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9533 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.41pt\"></span></span><span class=\"ps9518\">13</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9534 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.53pt\"></span></span><span class=\"ps6420\">1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9535 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-59</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9536 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-46</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8320 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9538 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.28pt\"></span></span><span class=\"ps9537\">825</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9540 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.36pt\"></span></span><span class=\"ps9539\">1,574</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9542 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.98pt\"></span></span><span class=\"ps9541\">1,291</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9543 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.74pt\"></span></span><span class=\"ps6000\">3,690</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7938 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions made during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9544 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">264</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9545 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">279</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9547 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.29pt\"></span></span><span class=\"ps9546\">317</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9548 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">860</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7507 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions used during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9549 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-55</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9551 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.73pt\"></span></span><span class=\"ps9550\">-1,252</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9552 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-36</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9553 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.73pt\"></span></span><span class=\"ps9550\">-1,343</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3813 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Provisions reversed during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9554 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.25pt\"></span></span><span class=\"ps9524\">-104</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9556 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56pt\"></span></span><span class=\"ps9555\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9557 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-52</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9558 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.25pt\"></span></span><span class=\"ps9524\">-156</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9559 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassifications<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9560 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56pt\"></span></span><span class=\"ps9555\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9561 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56pt\"></span></span><span class=\"ps9555\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9563 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.88pt\"></span></span><span class=\"ps9562\">27</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9564 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.88pt\"></span></span><span class=\"ps9562\">27</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5636 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Currency translation differences<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9565 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.96pt\"></span></span><span class=\"ps9528\">-6</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9566 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.96pt\"></span></span><span class=\"ps9528\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9568 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.37pt\"></span></span><span class=\"ps9567\">-19</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9569 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.84pt\"></span></span><span class=\"ps9520\">-27</span></span></div></div></div></td></tr><tr style=\"height:12.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5500 ss860\"><div><div class=\"ps3051 ss592\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5501 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.28pt\"></span></span><span class=\"ps9537\">924</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9570 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.28pt\"></span></span><span class=\"ps9537\">599</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9571 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.36pt\"></span></span><span class=\"ps9539\">1,526</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9572 ss345\"><div><div class=\"ps3051 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.74pt\"></span></span><span class=\"ps6000\">3,050</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps234 ss13\"><div class=\"ss861 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:150pt\"></td><td style=\"padding:0;width:64.5pt\"></td><td style=\"padding:0;width:64.5pt\"></td><td style=\"padding:0;width:64.5pt\"></td><td style=\"padding:0;width:64.5pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss600\"><div><div class=\"ps6966 ss592\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5405 ss859\"><div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps9504\">Warranties<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2396 ss859\"><div><div class=\"ps1729 ss56\"><span class=\"f charStyle-99bfcfa0 ps9505\">Onerous <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps9506\">contracts</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5 ss859\"><div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps9507\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6935 ss859\"><div><div class=\"ps1727 ss56\"><span class=\"f charStyle-99bfcfa0 ps5929\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2274 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-ac370e2b ps1\">Expected timing of payments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3078 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Payment within one year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9574 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.29pt\"></span></span><span class=\"ps9546\">182</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9575 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.77pt\"></span></span><span class=\"ps9510\">1,424</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9576 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.29pt\"></span></span><span class=\"ps9546\">169</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9577 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.77pt\"></span></span><span class=\"ps9510\">1,775</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps21 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Payment after one year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9578 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">643</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9579 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.29pt\"></span></span><span class=\"ps9546\">150</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps22 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.3pt\"></span></span><span class=\"ps9512\">1,122</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9580 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.3pt\"></span></span><span class=\"ps9512\">1,915</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5979 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-2dae0141 ps1\">Total as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9581 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.28pt\"></span></span><span class=\"ps9537\">825</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9582 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.36pt\"></span></span><span class=\"ps9539\">1,574</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9583 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.98pt\"></span></span><span class=\"ps9541\">1,291</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9584 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.74pt\"></span></span><span class=\"ps6000\">3,690</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9585 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Payment within one year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9586 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.88pt\"></span></span><span class=\"ps9562\">76</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9587 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">576</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9588 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">259</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9590 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.82pt\"></span></span><span class=\"ps9589\">911</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2115 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-cb0bd68b ps1\">Payment after one year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9591 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.76pt\"></span></span><span class=\"ps9508\">848</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9592 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.88pt\"></span></span><span class=\"ps9562\">23</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9593 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.77pt\"></span></span><span class=\"ps9510\">1,268</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9594 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.77pt\"></span></span><span class=\"ps9510\">2,139</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps270 ss862\"><div><div class=\"ps424 ss592\"><span class=\"f charStyle-2dae0141 ps1\">Total as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9595 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.28pt\"></span></span><span class=\"ps9537\">924</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9596 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.28pt\"></span></span><span class=\"ps9537\">599</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9597 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:39.36pt\"></span></span><span class=\"ps9539\">1,526</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9598 ss347\"><div><div class=\"ps424 ss56\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.74pt\"></span></span><span class=\"ps6000\">3,050</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9599 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Warranties</span></div><div class=\"ps9600 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The provision for warranties relates to expected re-work for products and services delivered to customers. </span></div><div class=\"ps9601 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The warranty period is normally two to five years. The provision is based on the historical average warranty </span></div><div class=\"ps9602 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">expense for each type of equipment and an assessment of the value of delivered products and services </span></div><div class=\"ps9603 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">currently in the warranty period. The provision can also be a higher or lower amount following a specific <span class=\"f ps2\"> </span></span></div><div class=\"ps9604 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">evaluation of the actual circumstances for each contract. The final warranty cost may differ from the </span></div><div class=\"ps9609 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">estimated warranty provision. Warranty provisions in </span><span class=\"f charStyle-15433314 ps9605\">2024</span><span class=\"f charStyle-15433314 ps9606\"> and </span><span class=\"f charStyle-15433314 ps9607\">2025</span><span class=\"f charStyle-15433314 ps9608\"> include amounts related to the </span></div><div class=\"ps9610 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">disposed subsea business that was contributed into SLB OneSubsea. Aker Solutions is responsible for </span></div><div class=\"ps9611 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">possible warranty claims related to subsea deliveries before the transaction. </span></div><div class=\"ps9612 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Onerous Contracts</span></div><div class=\"ps9613 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The provision includes onerous customer contracts with expected losses upon completion. The provision is </span></div><div class=\"ps9614 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">mainly driven by legacy lump sum projects contracted in 2021. The cost in the projects have been impacted </span></div><div class=\"ps9615 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">by increased commodity prices and supply chain constraints driven by the war in Ukraine, changes in designs </span></div><div class=\"ps9616 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and increased carry-over work from a subcontractor.</span></div><div class=\"ps9617 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">19</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note 19 Provisions and Contingent Liabilities cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Other</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">Other provisions relate to other liabilities with uncertain timing or amount. This includes provisions related to </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">certain indemnities given in relation to the disposal of the subsea operations in 2023 of NOK </span><span class=\"f charStyle-15433314 ps9619\">982</span><span class=\"f charStyle-27c8d1b7 ps9620\"> million </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">(NOK </span><span class=\"f charStyle-15433314 ps9621\">978</span><span class=\"f charStyle-27c8d1b7 ps9622\"> million in </span><span class=\"f charStyle-15433314 ps9623\">2024</span><span class=\"f charStyle-27c8d1b7 ps9624\">) reported as part of the result from discontinued operations in 2023. The subsea </span></div><div class=\"ps844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">related provision includes the ICMS tax claim in Brazil and is dependent on the administrative and legal </span></div><div class=\"ps845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">proceedings. The timing of a final decision is difficult to determine and it could take five to ten years before a </span></div><div class=\"ps1352 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">final decision is made. The subsea related provision also includes provision for unavoidable costs during the </span></div><div class=\"ps1353 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">next ten years on premises remaining in Aker Solutions after the disposal of subsea operations. </span></div><div class=\"ps848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Other provisions includes provisions for restructuring, mainly in Norway and the UK. Total amount included in </span></div><div class=\"ps849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">other provisions amount to NOK </span><span class=\"f charStyle-15433314 ps9625\">223</span><span class=\"f charStyle-15433314 ps9626\"> million for </span><span class=\"f charStyle-15433314 ps9627\">2025</span><span class=\"f charStyle-15433314 ps9628\"> (</span><span class=\"f charStyle-15433314 ps9629\">0</span><span class=\"f charStyle-15433314 ps9630\"> in </span><span class=\"f charStyle-15433314 ps9631\">2024</span><span class=\"f charStyle-15433314 ps9632\">). Provision for gratitude pensions of NOK 27 </span></div><div class=\"ps1798 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">million related to prior years have been reclassified from pension liability to other provisions in 2025.</span></div><div class=\"ps851 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-27c8d1b7 ps236\">Other provisions also include provisions for claims, leasehold dilapidations, tax and certain employee </span></div>benefits.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfProvisionsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-382": {
   "value": "<div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A provision is a liability with uncertain timing and amount. Provisions are recognized when cash outflow is </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">considered probable, the amount can be reliably estimated and the obligation is a result of a past event. All <span class=\"f ps2\"> </span></span></div>provisions are presented as short-term as they are part of the operating cycle.",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForProvisionsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-383": {
   "value": "<div class=\"ps7846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A contingent liability is a possible obligation that arises from past events that typically depends on a future </span></div><div class=\"ps9191 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">event outside of the company's control, for example a court decision. A provision is made when it is </span></div>considered as probable that cash outflow will take place, and the obligation can be measured reliably.",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForContingentLiabilitiesAndContingentAssetsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-384": {
   "value": "<span class=\"f charStyle-58d2db5a ps9645\">Trade and Other Payables</span><div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Trade and Other Payables</span></div><div class=\"ps7794 ss13\"><div class=\"ss820 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:275.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss818\"><div><div class=\"ps8 ss817\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8842 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8843 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Trade creditors<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8844 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">3,421</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8845 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">2,744</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Trade creditors, related parties<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8846 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,896</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8847 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">25</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1461 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Trade payables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8848 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">5,317</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8849 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">2,769</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1417 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Accrued operating costs<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9646 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">5,748</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9647 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">7,403</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Public duties and taxes<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9648 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">945</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9649 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">993</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Other current liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9651 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.58pt\"></span></span><span class=\"ps9650\">1,141</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9652 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.05pt\"></span></span><span class=\"ps6905\">1,015</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7503 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Other payables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9653 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">7,834</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9655 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.73pt\"></span></span><span class=\"ps9654\">9,411</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7507 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9657 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.07pt\"></span></span><span class=\"ps9656\">13,151</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9659 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.45pt\"></span></span><span class=\"ps9658\">12,180</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9660 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Accrued operating costs mainly relate to cost accruals in projects, salary and holiday pay for own employees </span></div><div class=\"ps9662 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and cost for hired in personnel and was impacted by high activity level in 2025 and 2024. </span><span class=\"f charStyle-15433314 ps9661\">Accrued operating </span></div><div class=\"ps9664 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">costs at year end 2024 included NOK 1.3 billion related to cost not yet invoiced by joint venture in Dubai</span><span class=\"f charStyle-15433314 ps9663\">.</span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Trade creditors include NOK </span><span class=\"f charStyle-15433314 ps9665\">13</span><span class=\"f charStyle-15433314 ps9666\"> million as of December 31, </span><span class=\"f charStyle-15433314 ps9667\">2025</span><span class=\"f charStyle-15433314 ps9668\"> (NOK </span><span class=\"f charStyle-15433314 ps9669\">10</span><span class=\"f charStyle-15433314 ps9670\"> million in </span><span class=\"f charStyle-15433314 ps9671\">2024</span><span class=\"f charStyle-15433314 ps9672\">) </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">due after one year.</span></div><div class=\"ps9673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">See note 3</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about customer contract liabilities</span></div><div class=\"ps9209 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_460\" style=\"z-index:1\">See note 27</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about payables to related parties</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTradeAndOtherPayablesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-385": {
   "value": "<div class=\"ps6642 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Trade and Other Payables</span></div><div class=\"ps7794 ss13\"><div class=\"ss820 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:275.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss818\"><div><div class=\"ps8 ss817\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8842 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8843 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Trade creditors<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8844 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">3,421</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8845 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">2,744</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Trade creditors, related parties<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8846 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">1,896</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8847 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">25</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1461 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Trade payables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8848 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">5,317</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps8849 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">2,769</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1417 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Accrued operating costs<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9646 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">5,748</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9647 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">7,403</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Public duties and taxes<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9648 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">945</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9649 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.51pt\"></span></span><span class=\"ps8782\">993</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Other current liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9651 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.58pt\"></span></span><span class=\"ps9650\">1,141</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9652 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.05pt\"></span></span><span class=\"ps6905\">1,015</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7503 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Other payables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9653 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">7,834</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9655 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:41.73pt\"></span></span><span class=\"ps9654\">9,411</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7507 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9657 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.07pt\"></span></span><span class=\"ps9656\">13,151</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9659 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.45pt\"></span></span><span class=\"ps9658\">12,180</span></span></div></div></div></td></tr></tbody></table></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherCurrentLiabilitiesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-386": {
   "value": "<span class=\"f charStyle-58d2db5a ps8566\">Financial Risk Management and Exposures</span><div class=\"ps9675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">The objective of financial risk management is to manage and control financial risk exposures to increase the </span></div><div class=\"ps9676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">predictability of earnings and minimize potential adverse effects on the company\u2019s financial performance from </span></div><div class=\"ps9677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">volatility in financial markets. The most prominent financial risk for Aker Solutions is currency exposure arising </span></div><div class=\"ps9678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">from costs and revenues in foreign currency. Aker Solutions uses derivatives to hedge currency risk exposures and </span></div><div class=\"ps6783 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">aims to apply hedge accounting whenever possible in order to reduce the volatility resulting from the periodic </span></div><div class=\"ps6784 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">market-to-market revaluation of financial instruments in the income statement. The company is also exposed to </span></div><div class=\"ps6785 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">interest rate risk, credit risk, liquidity risk and price risk. </span></div><div class=\"ps9679 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Risk Management</span></div><div class=\"ps6767 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Risk management of financial risks is performed in every project and is the responsibility of the project </span></div><div class=\"ps6768 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">manager. They cooperate with local finance managers and treasury to identify, evaluate and hedge financial </span></div><div class=\"ps6769 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">risks in line with governing documents approved by the Board of Directors. The company has well-</span></div><div class=\"ps1617 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">established procedures for overall risk management, as well as procedures for the use of derivatives and </span></div><div class=\"ps1618 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">financial investments.</span></div><div class=\"ps9680 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Geopolitical unrest</span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">An unstable geopolitical situation has increased volatility and risk in financial markets over the recent years. </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The geopolitical situation remains uncertain, and continues to negatively affect prices and financial markets. </span></div><div class=\"ps9673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-009481af ps1348\">Currency risk:</span><span class=\"f charStyle-15433314 ps9681\"> Volatility in the currency market remains high. Aker Solutions uses c</span><span class=\"f charStyle-15433314 ps9682\">urrency</span><span class=\"f charStyle-15433314 ps9683\"> variation </span></div><div class=\"ps9684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">clauses, multi-currency contract formats, escalation mechanisms, contingency buffer included in tender </span></div><div class=\"ps9685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">prices, and currency options to mitigate contingent currency exposures in tenders.</span></div><div class=\"ps9687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-009481af ps1348\">Credit risk:</span><span class=\"f charStyle-15433314 ps9686\"> Operational challenges due to restrictions on mobility, volatile commodity prices and the </span></div><div class=\"ps9688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">ongoing transition towards renewable energy has increased credit risk in the energy sector. Due to a </span></div><div class=\"ps6694 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">predominance of large international energy companies with a relatively low credit risk in its customer </span></div><div class=\"ps6695 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">base, the exposure for Aker Solutions to this increased credit risk is limited.</span></div><div class=\"ps9690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-009481af ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-009481af ps1348\">Liquidity risk:</span><span class=\"f charStyle-15433314 ps9689\"> The current market uncertainty has increased the liquidity risk. However, solid order </span></div><div class=\"ps9691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">backlog and strong cash generation from operations have contributed to a strong balance sheet and </span></div><div class=\"ps9692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">visibility. </span></div><div class=\"ps9693 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Currency Risk</span></div><div class=\"ps9677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions has international operations and is exposed to currency risk on commercial transactions, </span></div><div class=\"ps9678 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">assets and liabilities when payments and revenues are denominated in a currency other than the functional </span></div><div class=\"ps6783 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">currency of the respective entity. The company's exposure to currency risk is primarily related to USD, EUR </span></div><div class=\"ps6784 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and GBP. The company's primary translation risk is related to USD, EUR and GBP.</span></div><div class=\"ps9694 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Use of Currency Derivatives</span></div><div class=\"ps6711 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The Aker Solutions' governing procedures require all entities to identify and mitigate currency exposure in all </span></div><div class=\"ps6712 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">contracts. Aker Solutions manages the currency risk in the tender period either by including currency clauses </span></div><div class=\"ps6713 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">in the tender, entering into derivative instruments or including a contingency in the tender price. All entities </span></div><div class=\"ps6714 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">identify and hedge their exposure with the Corporate treasury department. The Corporate treasury </span></div><div class=\"ps6715 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">department manages the overall currency exposures based on well established currency risk strategy and </span></div><div class=\"ps9695 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">procedures.</span></div><div class=\"ps6684 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Each entity designates all foreign currency hedge contracts with treasury as cash flow hedges or as hedges </span></div><div class=\"ps6685 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of separate embedded derivatives. Treasury enters into external foreign exchange contracts separately for </span></div><div class=\"ps6686 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">revenue and cost exposure. The overarching strategy is that 80 percent of the value of the hedging </span></div><div class=\"ps6687 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">instruments shall either qualify for hedge accounting or be hedges of separate embedded derivatives.The </span></div><div class=\"ps6688 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">qualifying portion of hedges was 92 percent as of December 31, 2025. Treasury monitors hedges not </span></div><div class=\"ps6689 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">qualifying for hedge accounting and non-qualifying hedges are reported in the \"other\" segment. Currency </span></div><div class=\"ps6690 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">exposure from long-term investments in foreign currencies is only hedged when specifically instructed by </span></div><div class=\"ps6691 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">management. A net-investment hedge to mitigate the foreign exchange risk associated with parts of Aker </span></div><div class=\"ps6692 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Solutions\u2019 investments denominated in USD has been in place since 2024.</span></div><div class=\"ps9696 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Non-Convertible Currencies</span></div><div class=\"ps9697 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions operates in some jurisdictions where regulations and requirements may limit the convertibility </span></div><div class=\"ps9698 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of local currency and restrict free flow of cash. Mitigating actions are taken to minimize the currency </span></div><div class=\"ps9699 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">exposure. However, Aker Solutions has historically experienced currency exposures in such jurisdictions </span></div><div class=\"ps9700 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">where no means of hedging has been available.</span></div><div class=\"ps3345 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">21</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">21</span><span class=\"f charStyle-15433314 ps8195\"> Financial Risk Management and Exposures cont</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Exposure to Currency Risk</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The net exposure as of December 31 is shown in the following table. A bank deposit in a currency different </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">than the functional currency of the entity represent an exposure for the group. A negative amount on bank </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">deposits represent an overdraft for the entities. Estimated forecasted cash flows in the table are calculated </span></div><div class=\"ps392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">based on the entity's hedge transactions with treasury, as these are considered to be the best estimate of </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">future revenue and cost in foreign currencies. The net exposure is closely monitored by treasury.</span></div><div class=\"ps8760 ss13\"><div class=\"ss867 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:222pt\"></td><td style=\"padding:0;width:33.75pt\"></td><td style=\"padding:0;width:33.75pt\"></td><td style=\"padding:0;width:33.75pt\"></td><td style=\"padding:0;width:33.75pt\"></td><td style=\"padding:0;width:33.75pt\"></td><td style=\"padding:0;width:33.75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"3\" style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7569 ss863\"><div><div class=\"ps2498 ss155\"><span class=\"f charStyle-99bfcfa0 ps9702\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"3\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9704 ss863\"><div><div class=\"ps2498 ss155\"><span class=\"f charStyle-99bfcfa0 ps9703\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss865\"><div><div class=\"ps8 ss864\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9705 ss356\"><div><div class=\"ps2498 ss355\"><span class=\"f charStyle-99bfcfa0 ps2960\">USD<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9707 ss356\"><div><div class=\"ps2498 ss355\"><span class=\"f charStyle-99bfcfa0 ps9706\">EUR<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9708 ss356\"><div><div class=\"ps2498 ss355\"><span class=\"f charStyle-99bfcfa0 ps4231\">GBP<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9709 ss356\"><div><div class=\"ps2498 ss355\"><span class=\"f charStyle-99bfcfa0 ps2960\">USD<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps429 ss356\"><div><div class=\"ps2498 ss355\"><span class=\"f charStyle-99bfcfa0 ps9706\">EUR<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9710 ss356\"><div><div class=\"ps2498 ss355\"><span class=\"f charStyle-99bfcfa0 ps4231\">GBP<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps1411 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-cb0bd68b ps1\">Bank deposits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9712 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-77</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9713 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-35</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9715 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.03pt\"></span></span><span class=\"ps9714\">-114</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9717 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.5pt\"></span></span><span class=\"ps9716\">-150</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9718 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.5pt\"></span></span><span class=\"ps9716\">-128</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9719 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.5pt\"></span></span><span class=\"ps9716\">-165</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1413 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-cb0bd68b ps1\">Intercompany and related parties deposits (+) and loan (-)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9720 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-59</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9722 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.74pt\"></span></span><span class=\"ps9721\">-1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9723 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.74pt\"></span></span><span class=\"ps9721\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9724 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9726 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.25pt\"></span></span><span class=\"ps9725\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9727 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.74pt\"></span></span><span class=\"ps9721\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps4068 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-2dae0141 ps1\">Balance sheet exposure<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9729 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.11pt\"></span></span><span class=\"ps9728\">-136</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9730 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.77pt\"></span></span><span class=\"ps6217\">-37</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9732 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.73pt\"></span></span><span class=\"ps9731\">-115</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9734 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.49pt\"></span></span><span class=\"ps9733\">-223</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9735 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.11pt\"></span></span><span class=\"ps9728\">-128</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9736 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.11pt\"></span></span><span class=\"ps9728\">-166</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7323 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-cb0bd68b ps1\">Forecasted receipts from customers<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9737 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.66pt\"></span></span><span class=\"ps3123\">31</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9738 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.01pt\"></span></span><span class=\"ps3647\">283</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9739 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.66pt\"></span></span><span class=\"ps3123\">10</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9740 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.19pt\"></span></span><span class=\"ps3209\">11</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9742 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.13pt\"></span></span><span class=\"ps9741\">90</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9743 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.13pt\"></span></span><span class=\"ps9741\">22</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4986 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-cb0bd68b ps1\">Forecasted payments to vendors<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9744 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-42</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9745 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-40</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9747 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.62pt\"></span></span><span class=\"ps9746\">-15</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9748 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.62pt\"></span></span><span class=\"ps9746\">-31</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9749 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.09pt\"></span></span><span class=\"ps9711\">-64</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9750 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.62pt\"></span></span><span class=\"ps9746\">-14</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7938 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-2dae0141 ps1\">Cash flow exposure<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9751 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.01pt\"></span></span><span class=\"ps6061\">-11</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9753 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:14.53pt\"></span></span><span class=\"ps9752\">243</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9754 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.05pt\"></span></span><span class=\"ps6322\">-6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9755 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.77pt\"></span></span><span class=\"ps6217\">-20</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9757 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.81pt\"></span></span><span class=\"ps9756\">26</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9758 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.09pt\"></span></span><span class=\"ps5994\">8</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps4789 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-cb0bd68b ps1\">Forward exchange contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9760 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.54pt\"></span></span><span class=\"ps9759\">146</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9762 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.97pt\"></span></span><span class=\"ps9761\">-206</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9764 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.07pt\"></span></span><span class=\"ps9763\">121</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9765 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.01pt\"></span></span><span class=\"ps3647\">240</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9766 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.54pt\"></span></span><span class=\"ps9759\">102</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9767 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.54pt\"></span></span><span class=\"ps9759\">157</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1432 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-2dae0141 ps1\">Net exposure in currency<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9768 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.09pt\"></span></span><span class=\"ps5994\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9769 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.09pt\"></span></span><span class=\"ps5994\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9770 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.09pt\"></span></span><span class=\"ps5994\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9771 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.05pt\"></span></span><span class=\"ps6322\">-3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9772 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.09pt\"></span></span><span class=\"ps5994\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9774 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.67pt\"></span></span><span class=\"ps9773\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5775 ss866\"><div><div class=\"ps424 ss864\"><span class=\"f charStyle-2dae0141 ps1\">Net exposure in NOK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9775 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.05pt\"></span></span><span class=\"ps6322\">-4</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9776 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.67pt\"></span></span><span class=\"ps9773\">-1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9777 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.71pt\"></span></span><span class=\"ps4495\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9778 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.77pt\"></span></span><span class=\"ps6217\">-30</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9779 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.05pt\"></span></span><span class=\"ps6322\">-4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9781 ss360\"><div><div class=\"ps424 ss355\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.39pt\"></span></span><span class=\"ps9780\">-13</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps5172 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Treasury is allowed to hold positions within an approved trading mandate. The currency exposures in USD, </span></div><div class=\"ps9786 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">EUR and GBP per December 31, </span><span class=\"f charStyle-15433314 ps9782\">2025</span><span class=\"f charStyle-15433314 ps9783\"> and </span><span class=\"f charStyle-15433314 ps9784\">2024</span><span class=\"f charStyle-15433314 ps9785\">, were within the trading mandate. </span></div><div class=\"ps9788 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Sensitivity Analysis</span><span class=\"f charStyle-f8172550 ps9787\"> - Fair Value of Financial Instruments</span></div><div class=\"ps9789 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">A change in currency rate impacts the value of monetary assets and liabilities resulting in gains and losses </span></div><div class=\"ps9790 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">for the subsidiaries and the group. Items such as accounts receivables and accounts payables are either </span></div><div class=\"ps9791 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">hedged naturally through our customer and supplier contracts or they are hedged with foreign currency </span></div><div class=\"ps9792 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">derivatives. The material foreign exchange exposure for the group lies in the 20 percent ownership of SLB </span></div><div class=\"ps9793 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">OneSubsea and the ownership of shares in SLB. Part of the foreign exchange exposure of the ownership in </span></div><div class=\"ps9794 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">SLB OneSubsea has been hedged with foreign exchange forward contracts. The impact on net income and </span></div><div class=\"ps9795 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">equity from the ownership of these assets have the following effects from a 15 percent strengthening of USD:</span></div><div class=\"ps234 ss13\"><div class=\"ss875 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:215.25pt\"></td><td style=\"padding:0;width:73.5pt\"></td><td style=\"padding:0;width:73.5pt\"></td><td style=\"padding:0;width:73.5pt\"></td></tr><tr style=\"height:36.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss869\"><div><div class=\"ps6924 ss868\"><span class=\"f charStyle-99bfcfa0 ps1\">USD 15 percent strengthening<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9797 ss870\"><div><div class=\"ps6924 ss190\"><span class=\"f charStyle-99bfcfa0 ps6972\">USD million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9800 ss870\"><div><div class=\"ps6931 ss190\"><span class=\"f charStyle-99bfcfa0 ps9798\">NOK million <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss190\"><span class=\"f charStyle-99bfcfa0 ps3501\">Income (loss) </span></div><div class=\"ps6924 ss190\"><span class=\"f charStyle-99bfcfa0 ps9799\">before tax</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9803 ss870\"><div><div class=\"ps6931 ss190\"><span class=\"f charStyle-99bfcfa0 ps9798\">NOK million <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss190\"><span class=\"f charStyle-99bfcfa0 ps9801\">Equity increase </span></div><div class=\"ps6924 ss190\"><span class=\"f charStyle-99bfcfa0 ps9802\">(decrease)</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss871\"><div><div class=\"ps9804 ss868\"><span class=\"f charStyle-15433314 ps1\">OneSubsea Investments UK Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9806 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.76pt\"></span></span><span class=\"ps9805\">409</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9808 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65pt\"></span></span><span class=\"ps9807\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9810 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.29pt\"></span></span><span class=\"ps9809\">617</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6947 ss871\"><div><div class=\"ps9804 ss868\"><span class=\"f charStyle-15433314 ps1\">OneSubsea LLC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9812 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.88pt\"></span></span><span class=\"ps9811\">89</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9813 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65pt\"></span></span><span class=\"ps9807\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9814 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.29pt\"></span></span><span class=\"ps9809\">135</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6297 ss871\"><div><div class=\"ps9804 ss868\"><span class=\"f charStyle-15433314 ps1\">Shares in SLB</span><span class=\"f charStyle-c8e154bf ps9815\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9816 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.29pt\"></span></span><span class=\"ps9809\">194</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9817 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.76pt\"></span></span><span class=\"ps9805\">293</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9818 ss872\"><div><div class=\"ps424 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.76pt\"></span></span><span class=\"ps9805\">293</span></span></div></div></div></td></tr><tr style=\"height:24pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6056 ss873\"><div><div class=\"ps9819 ss868\"><span class=\"f charStyle-15433314 ps1\">Forward foreign exchange contracts for SLB <span class=\"f ps2\"> </span></span></div><div class=\"ps9820 ss868\"><span class=\"f charStyle-15433314 ps1\">OneSubsea investments</span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9823 ss874\"><div><div class=\"ps9822 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.78pt\"></span></span><span class=\"ps9821\">-121</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9824 ss874\"><div><div class=\"ps9822 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:65pt\"></span></span><span class=\"ps9807\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9826 ss874\"><div><div class=\"ps9822 ss190\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.25pt\"></span></span><span class=\"ps9825\">-183</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9828 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1587\">1) </span><span class=\"f charStyle-eea200a5 ps9827\">Shares in SLB have been disposed after December 31, 2025.</span></div><div class=\"ps9829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Credit Risk</span></div><div class=\"ps9830 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Credit risk is the risk of financial losses if a customer or counterparty to financial receivables and financial </span></div><div class=\"ps9831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">instruments fails to meet contractual obligations. </span></div><div class=\"ps9832 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Investment Instruments and Derivatives </span></div><div class=\"ps9833 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Investment instruments, loans, credit facilities and derivatives are only conducted with approved </span></div><div class=\"ps9834 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">counterparties and governed by standard agreements (ISDA, Nordic Trustee and LMA documentation). All </span></div><div class=\"ps9835 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">approved banks are participants in the Aker Solutions loan syndicate and have investment grade ratings. </span></div><div class=\"ps9836 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Credit risk related to investment securities and derivatives is therefore considered to be low.</span></div><div class=\"ps9837 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Trade Receivables and Contract Assets</span></div><div class=\"ps9838 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Assessment of credit risk related to customers and subcontractors is an important requirement in the bid </span></div><div class=\"ps9839 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">phase and throughout the contract period. Such assessments are based on credit ratings, income statement </span></div><div class=\"ps9840 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and balance sheet reviews and using credit assessment tools available (e.g. BvD Procurement Catalyst). </span></div><div class=\"ps9841 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Revenues are mainly related to large and long-term projects closely followed up in terms of payments in </span></div><div class=\"ps9842 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">accordance with agreed milestones. Normally, lack of payment is due to disagreements related to project </span></div><div class=\"ps9843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">deliveries and is solved together with the customer. </span></div><div class=\"ps9844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions\u2019 major customers are highly rated energy companies where the credit risk is considered to be </span></div><div class=\"ps9845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">limited. Risk related to lower rated companies is monitored closely. The maximum exposure to credit risk at </span></div><div class=\"ps9847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the reporting date equals the book value of each category of financial assets. </span><span class=\"f charStyle-15433314 ps9846\">The company does not hold </span></div><div class=\"ps9848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">collateral as security.</span></div><div class=\"ps9849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">21</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">21</span><span class=\"f charStyle-15433314 ps8195\"> Financial Risk Management and Exposures cont</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Measurement of Expected Credit Losses (ECLs)</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">Impairment is assessed using the expected credit loss (ECL) method for financial assets. The company considers a </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">financial asset to be in default when the borrower is unlikely to pay its credit obligation to the company in full. ECLs </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">are estimated probability-weighted net present value of future expected credit losses. ECLs are discounted at the </span></div><div class=\"ps392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">effective interest rate of the financial asset. Loss allowances for trade receivables, contract assets and lease </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">receivables are always measured at an amount equal to lifetime ECLs. Twelve month ECLs are used for interest-</span></div><div class=\"ps401 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">bearing receivables and bank balances for which credit risk has not increased significantly since initial recognition.</span><span class=\"f charStyle-15433314 ps9850\"> </span></div><div class=\"ps2701 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">At each reporting date, the company assesses whether any financial assets are credit-impaired. Evidence </span></div><div class=\"ps2005 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">that a financial asset is credit-impaired includes when invoices are more than 90 days past due without </span></div><div class=\"ps2569 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">agreed postponement, knowledge of significant financial difficulty of the customer or debtor or other </span></div><div class=\"ps2570 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">forward-looking information. The gross carrying amount of a financial asset is written off (either partially or in </span></div><div class=\"ps2571 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">full) to the extent that there is no realistic prospect of recovery. This is generally the case when the company </span></div><div class=\"ps1722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">determines that the debtor does not have assets or sources of income that could generate sufficient cash </span></div><div class=\"ps1867 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">flows to repay the amounts subject to write-off.</span></div><div class=\"ps9852 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Liquidity Risk</span></div><div class=\"ps1293 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Liquidity risk is the risk that the company is unable to meet the obligations associated with its financial </span></div><div class=\"ps738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">liabilities. The company's approach to managing liquidity is to ensure, as far as possible, that it will always </span></div><div class=\"ps739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">have sufficient liquidity reserves to meet its liabilities when due. </span></div><div class=\"ps1319 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Prudent liquidity risk management includes maintaining sufficient cash, the availability of funding from an </span></div><div class=\"ps1320 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">adequate amount of committed credit facilities and the ability to close out market positions. Management </span></div><div class=\"ps1321 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">monitors rolling weekly and monthly forecasts of the company\u2019s liquidity reserve on the basis of expected </span></div><div class=\"ps745 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">cash flow. Due to the dynamic nature of the underlying businesses, treasury maintains flexibility in funding by </span></div><div class=\"ps1322 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">maintaining availability under committed credit lines in addition to cash and liquid investments. </span></div><div class=\"ps755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Financial Liabilities and the Period in which they Mature</span></div><div class=\"ps5738 ss13\"><div class=\"ss75 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:142.5pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:15.75pt\"><td colspan=\"8\" style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4 ss876\"><div><div class=\"ps2498 ss75\"><span class=\"f charStyle-99bfcfa0 ps1\">2025<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:36.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss878\"><div><div class=\"ps6923 ss877\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9856 ss879\"><div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9854\">Book <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9855\">value</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9858 ss879\"><div><div class=\"ps6931 ss302\"><span class=\"f charStyle-99bfcfa0 ps4163\">Total </span></div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps4708\">cash </span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps2822\">flow</span><span class=\"f charStyle-f2f4b7a4 ps9857\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9862 ss879\"><div><div class=\"ps6931 ss302\"><span class=\"f charStyle-99bfcfa0 ps9859\">6 <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9860\">months </span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9861\">and less</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9864 ss879\"><div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9863\">6-12 <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9860\">months</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9865 ss879\"><div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps5016\">1-2 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2926 ss879\"><div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9866\">2-5 <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9867\">years</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2927 ss879\"><div><div class=\"ps6931 ss302\"><span class=\"f charStyle-99bfcfa0 ps9868\">More <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9869\">than 5 </span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9867\">years</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps567 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-cb0bd68b ps1\">Financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9871 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.38pt\"></span></span><span class=\"ps9870\">56</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9872 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.38pt\"></span></span><span class=\"ps9870\">56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9873 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.38pt\"></span></span><span class=\"ps9870\">27</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9874 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">9</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9876 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.91pt\"></span></span><span class=\"ps9875\">19</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9877 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9878 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-cb0bd68b ps1\">Trade and other payables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9880 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.21pt\"></span></span><span class=\"ps9879\">13,151</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9881 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.21pt\"></span></span><span class=\"ps9879\">13,151</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9882 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.68pt\"></span></span><span class=\"ps2951\">13,136</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9883 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9884 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9885 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">9</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9886 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">4</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-cb0bd68b ps1\">Lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9887 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.27pt\"></span></span><span class=\"ps9798\">3,135</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9888 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.74pt\"></span></span><span class=\"ps5053\">3,866</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9889 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">403</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9890 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">354</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9891 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">594</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9893 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.8pt\"></span></span><span class=\"ps9892\">1,071</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9894 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.27pt\"></span></span><span class=\"ps9798\">1,444</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1473 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-2dae0141 ps1\">Total liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9896 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.2pt\"></span></span><span class=\"ps9895\">16,341</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9897 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.58pt\"></span></span><span class=\"ps3827\">17,072</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9898 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.58pt\"></span></span><span class=\"ps3827\">13,566</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9899 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.78pt\"></span></span><span class=\"ps9449\">365</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9901 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.4pt\"></span></span><span class=\"ps9900\">613</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9902 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.86pt\"></span></span><span class=\"ps4212\">1,080</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9903 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.86pt\"></span></span><span class=\"ps4212\">1,448</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9905 ss13\"><div class=\"ss75 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:142.5pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:15.75pt\"><td colspan=\"8\" style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps4 ss876\"><div><div class=\"ps2498 ss75\"><span class=\"f charStyle-b27573d2 ps1\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:36.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss878\"><div><div class=\"ps6923 ss877\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9856 ss879\"><div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9854\">Book <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9855\">value</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9858 ss879\"><div><div class=\"ps6931 ss302\"><span class=\"f charStyle-20997640 ps4163\">Total </span></div><div class=\"ps6933 ss302\"><span class=\"f charStyle-20997640 ps4708\">cash </span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-20997640 ps2822\">flow</span><span class=\"f charStyle-f4874ced ps9857\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9862 ss879\"><div><div class=\"ps6931 ss302\"><span class=\"f charStyle-99bfcfa0 ps9859\">6 <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9860\">months </span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9861\">and less</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9864 ss879\"><div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9863\">6-12 <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9860\">months</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9865 ss879\"><div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps5016\">1-2 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2926 ss879\"><div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9866\">2-5 <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9867\">years</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2927 ss879\"><div><div class=\"ps6931 ss302\"><span class=\"f charStyle-99bfcfa0 ps9868\">More <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss302\"><span class=\"f charStyle-99bfcfa0 ps9869\">than 5 </span></div><div class=\"ps6924 ss302\"><span class=\"f charStyle-99bfcfa0 ps9867\">years</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps567 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-cb0bd68b ps1\">Financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9871 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.91pt\"></span></span><span class=\"ps9875\">17</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9872 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.91pt\"></span></span><span class=\"ps9875\">17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9873 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9874 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9876 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9877 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9878 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-cb0bd68b ps1\">Trade and other payables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9880 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.68pt\"></span></span><span class=\"ps2951\">12,180</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9881 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.68pt\"></span></span><span class=\"ps2951\">12,180</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9882 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.68pt\"></span></span><span class=\"ps2951\">12,170</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9883 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.03pt\"></span></span><span class=\"ps9904\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9884 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9885 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.91pt\"></span></span><span class=\"ps9875\">10</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9886 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33.5pt\"></span></span><span class=\"ps9434\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-cb0bd68b ps1\">Lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9887 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.74pt\"></span></span><span class=\"ps5053\">3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9888 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:15.74pt\"></span></span><span class=\"ps5053\">3,846</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9889 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">443</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9890 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.26pt\"></span></span><span class=\"ps9427\">393</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9891 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.79pt\"></span></span><span class=\"ps9429\">621</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9893 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:17.27pt\"></span></span><span class=\"ps9798\">1,225</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9894 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.8pt\"></span></span><span class=\"ps9892\">1,163</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1473 ss880\"><div><div class=\"ps424 ss877\"><span class=\"f charStyle-2dae0141 ps1\">Total liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9896 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.58pt\"></span></span><span class=\"ps3827\">15,542</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9897 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.58pt\"></span></span><span class=\"ps3827\">16,043</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9898 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:13.2pt\"></span></span><span class=\"ps9895\">12,621</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9899 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.78pt\"></span></span><span class=\"ps9449\">400</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9901 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.78pt\"></span></span><span class=\"ps9449\">623</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9902 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.86pt\"></span></span><span class=\"ps4212\">1,237</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9903 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18.48pt\"></span></span><span class=\"ps6120\">1,163</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps9906 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps1587\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1965\">Nominal currency value including interest.</span></div><div class=\"ps9907 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Cash Pool Arrangements</span></div><div class=\"ps9908 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company policy for the purpose of optimizing availability and flexibility of cash within the company is to </span></div><div class=\"ps9909 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">operate centrally managed cash pooling arrangements. Such arrangements are either organized with a bank </span></div><div class=\"ps9910 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">as a service provider, or as a part of the operation of treasury. An important condition for the participants </span></div><div class=\"ps9911 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">(entities) in such cash pooling arrangements is that Aker Solutions as an owner of such pools is financially </span></div><div class=\"ps9912 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">viable and is able to prove its capability to service its obligations concerning repayment of any net deposits </span></div><div class=\"ps9913 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">made by entities. The company policy is not applied in countries where local laws prohibit international cash </span></div><div class=\"ps9916 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">pool arrangements, such as </span><span class=\"f charStyle-15433314 ps9914\">India, Congo and Canada</span><span class=\"f charStyle-15433314 ps9915\">.</span></div><div class=\"ps9917 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">21</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">21</span><span class=\"f charStyle-15433314 ps8195\"> Financial Risk Management and Exposures cont</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Price Risk</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The company is exposed to fluctuations in market prices both in the investment portfolio and in the operating </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">businesses related to individual contracts. The units are exposed to changes in market prices for raw </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">materials, equipment and wage inflation. This is managed in the bid process by locking in committed prices </span></div><div class=\"ps844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">from key vendors as basis for offers to customers or through escalation clauses with customers.</span></div><div class=\"ps9918 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Guarantees</span></div><div class=\"ps2569 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The company has provided the following guarantees on behalf of wholly owned subsidiaries and related </span></div><div class=\"ps2570 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">parties as of December 31 (all obligations are per date of issue):</span></div><div class=\"ps1881 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Non-financial parent company guarantees related to project performance on behalf of group companies</span></div><div class=\"ps4410 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Financial parent company indemnity guarantees for fulfillment of lease obligations, credits and loans </span></div><div class=\"ps4411 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">were NOK </span><span class=\"f charStyle-15433314 ps9919\">6.6</span><span class=\"f charStyle-15433314 ps9920\"> billion (NOK </span><span class=\"f charStyle-15433314 ps9921\">7.6</span><span class=\"f charStyle-15433314 ps9922\"> billion in </span><span class=\"f charStyle-15433314 ps9923\">2024</span><span class=\"f charStyle-15433314 ps9924\">)</span></div><div class=\"ps9925 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Financial guarantees including counter guarantees for bank/surety bonds and guarantees for pension </span></div><div class=\"ps2639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1348\">obligations to employees were NOK </span><span class=\"f charStyle-15433314 ps9926\">6.2</span><span class=\"f charStyle-15433314 ps9927\"> billion (NOK </span><span class=\"f charStyle-15433314 ps9928\">6.2</span><span class=\"f charStyle-15433314 ps9929\"> billion in </span><span class=\"f charStyle-15433314 ps9930\">2024</span><span class=\"f charStyle-15433314 ps9931\">)</span></div><div class=\"ps9932 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Guarantee on Behalf of Akastor</span></div><div class=\"ps9933 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions was demerged from Akastor in 2014, and parties in a demerger have joint liability according </span></div><div class=\"ps9934 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">to Norwegian law. If an obligation that arose prior to the completion of the demerger is not met by either </span></div><div class=\"ps9935 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">party, the other party will have secondary joint liability for such obligation. The remaining value of the </span></div><div class=\"ps9938 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">financial guarantees where Aker Solutions has a secondary joint liability was NOK </span><span class=\"f charStyle-15433314 ps9936\">0.5</span><span class=\"f charStyle-15433314 ps9937\"> billion per December </span></div><div class=\"ps9944 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">31, </span><span class=\"f charStyle-15433314 ps9939\">2025</span><span class=\"f charStyle-15433314 ps6659\">, compared to NOK </span><span class=\"f charStyle-15433314 ps9940\">0.9</span><span class=\"f charStyle-15433314 ps9941\"> billion per December 31, </span><span class=\"f charStyle-15433314 ps9942\">2024</span><span class=\"f charStyle-15433314 ps9943\">. There is only one guarantee remaining which </span></div><div class=\"ps9945 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">expires end of September 2027. There are no provisions related to the guarantee as the likelihood of any </span></div><div class=\"ps9946 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">payments related to the joint liability is considered to be low. </span></div><div class=\"ps1628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_403\" style=\"z-index:1\">See note 13</a></span><span class=\"f charStyle-27c8d1b7 ps7693\"> </span><span class=\"f charStyle-27c8d1b7 ps9947\">for more information about trade and other receivables</span></div><div class=\"ps9948 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_409\" style=\"z-index:1\">See note 15</a></span><span class=\"f charStyle-27c8d1b7 ps7693\"> for more information about cash and available credit facility</span></div><div class=\"ps5362 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-27c8d1b7 ps7693\"> for more information about lease liabilities</span></div><div class=\"ps2065 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_427\" style=\"z-index:1\">See note 20</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about trade and other payables</span></div><div class=\"ps9949 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_439\" style=\"z-index:1\">See note 23</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about derivatives</span></div><div class=\"ps6803 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_442\" style=\"z-index:1\">See note 24</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about financial assets and liabilities</span></div><div class=\"ps6672 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_3634\" style=\"z-index:1\">See note 29</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information </span><span class=\"f charStyle-15433314 ps9950\">about the disposal of the shares in SLB</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinancialRiskManagementExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-387": {
   "value": "<div class=\"ps9829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Credit Risk</span></div><div class=\"ps9830 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Credit risk is the risk of financial losses if a customer or counterparty to financial receivables and financial </span></div><div class=\"ps9831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">instruments fails to meet contractual obligations. </span></div><div class=\"ps9832 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Investment Instruments and Derivatives </span></div><div class=\"ps9833 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Investment instruments, loans, credit facilities and derivatives are only conducted with approved </span></div><div class=\"ps9834 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">counterparties and governed by standard agreements (ISDA, Nordic Trustee and LMA documentation). All </span></div><div class=\"ps9835 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">approved banks are participants in the Aker Solutions loan syndicate and have investment grade ratings. </span></div><div class=\"ps9836 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Credit risk related to investment securities and derivatives is therefore considered to be low.</span></div><div class=\"ps9837 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Trade Receivables and Contract Assets</span></div><div class=\"ps9838 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Assessment of credit risk related to customers and subcontractors is an important requirement in the bid </span></div><div class=\"ps9839 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">phase and throughout the contract period. Such assessments are based on credit ratings, income statement </span></div><div class=\"ps9840 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and balance sheet reviews and using credit assessment tools available (e.g. BvD Procurement Catalyst). </span></div><div class=\"ps9841 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Revenues are mainly related to large and long-term projects closely followed up in terms of payments in </span></div><div class=\"ps9842 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">accordance with agreed milestones. Normally, lack of payment is due to disagreements related to project </span></div><div class=\"ps9843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">deliveries and is solved together with the customer. </span></div><div class=\"ps9844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions\u2019 major customers are highly rated energy companies where the credit risk is considered to be </span></div><div class=\"ps9845 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">limited. Risk related to lower rated companies is monitored closely. The maximum exposure to credit risk at </span></div><div class=\"ps9847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the reporting date equals the book value of each category of financial assets. </span><span class=\"f charStyle-15433314 ps9846\">The company does not hold </span></div><div class=\"ps9848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">collateral as security.</span></div><div class=\"ps9849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">21</span><span class=\"f charStyle-15433314 ps8609\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">21</span><span class=\"f charStyle-15433314 ps8195\"> Financial Risk Management and Exposures cont</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Measurement of Expected Credit Losses (ECLs)</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">Impairment is assessed using the expected credit loss (ECL) method for financial assets. The company considers a </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">financial asset to be in default when the borrower is unlikely to pay its credit obligation to the company in full. ECLs </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">are estimated probability-weighted net present value of future expected credit losses. ECLs are discounted at the </span></div><div class=\"ps392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">effective interest rate of the financial asset. Loss allowances for trade receivables, contract assets and lease </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">receivables are always measured at an amount equal to lifetime ECLs. Twelve month ECLs are used for interest-</span></div><div class=\"ps401 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58bfcdf3 ps236\">bearing receivables and bank balances for which credit risk has not increased significantly since initial recognition.</span><span class=\"f charStyle-15433314 ps9850\"> </span></div><div class=\"ps2701 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">At each reporting date, the company assesses whether any financial assets are credit-impaired. Evidence </span></div><div class=\"ps2005 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">that a financial asset is credit-impaired includes when invoices are more than 90 days past due without </span></div><div class=\"ps2569 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">agreed postponement, knowledge of significant financial difficulty of the customer or debtor or other </span></div><div class=\"ps2570 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">forward-looking information. The gross carrying amount of a financial asset is written off (either partially or in </span></div><div class=\"ps2571 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">full) to the extent that there is no realistic prospect of recovery. This is generally the case when the company </span></div><div class=\"ps1722 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">determines that the debtor does not have assets or sources of income that could generate sufficient cash </span></div><div class=\"ps1867 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">flows to repay the amounts subject to write-off.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCreditRiskExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-388": {
   "value": "<div class=\"ps9852 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Liquidity Risk</span></div><div class=\"ps1293 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Liquidity risk is the risk that the company is unable to meet the obligations associated with its financial </span></div><div class=\"ps738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">liabilities. The company's approach to managing liquidity is to ensure, as far as possible, that it will always </span></div><div class=\"ps739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">have sufficient liquidity reserves to meet its liabilities when due. </span></div><div class=\"ps1319 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Prudent liquidity risk management includes maintaining sufficient cash, the availability of funding from an </span></div><div class=\"ps1320 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">adequate amount of committed credit facilities and the ability to close out market positions. Management </span></div><div class=\"ps1321 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">monitors rolling weekly and monthly forecasts of the company\u2019s liquidity reserve on the basis of expected </span></div><div class=\"ps745 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">cash flow. Due to the dynamic nature of the underlying businesses, treasury maintains flexibility in funding by </span></div>maintaining availability under committed credit lines in addition to cash and liquid investments.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfLiquidityRiskExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-389": {
   "value": "<div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Price Risk</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The company is exposed to fluctuations in market prices both in the investment portfolio and in the operating </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">businesses related to individual contracts. The units are exposed to changes in market prices for raw </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">materials, equipment and wage inflation. This is managed in the bid process by locking in committed prices </span></div><div class=\"ps844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">from key vendors as basis for offers to customers or through escalation clauses with customers.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfMarketRiskExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-390": {
   "value": "<span class=\"f charStyle-58d2db5a ps9951\">Capital Management</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The objective of Aker Solutions' capital management policy is to optimize the capital structure to ensure </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">sufficient and timely funding over time to finance its activities at the lowest cost, in addition to investing in </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">projects and businesses which will increase the company's return on capital employed over time.<span class=\"f ps2\"> </span></span></div><div class=\"ps9179 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Investment Policy</span></div><div class=\"ps7043 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions\u2019 capital management is based on a rigorous investment selection process which considers not </span></div><div class=\"ps7044 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">only Aker Solutions\u2019 weighted average cost of capital and strategic orientation, but also external factors such </span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">as market expectations and extrinsic risk factors. This selection process is coupled with a centralized </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">approval process for all capital expenditures to be incurred by the group.</span></div><div class=\"ps8888 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Funding Policy</span></div><div class=\"ps9952 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Liquidity Planning</span></div><div class=\"ps3325 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has a strong focus on liquidity in order to meet its working capital needs short-term and to </span></div><div class=\"ps6634 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">ensure solvency for its financial obligations long-term. The group\u2019s internal guideline is to have a minimum </span></div><div class=\"ps3864 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">liquidity reserve of NOK 3 billion, including cash and undrawn committed credit facilities. As per December </span></div><div class=\"ps3865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">31, </span><span class=\"f charStyle-15433314 ps9939\">2025</span><span class=\"f charStyle-15433314 ps6659\"> the liquidity reserve amounted to </span><span class=\"f charStyle-15433314 ps9953\">NOK </span><span class=\"f charStyle-15433314 ps9954\">8.7</span><span class=\"f charStyle-15433314 ps9955\"> billion </span><span class=\"f charStyle-15433314 ps9956\">compared to NOK </span><span class=\"f charStyle-15433314 ps9957\">5.9</span><span class=\"f charStyle-15433314 ps9958\"> billion in the prior year. It </span></div><div class=\"ps6820 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">was composed of an undrawn committed credit facility, cash in bank accounts and bank deposits. The cash </span></div><div class=\"ps6821 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">position in Aker Solutions is still robust after the distribution of extraordinary dividend of NOK 10 billion in </span></div><div class=\"ps6822 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">December 2024.</span></div><div class=\"ps9959 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Funding of Operations</span></div><div class=\"ps3333 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions\u2019 funding policy states that all operating units will be funded through corporate treasury. This </span></div><div class=\"ps3336 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">ensures optimal availability and transfer of cash within the group, improved control of the group's capital </span></div><div class=\"ps3337 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">structure and optimized terms and conditions on funding of the group\u2019s operations. The group policy is not </span></div><div class=\"ps3338 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">applied in countries where local laws prohibit international cash pool arrangements.</span></div><div class=\"ps2652 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions emphasizes financial flexibility and steers its capital structure to ensure a balance between </span></div><div class=\"ps2653 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">liquidity risk and refinancing risk. In this perspective, any loans and other external borrowings will be </span></div><div class=\"ps2654 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">renegotiated well in advance of their due date. </span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions aims to have a diversified mix of funding sources to obtain an optimal cost of capital. These </span></div><div class=\"ps629 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">funding sources may include:</span></div><div class=\"ps1789 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The use of banks based on syndicated credit facilities or bilateral agreements</span></div><div class=\"ps3309 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The issue of debt instruments in the Norwegian debt capital market<span class=\"f ps2\"> </span></span></div><div class=\"ps2628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The issue of debt instruments in international capital markets</span></div><div class=\"ps5231 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">As per December 31, 2025 Aker Solutions did not have any drawn debt.</span></div><div class=\"ps9960 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Debt Covenants</span></div><div class=\"ps9961 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The group has an undrawn Revolving Credit Facility (RCF), maturing January 30, 2028. Total commitments </span></div><div class=\"ps5159 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">in the facility was increased under an Accordion Facility in the agreement from NOK 3 billion to NOK 5 billion </span></div><div class=\"ps9962 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">in December 2025. The facility is provided by a syndicate of ten banks which contains financial covenants </span></div><div class=\"ps9963 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">based on gearing and interest cover ratios. The terms and conditions include restrictions which are </span></div><div class=\"ps9964 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">customary for these kind of facilities, including inter alia negative pledge provisions, financial covenants and </span></div><div class=\"ps9965 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">restrictions related to acquisitions, disposals and mergers. There are also certain provisions of change of </span></div><div class=\"ps9966 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">controls included in the agreement. There are no restrictions for dividend payments and the facility is </span></div><div class=\"ps9967 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">unsecured. Interest terms for the revolving credit facility is 3 month NIBOR plus a fixed margin of 1.5 percent. </span></div><div class=\"ps3862 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The margin applicable to the facility is determined by leverage ratio. Utilization fee applies based on utilized </span></div><div class=\"ps3863 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">portion of credit facility. Commitment fee is 35 percent of the margin. </span></div><div class=\"ps9970 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">All debt covenants are based on IFRS excluding the impact of IFRS 16. At year-end </span><span class=\"f charStyle-15433314 ps9968\">2025</span><span class=\"f charStyle-15433314 ps9969\">, all ratios were well </span></div><div class=\"ps5796 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">within the covenants in the RCF. </span></div><div class=\"ps5172 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions has the following debt covenants for the RCF:</span></div><div class=\"ps9971 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The company\u2019s gearing ratio shall not exceed 3.5, calculated from net debt to adjusted EBITDA</span></div><div class=\"ps9208 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The company\u2019s interest cover ratio shall not be less than 3.5, calculated from adjusted EBITDA to net </span></div><div class=\"ps9209 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">finance cost</span></div><div class=\"ps8810 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">22</span><span class=\"f charStyle-15433314 ps9972\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">22</span><span class=\"f charStyle-15433314 ps9973\"> Capital Management cont.</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Gearing and Interest Cover</span><span class=\"f charStyle-f8172550 ps9974\"> Ratios at December 31</span></div><div class=\"ps9999 ss13\"><div class=\"ss820 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:275.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss818\"><div><div class=\"ps8 ss817\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8842 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4735\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8843 ss511\"><div><div class=\"ps2498 ss229\"><span class=\"f charStyle-99bfcfa0 ps4733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Gearing ratios<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current interest-bearing borrowings<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8846 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8847 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Current interest-bearing borrowings<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8848 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8849 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1417 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Gross interest-bearing debt<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9646 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.59pt\"></span></span><span class=\"ps6400\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9647 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.59pt\"></span></span><span class=\"ps6400\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps569 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Cash and cash equivalents<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9648 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9649 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">2,860</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7499 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Net debt<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9651 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.07pt\"></span></span><span class=\"ps9975\">-3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9652 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.45pt\"></span></span><span class=\"ps9976\">-2,860</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps1535 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">EBITDA excl. IFRS 16</span><span class=\"f charStyle-a61f3c46 ps9977\"><sup>1</sup></span><span class=\"f charStyle-cb0bd68b ps9978\"> </span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9979 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">4,406</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9980 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">3,973</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1069 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Restructuring and other special items as defined in the loan agreement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9981 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">188</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9982 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.16pt\"></span></span><span class=\"ps8800\">41</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5479 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Adjusted EBITDA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9983 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.49pt\"></span></span><span class=\"ps8789\">4,594</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9984 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.11pt\"></span></span><span class=\"ps8787\">4,014</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6868 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-ac370e2b ps1\">Gross interest-bearing debt/adjusted EBITDA <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9985 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9986 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.75pt\"></span></span><span class=\"ps6365\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5500 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Net debt/adjusted EBITDA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9988 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46pt\"></span></span><span class=\"ps9987\">-0.8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9989 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46pt\"></span></span><span class=\"ps9987\">-0.7</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2130 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Interest cover<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5435 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-ac370e2b ps1\">Adjusted EBITDA excl. IFRS 16</span><span class=\"f charStyle-5e512a33 ps9990\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9991 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:38.99pt\"></span></span><span class=\"ps8780\">4,594</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9992 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:40.52pt\"></span></span><span class=\"ps6907\">4,014</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6021 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-cb0bd68b ps1\">Net interest expense as defined in the loan agreement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9993 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.63pt\"></span></span><span class=\"ps8808\">57</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9994 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.04pt\"></span></span><span class=\"ps8799\">291</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps283 ss819\"><div><div class=\"ps424 ss817\"><span class=\"f charStyle-2dae0141 ps1\">Adjusted EBITDA/Net finance cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9996 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.76pt\"></span></span><span class=\"ps9995\">80.0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps9998 ss513\"><div><div class=\"ps424 ss229\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.38pt\"></span></span><span class=\"ps9997\">13.8</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10000 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Excluding IFRS 16 means that leasing cost is reported as part of operating cost and included in EBITDA.</span></div><div class=\"ps10002 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_433\" style=\"z-index:1\">See note 21</a></span><span class=\"f charStyle-27c8d1b7 ps7693\"> for more information about financial risk management</span></div><div class=\"ps10003 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_439\" style=\"z-index:1\">See note 23</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about interest rate derivatives</span></div><div class=\"ps10004 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_442\" style=\"z-index:1\">See note 24</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about financial assets and liabilities</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfObjectivesPoliciesAndProcessesForManagingCapitalExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-391": {
   "value": "<span class=\"f charStyle-58d2db5a ps10007\">Derivative Financial Instruments</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has future cash flows to be settled in foreign currencies, and forward contracts are the most </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">commonly used derivative to hedge such exposures.</span><span class=\"f charStyle-15433314 ps10008\"> The governing documents states that all foreign </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">exchange exposure shall be hedged or mitigated by other means. </span><span class=\"f charStyle-15433314 ps10009\">The overarching strategy is that 80 </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">percent of the value of the hedging instruments shall either qualify for hedge accounting or be hedges of </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">separate embedded derivatives. Aker Solutions\u2019 interest rate exposure mainly arises from its cash position. </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has no external debt or outstanding interest rate swaps. </span></div><div class=\"ps8778 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps10010 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Cash Flow Hedges of Foreign Currency</span></div><div class=\"ps8393 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Forward contracts are the most commonly used derivative to hedge foreign currency exposure. In addition, </span></div><div class=\"ps6739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">currency options are sometimes used to hedge exposures. In case of changes in the expected maturity </span></div><div class=\"ps6740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">dates, currencies or amounts of the hedged items, corresponding derivatives are routinely adjusted (pre-</span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">matured or rolled over), usually by means of currency swaps.</span></div><div class=\"ps10011 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The hedged transactions in foreign currency subject to cash flow hedge accounting are highly probable </span></div><div class=\"ps8889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">future transactions expected to occur at various dates during the next one to four years, depending on </span></div><div class=\"ps10012 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">progress of the projects and firm commitments. The derivatives are recognized initially and subsequently at </span></div><div class=\"ps10013 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">fair value in the balance sheet, and the effective portion of changes in the fair value is recognized in other </span></div><div class=\"ps10014 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">comprehensive income as a hedge reserve.</span></div><div class=\"ps8396 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions designates the full forward foreign exchange contracts to hedge its currency risk and applies </span></div><div class=\"ps2908 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">a hedge ratio of 1:1. The policy covers critical terms such as currency pair, amount and maturity of the </span></div><div class=\"ps2909 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">forward exchange contracts to align with the hedged item. The existence of an economic relationship </span></div><div class=\"ps2910 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">between the hedging instrument and hedged item is determined based on matching critical terms of their </span></div><div class=\"ps10015 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">respective cash flows. In addition, an assessment is made to determine whether the derivative designated in </span></div><div class=\"ps2062 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">each hedging relationship is expected to be, and has been, effective in offsetting changes in cash flows of </span></div><div class=\"ps2063 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the hedged item by the hypothetical derivative method.</span></div><div class=\"ps8607 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In these hedge relationships, the main sources of ineffectiveness are:</span></div><div class=\"ps10016 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Any sequential change of timing of the hedged item;</span></div><div class=\"ps1181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Change in the total amount of the hedge item; and</span></div><div class=\"ps1996 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Significant change in the counterparty's and Aker Solutions' credit risk</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions designate some net positions in hedging relationships. Certain hedged transactions are not </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">accounted for by applying hedge accounting, primarily because internal hedged transactions are grouped </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and netted before external hedge transactions are established. Changes in the fair value of derivatives will be </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">reported as financial income or expenses. Remaining derivatives not applying hedge accounting include </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">derivatives used by treasury to hedge the residual exposure of the company as part of its mandate through </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">currency forwards and foreign exchange swaps.</span><span class=\"f charStyle-47089e22 ps10017\"><span style=\"background-color:inherit\"> In addition, Aker Solutions has designated forward </span></span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">exchange contracts as net investment hedges to hedge foreign exchange risk related to the </span></span></div><div class=\"ps5347 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">USD\u2011denominated exposure embedded in its investment in SLB OneSubsea. As of December 31, 2025, the </span></span></div><div class=\"ps5348 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">company held forward exchange contracts with a nominal amount of USD 121 million designated as net </span></span></div><div class=\"ps6754 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">investment hedges. During 2025, roll\u2011over of these contracts resulted in positive cash effects of NOK 192 </span></span></div><div class=\"ps6764 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">million.</span></span></div><div class=\"ps6656 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Hedge accounting is discontinued with immediate recognition in finance income and expenses in the income </span></div><div class=\"ps10018 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">statement when a hedge no longer qualifies for hedge accounting, for example upon sale, expiration, </span></div><div class=\"ps10019 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">termination or when a forecasted transaction is no longer probable. The derivative financial instruments are </span></div><div class=\"ps10020 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">classified as current assets or liabilities as they are part of the operating cycle.</span></div><div class=\"ps10021 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Foreign Currency as Embedded Derivatives</span></div><div class=\"ps10022 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Embedded derivatives may exist in contracts with a currency other than the currency of the contracting </span></div><div class=\"ps10023 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">partners. The embedded derivative will under certain circumstances be separated and recognized at fair </span></div><div class=\"ps10024 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">value in the balance sheet and changes recognized in the income statement. These entries will result in </span></div><div class=\"ps10025 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">corresponding and opposite effects compared to the hedging instrument. </span></div><div class=\"ps10026 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions applies the following separation criteria for embedded derivatives: </span></div><div class=\"ps10027 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The embedded derivative needs to be separated if the agreed payment is in a currency different from any </span></div><div class=\"ps10028 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">of the major contract parties' own functional currency, or </span></div><div class=\"ps10029 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">\u25fc</span><span class=\"f ps2\"> </span></span><span class=\"f charStyle-47089e22 ps1965\"><span style=\"background-color:inherit\">that the contract currency is not considered to be commonly used for the relevant economic environment</span></span></div><div class=\"ps10030 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Cash Flow Hedges of Interest Rates</span></div><div class=\"ps10033 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions' interest exposure in </span><span class=\"f charStyle-15433314 ps10031\">2025</span><span class=\"f charStyle-15433314 ps10032\"> has mainly been from the cash position, there has not been any </span></div><div class=\"ps10034 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">hedges of interest rates in 2025. </span></div><div class=\"ps10035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">23</span><span class=\"f charStyle-15433314 ps9972\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">23</span><span class=\"f charStyle-15433314 ps9973\"> Derivative Financial Instruments cont.</span></div><div class=\"ps10036 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Fair Values and Maturity</span></div><div class=\"ps774 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The following table presents the fair value of the derivatives and a maturity analysis of the derivatives undiscounted cash flows. Given Aker Solutions hedging policy and the assumption that projects are cash neutral, this table </span></div><div class=\"ps10037 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">also indicates when the cash flows related to project expenses are expected to impact profit and loss. Project revenues are recognized over time according to the progress of the project. This may result in differences between </span></div><div class=\"ps3013 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">cash flow and revenue recognition. All material financial derivatives are held for hedging purpose.</span></div><div class=\"ps10194 ss13\"><div class=\"ss886 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:245.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"5\" style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10040 ss882\"><div><div class=\"ps2498 ss881\"><span class=\"f charStyle-99bfcfa0 ps10039\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"5\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10042 ss882\"><div><div class=\"ps2498 ss881\"><span class=\"f charStyle-99bfcfa0 ps10041\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:23.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss884\"><div><div class=\"ps167 ss883\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10048 ss315\"><div><div class=\"ps10044 ss149\"><span class=\"f charStyle-99bfcfa0 ps10043\">Instruments </span></div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10045\">at fair value</span><span class=\"f charStyle-f2f4b7a4 ps10046\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps3243 ss315\"><div><div class=\"ps10044 ss149\"><span class=\"f charStyle-99bfcfa0 ps4217\">6 months or <span class=\"f ps2\"> </span></span></div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10049\">less</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10051 ss315\"><div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10050\">6-12 months<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10053 ss315\"><div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10052\">1-2 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10055 ss315\"><div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10054\">Over 2 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10056 ss315\"><div><div class=\"ps10044 ss149\"><span class=\"f charStyle-99bfcfa0 ps10043\">Instruments </span></div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10045\">at fair value</span><span class=\"f charStyle-f2f4b7a4 ps10046\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10057 ss315\"><div><div class=\"ps10044 ss149\"><span class=\"f charStyle-99bfcfa0 ps4217\">6 months or <span class=\"f ps2\"> </span></span></div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10049\">less</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10058 ss315\"><div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10050\">6-12 months<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10059 ss315\"><div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10052\">1-2 years<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10060 ss315\"><div><div class=\"ps10047 ss149\"><span class=\"f charStyle-99bfcfa0 ps10054\">Over 2 years<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps17 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-ac370e2b ps1\">Assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3087 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Cash flow hedging instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10061 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">7</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10062 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10064 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10065 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10066 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10068 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.63pt\"></span></span><span class=\"ps10067\">56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10069 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10070 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.63pt\"></span></span><span class=\"ps10067\">52</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10071 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10072 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7705 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value adjustments to hedged instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10074 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.24pt\"></span></span><span class=\"ps10073\">-1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10075 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.24pt\"></span></span><span class=\"ps10073\">-1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10076 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10077 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10078 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10080 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.59pt\"></span></span><span class=\"ps10079\">-38</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10081 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10082 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.59pt\"></span></span><span class=\"ps10079\">-36</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10083 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10084 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps491 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value of net investments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10085 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10086 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10087 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10088 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10089 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10090 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10091 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10092 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10093 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10094 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps496 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Embedded derivatives in ordinary commercial contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10095 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10096 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10097 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10098 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10099 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10100 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10101 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10102 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10103 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10104 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps501 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Other financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10106 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.16pt\"></span></span><span class=\"ps10105\">19</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10107 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.16pt\"></span></span><span class=\"ps10105\">19</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10108 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10109 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10110 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10111 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.63pt\"></span></span><span class=\"ps10067\">83</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10112 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.63pt\"></span></span><span class=\"ps10067\">77</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10113 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10114 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10115 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5520 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-2dae0141 ps1\">Total financial instrument assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10117 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">33</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10119 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">31</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10121 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.21pt\"></span></span><span class=\"ps10120\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10122 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.21pt\"></span></span><span class=\"ps10120\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10124 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10125 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.65pt\"></span></span><span class=\"ps8253\">106</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10126 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">83</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10127 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">22</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10128 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.21pt\"></span></span><span class=\"ps10120\">1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10129 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2606 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-ac370e2b ps1\">Liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7381 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Cash flow hedging instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10130 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.59pt\"></span></span><span class=\"ps10079\">-39</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10132 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.65pt\"></span></span><span class=\"ps10131\">-11</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10133 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10134 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.12pt\"></span></span><span class=\"ps325\">-19</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10135 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10136 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.12pt\"></span></span><span class=\"ps325\">-31</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10137 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.65pt\"></span></span><span class=\"ps10131\">-11</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10138 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.12pt\"></span></span><span class=\"ps325\">-16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10139 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10140 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-3</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8082 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value adjustments to hedged instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10141 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10142 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10143 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10144 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10145 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10146 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.16pt\"></span></span><span class=\"ps10105\">12</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10147 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10148 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">9</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10149 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10150 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4803 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Embedded derivatives in ordinary commercial contracts <span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10151 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10152 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10153 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10154 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10155 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10156 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.24pt\"></span></span><span class=\"ps10073\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10157 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.24pt\"></span></span><span class=\"ps10073\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10158 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10159 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10160 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3157 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-cb0bd68b ps1\">Other financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10161 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.12pt\"></span></span><span class=\"ps325\">-16</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10162 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.12pt\"></span></span><span class=\"ps325\">-15</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10163 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10164 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10165 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10166 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10167 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10168 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10169 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10170 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps2134 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-2dae0141 ps1\">Total financial instrument liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10172 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-56</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10173 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-27</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10175 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10176 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-19</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10177 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10178 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-17</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10179 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-8</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10180 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-6</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10181 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-2</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10182 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-3</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #808b90;border-right:0.5pt dotted #929292;padding:0\"><div class=\"ps5505 ss885\"><div><div class=\"ps424 ss883\"><span class=\"f charStyle-2dae0141 ps1\">Net financial instruments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10183 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-23</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10184 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10185 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10186 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-18</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10187 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10188 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">89</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10189 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">75</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10190 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10192 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.17pt\"></span></span><span class=\"ps10191\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10193 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-3</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10195 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Cash flows from matured derivatives are translated to NOK using the exchange rates on the balance sheet date.</span></div><div class=\"ps10198 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">23</span><span class=\"f charStyle-15433314 ps9973\"> continues on next page<span class=\"f ps2\"> </span></span></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">23</span><span class=\"f charStyle-15433314 ps9973\"> Derivative Financial Instruments cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Forward Currency Contracts</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The table below includes an overview of all open forward currency contracts. The forward currency contracts that does not qualify for hedge accounting are mainly cash management derivatives hedging cash deposits or </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">overdrafts in other currencies than NOK. Forward currency contracts for net investments hedge parts of the foreign currency exposure in our SLB OneSubsea investments.</span></div><div class=\"ps9408 ss13\"><div class=\"ss887 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:308.25pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss814\"><div><div class=\"ps8 ss813\"><span class=\"f charStyle-7144cbb2 ps1\">Nominal foreign currency amounts in million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6929 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps10201\">USD<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6937 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps10202\">EUR<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10204 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps10203\">GBP<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss814\"><div><div class=\"ps474 ss813\"><span class=\"f charStyle-ac370e2b ps1\">Forward currency contracts qualifying for hedge accounting<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8742 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10205 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.75pt\"></span></span><span class=\"ps8033\">-231</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10206 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">6</span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1411 ss814\"><div><div class=\"ps474 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">Forward currency contracts not qualifying for hedge accounting<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10207 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">146</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10208 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">25</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10209 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.32pt\"></span></span><span class=\"ps7986\">115</span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10210 ss814\"><div><div class=\"ps474 ss813\"><span class=\"f charStyle-cb0bd68b ps1\">Forward currency contracts net investment<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10212 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.28pt\"></span></span><span class=\"ps10211\">-121</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10213 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10214 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7106 ss814\"><div><div class=\"ps474 ss813\"><span class=\"f charStyle-2dae0141 ps1\">Total changes in fair value<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10216 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.06pt\"></span></span><span class=\"ps10215\">25</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10217 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-206</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10219 ss718\"><div><div class=\"ps474 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.02pt\"></span></span><span class=\"ps10218\">121</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10220 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Unsettled Hedges</span></div><div class=\"ps10221 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The table below shows the impact from the unsettled cash flow hedges on profit and loss and equity (not adjusted for tax).</span></div><div class=\"ps10249 ss13\"><div class=\"ss896 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:279.75pt\"></td><td style=\"padding:0;width:96.75pt\"></td><td style=\"padding:0;width:96.75pt\"></td><td style=\"padding:0;width:96.75pt\"></td><td style=\"padding:0;width:96.75pt\"></td><td style=\"padding:0;width:96.75pt\"></td><td style=\"padding:0;width:96.75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"3\" style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10224 ss889\"><div><div class=\"ps2498 ss888\"><span class=\"f charStyle-99bfcfa0 ps10223\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"3\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10226 ss889\"><div><div class=\"ps2498 ss888\"><span class=\"f charStyle-99bfcfa0 ps10225\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss891\"><div><div class=\"ps6966 ss890\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10229 ss893\"><div><div class=\"ps1729 ss892\"><span class=\"f charStyle-99bfcfa0 ps10227\">Fair value of all <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss892\"><span class=\"f charStyle-99bfcfa0 ps10228\">hedging instruments</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10232 ss893\"><div><div class=\"ps1729 ss892\"><span class=\"f charStyle-99bfcfa0 ps10230\">Recognized in profit <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss892\"><span class=\"f charStyle-99bfcfa0 ps10231\">and loss</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10235 ss893\"><div><div class=\"ps1729 ss892\"><span class=\"f charStyle-99bfcfa0 ps10233\">Deferred in equity <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss892\"><span class=\"f charStyle-99bfcfa0 ps10234\">(the hedge reserve)</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10236 ss893\"><div><div class=\"ps1729 ss892\"><span class=\"f charStyle-99bfcfa0 ps10227\">Fair value of all <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss892\"><span class=\"f charStyle-99bfcfa0 ps10228\">hedging instruments</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10237 ss893\"><div><div class=\"ps1729 ss892\"><span class=\"f charStyle-99bfcfa0 ps10230\">Recognized in profit <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss892\"><span class=\"f charStyle-99bfcfa0 ps10231\">and loss</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10238 ss893\"><div><div class=\"ps1729 ss892\"><span class=\"f charStyle-99bfcfa0 ps10233\">Deferred in equity <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss892\"><span class=\"f charStyle-99bfcfa0 ps10234\">(the hedge reserve)</span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss894\"><div><div class=\"ps424 ss890\"><span class=\"f charStyle-cb0bd68b ps1\">Forward exchange contracts (cash flow hedges)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10240 ss895\"><div><div class=\"ps424 ss892\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:80.09pt\"></span></span><span class=\"ps10239\">-32</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10242 ss895\"><div><div class=\"ps424 ss892\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:85.21pt\"></span></span><span class=\"ps10241\">-2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10243 ss895\"><div><div class=\"ps424 ss892\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:80.09pt\"></span></span><span class=\"ps10239\">-30</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10245 ss895\"><div><div class=\"ps424 ss892\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:83.13pt\"></span></span><span class=\"ps10244\">24</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10246 ss895\"><div><div class=\"ps424 ss892\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:83.13pt\"></span></span><span class=\"ps10244\">22</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10248 ss895\"><div><div class=\"ps424 ss892\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:88.25pt\"></span></span><span class=\"ps10247\">2</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10252 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The purpose</span><span class=\"f charStyle-15433314 ps10251\"> of the hedging instrument is to secure a situation where the hedged item and the hedging instrument together represent a predetermined value independent of fluctuations of exchange rates. Revenue and </span></div><div class=\"ps10259 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">expenses on the underlying customer contracts are recognized in the income statement in accordance with progress. Consequently, NOK </span><span class=\"f charStyle-15433314 ps10253\">-2</span><span class=\"f charStyle-15433314 ps10254\"> million (NOK </span><span class=\"f charStyle-15433314 ps10255\">22</span><span class=\"f charStyle-15433314 ps10256\"> million in </span><span class=\"f charStyle-15433314 ps10257\">2024</span><span class=\"f charStyle-15433314 ps10258\">) of the value of the forward contracts have already </span></div><div class=\"ps10266 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">impacted the income statement. The NOK </span><span class=\"f charStyle-15433314 ps10260\">-30</span><span class=\"f charStyle-15433314 ps10261\"> million (NOK </span><span class=\"f charStyle-15433314 ps10262\">2</span><span class=\"f charStyle-15433314 ps10263\"> million in </span><span class=\"f charStyle-15433314 ps10264\">2024</span><span class=\"f charStyle-15433314 ps10265\">) that are currently recorded in the hedge reserve, will be reclassified to the income statement over the next years.</span></div><div class=\"ps10269 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">23</span><span class=\"f charStyle-15433314 ps9973\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">23</span><span class=\"f charStyle-15433314 ps9973\"> Derivative Financial Instruments cont.<span class=\"f ps2\"> </span></span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Hedge Reserve Movement</span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The table below shows the movement in the hedge reserve from changes in the cash flow hedges.</span></div><div class=\"ps6985 ss13\"><div class=\"ss75 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:361.5pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss898\"><div><div class=\"ps8 ss897\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10271 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps10270\">Hedge reserve<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Balance as of January 1, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10272 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Forward currency<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10273 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-16</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Interest rate swaps<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10274 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-7</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1417 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-2dae0141 ps1\">Total changes in fair value<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10275 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-23</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps569 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Forward currency contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10276 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">25</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Interest rate swaps<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10278 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:68.03pt\"></span></span><span class=\"ps10277\">1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7503 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-2dae0141 ps1\">Total amount reclassified to profit or loss<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10279 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.06pt\"></span></span><span class=\"ps10215\">26</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7507 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Tax on movements on reserves during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10280 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7510 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10282 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.34pt\"></span></span><span class=\"ps10281\">2</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6868 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Forward currency contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10283 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-59</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5500 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Interest rate swaps<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10284 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps55 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-2dae0141 ps1\">Total changes in fair value<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10285 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-59</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1446 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Forward currency contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10286 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">28</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6248 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Interest rate swaps<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10287 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6159 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-2dae0141 ps1\">Total amount reclassified to profit or loss<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10288 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.06pt\"></span></span><span class=\"ps10215\">28</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10289 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-cb0bd68b ps1\">Tax on movements on reserves during the year<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10290 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">7</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps3176 ss899\"><div><div class=\"ps424 ss897\"><span class=\"f charStyle-2dae0141 ps1\">Balance as of December 31, 2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10291 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-23</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10292 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_442\" style=\"z-index:1\">See note 24</a></span><span class=\"f charStyle-15433314 ps7695\"> for more information about financial assets and liabilities</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDerivativeFinancialInstrumentsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-392": {
   "value": "<div class=\"ps8778 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps10010 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Cash Flow Hedges of Foreign Currency</span></div><div class=\"ps8393 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Forward contracts are the most commonly used derivative to hedge foreign currency exposure. In addition, </span></div><div class=\"ps6739 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">currency options are sometimes used to hedge exposures. In case of changes in the expected maturity </span></div><div class=\"ps6740 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">dates, currencies or amounts of the hedged items, corresponding derivatives are routinely adjusted (pre-</span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">matured or rolled over), usually by means of currency swaps.</span></div><div class=\"ps10011 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The hedged transactions in foreign currency subject to cash flow hedge accounting are highly probable </span></div><div class=\"ps8889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">future transactions expected to occur at various dates during the next one to four years, depending on </span></div><div class=\"ps10012 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">progress of the projects and firm commitments. The derivatives are recognized initially and subsequently at </span></div><div class=\"ps10013 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">fair value in the balance sheet, and the effective portion of changes in the fair value is recognized in other </span></div><div class=\"ps10014 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">comprehensive income as a hedge reserve.</span></div><div class=\"ps8396 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions designates the full forward foreign exchange contracts to hedge its currency risk and applies </span></div><div class=\"ps2908 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">a hedge ratio of 1:1. The policy covers critical terms such as currency pair, amount and maturity of the </span></div><div class=\"ps2909 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">forward exchange contracts to align with the hedged item. The existence of an economic relationship </span></div><div class=\"ps2910 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">between the hedging instrument and hedged item is determined based on matching critical terms of their </span></div><div class=\"ps10015 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">respective cash flows. In addition, an assessment is made to determine whether the derivative designated in </span></div><div class=\"ps2062 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">each hedging relationship is expected to be, and has been, effective in offsetting changes in cash flows of </span></div><div class=\"ps2063 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the hedged item by the hypothetical derivative method.</span></div><div class=\"ps8607 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">In these hedge relationships, the main sources of ineffectiveness are:</span></div><div class=\"ps10016 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Any sequential change of timing of the hedged item;</span></div><div class=\"ps1181 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Change in the total amount of the hedge item; and</span></div><div class=\"ps1996 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1348\">Significant change in the counterparty's and Aker Solutions' credit risk</span></div><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions designate some net positions in hedging relationships. Certain hedged transactions are not </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">accounted for by applying hedge accounting, primarily because internal hedged transactions are grouped </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and netted before external hedge transactions are established. Changes in the fair value of derivatives will be </span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">reported as financial income or expenses. Remaining derivatives not applying hedge accounting include </span></div><div class=\"ps6645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">derivatives used by treasury to hedge the residual exposure of the company as part of its mandate through </span></div><div class=\"ps6646 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">currency forwards and foreign exchange swaps.</span><span class=\"f charStyle-47089e22 ps10017\"><span style=\"background-color:inherit\"> In addition, Aker Solutions has designated forward </span></span></div><div class=\"ps6647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">exchange contracts as net investment hedges to hedge foreign exchange risk related to the </span></span></div><div class=\"ps5347 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">USD\u2011denominated exposure embedded in its investment in SLB OneSubsea. As of December 31, 2025, the </span></span></div><div class=\"ps5348 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">company held forward exchange contracts with a nominal amount of USD 121 million designated as net </span></span></div><div class=\"ps6754 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">investment hedges. During 2025, roll\u2011over of these contracts resulted in positive cash effects of NOK 192 </span></span></div><div class=\"ps6764 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">million.</span></span></div><div class=\"ps6656 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Hedge accounting is discontinued with immediate recognition in finance income and expenses in the income </span></div><div class=\"ps10018 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">statement when a hedge no longer qualifies for hedge accounting, for example upon sale, expiration, </span></div><div class=\"ps10019 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">termination or when a forecasted transaction is no longer probable. The derivative financial instruments are </span></div><div class=\"ps10020 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">classified as current assets or liabilities as they are part of the operating cycle.</span></div><div class=\"ps10021 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Foreign Currency as Embedded Derivatives</span></div><div class=\"ps10022 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Embedded derivatives may exist in contracts with a currency other than the currency of the contracting </span></div><div class=\"ps10023 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">partners. The embedded derivative will under certain circumstances be separated and recognized at fair </span></div><div class=\"ps10024 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">value in the balance sheet and changes recognized in the income statement. These entries will result in </span></div><div class=\"ps10025 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">corresponding and opposite effects compared to the hedging instrument. </span></div><div class=\"ps10026 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions applies the following separation criteria for embedded derivatives: </span></div><div class=\"ps10027 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">The embedded derivative needs to be separated if the agreed payment is in a currency different from any </span></div><div class=\"ps10028 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">of the major contract parties' own functional currency, or </span></div><div class=\"ps10029 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">\u25fc</span><span class=\"f ps2\"> </span></span><span class=\"f charStyle-47089e22 ps1965\"><span style=\"background-color:inherit\">that the contract currency is not considered to be commonly used for the relevant economic environment</span></span></div><div class=\"ps10030 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps1587\">Cash Flow Hedges of Interest Rates</span></div><div class=\"ps10033 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions' interest exposure in </span><span class=\"f charStyle-15433314 ps10031\">2025</span><span class=\"f charStyle-15433314 ps10032\"> has mainly been from the cash position, there has not been any </span></div><div class=\"ps10034 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">hedges of interest rates in 2025. </span></div><div class=\"ps10035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">23</span><span class=\"f charStyle-15433314 ps9972\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">23</span><span class=\"f charStyle-15433314 ps9973\"> Derivative Financial Instruments cont.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForDerivativeFinancialInstrumentsAndHedgingExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-393": {
   "value": "<span class=\"f charStyle-58d2db5a ps10295\">Financial Assets and Liabilities</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The fair value hierarchy defines a framework for categorizing financial assets and liabilities based on fair </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">value valuation techniques. Fair value of assets and liabilities in level one is based on quoted prices in an </span></div><div class=\"ps6643 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">active market, whereas level three fair values are based on assumptions made by the company in the <span class=\"f ps2\"> </span></span></div><div class=\"ps6644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">absence of quoted prices. </span></div><div class=\"ps8389 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">The Fair Value Hierarchy</span></div><div class=\"ps7044 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The following table shows the carrying amounts and fair values of financial assets and financial liabilities, </span></div><div class=\"ps6675 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">including their levels in the fair value hierarchy. It does not include fair value information for financial assets </span></div><div class=\"ps6676 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">and financial liabilities not measured at fair value if the carrying amount is a reasonable approximation of fair </span></div><div class=\"ps6677 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">value.</span></div><div class=\"ps1273 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">For financial instruments measured at fair value, the levels in the fair value hierarchy are:</span></div><div class=\"ps2035 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">Level 1: Fair values are based on prices quoted in an active market for identical assets or liabilities.</span></div><div class=\"ps1291 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">Level 2: Fair values are based on price input other than quoted prices. Such prices are derived from </span></div><div class=\"ps1292 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">observable market transactions in an active market for identical assets or liabilities. Level 2 includes </span></div><div class=\"ps1293 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">currency or interest derivatives and interest bonds, typically when the group uses forward prices on </span></div><div class=\"ps738 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">foreign exchange rates or interest rates as inputs to valuation models.</span></div><div class=\"ps10296 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">\u25fc<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps1965\">Level 3: Fair values are based on unobservable input, mainly based on internal assumptions used in the </span></div><div class=\"ps10297 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1965\">absence of quoted prices from an active market or other observable price inputs.</span></div><div class=\"ps10299 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">24</span><span class=\"f charStyle-15433314 ps9972\"> continues on next page</span></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">24</span><span class=\"f charStyle-15433314 ps9973\"> Financial Assets and Liabilities cont.</span></div><div class=\"ps7480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Instruments as of December 31, </span><span class=\"f charStyle-7b781339 ps10300\">2025</span></div><div class=\"ps6289 ss13\"><div class=\"ss909 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:254.25pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"6\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10303 ss901\"><div><div class=\"ps2498 ss900\"><span class=\"f charStyle-99bfcfa0 ps10302\">Carrying value<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"4\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10305 ss903\"><div><div class=\"ps2498 ss902\"><span class=\"f charStyle-99bfcfa0 ps10304\">Fair value<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:36.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss905\"><div><div class=\"ps6923 ss904\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10309 ss906\"><div><div class=\"ps6931 ss541\"><span class=\"f charStyle-99bfcfa0 ps4687\">Hedging </span></div><div class=\"ps6933 ss541\"><span class=\"f charStyle-99bfcfa0 ps10306\">instruments at </span></div><div class=\"ps6924 ss541\"><span class=\"f charStyle-99bfcfa0 ps10307\">FVOCI</span><span class=\"f charStyle-f2f4b7a4 ps10308\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10312 ss907\"><div><div class=\"ps6931 ss149\"><span class=\"f charStyle-99bfcfa0 ps5074\">Financial </span></div><div class=\"ps6933 ss149\"><span class=\"f charStyle-99bfcfa0 ps10310\">assets at </span></div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps3883\">FVTPL</span><span class=\"f charStyle-f2f4b7a4 ps10311\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5196 ss907\"><div><div class=\"ps6933 ss149\"><span class=\"f charStyle-99bfcfa0 ps10313\">Amortized <span class=\"f ps2\"> </span></span></div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps10314\">cost</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10318 ss907\"><div><div class=\"ps6931 ss149\"><span class=\"f charStyle-99bfcfa0 ps10315\">Equity </span></div><div class=\"ps6933 ss149\"><span class=\"f charStyle-99bfcfa0 ps10316\">investments </span></div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps10317\">at FVOCI</span><span class=\"f charStyle-f2f4b7a4 ps10311\"><span class=\"f ps2\"> </span><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10322 ss907\"><div><div class=\"ps6931 ss149\"><span class=\"f charStyle-99bfcfa0 ps10319\">Other <span class=\"f ps2\"> </span></span></div><div class=\"ps6933 ss149\"><span class=\"f charStyle-99bfcfa0 ps10320\">financial </span></div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps10321\">liabilities</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10324 ss907\"><div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps10323\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10325 ss907\"><div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps6404\">Level 1<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10327 ss907\"><div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps10326\">Level 2<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10329 ss907\"><div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps10328\">Level 3<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10330 ss907\"><div><div class=\"ps6924 ss149\"><span class=\"f charStyle-99bfcfa0 ps6220\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps567 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Other investments</span><span class=\"f charStyle-a61f3c46 ps10331\"><sup>2</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10332 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6294 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10333 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10334 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.16pt\"></span></span><span class=\"ps10105\">12</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10335 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10336 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">12</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10337 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10338 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10340 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.69pt\"></span></span><span class=\"ps10339\">11</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10341 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">12</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4634 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10342 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10343 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10344 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.51pt\"></span></span><span class=\"ps8219\">528</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10345 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10346 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10348 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.03pt\"></span></span><span class=\"ps10347\">528</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10349 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10350 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10351 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10352 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4636 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-ac370e2b ps1\">Trade and other receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10353 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10354 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10356 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.99pt\"></span></span><span class=\"ps10355\">8,267</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10357 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10358 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10359 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.49pt\"></span></span><span class=\"ps8281\">8,267</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10360 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10361 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10362 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10363 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1473 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-ac370e2b ps1\">Forward foreign exchange contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10364 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.13pt\"></span></span><span class=\"ps9292\">32</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10365 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10366 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10367 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10368 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10369 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">32</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10370 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10371 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.63pt\"></span></span><span class=\"ps10067\">32</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10372 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10373 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">32</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1535 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value embedded derivatives<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10374 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.78pt\"></span></span><span class=\"ps9320\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10375 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10376 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10377 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10378 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10379 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.21pt\"></span></span><span class=\"ps10120\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10380 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10381 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.28pt\"></span></span><span class=\"ps10063\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10382 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10383 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.21pt\"></span></span><span class=\"ps10120\">1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1069 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-ac370e2b ps1\">Current interest-bearing receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10384 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10385 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10386 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.63pt\"></span></span><span class=\"ps10067\">73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10387 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10388 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10389 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">73</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10390 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10391 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10392 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10393 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5479 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-ac370e2b ps1\">Financial investments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10394 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10395 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10396 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10397 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10398 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10399 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10400 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10401 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10402 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10403 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">1,953</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6868 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-ac370e2b ps1\">Cash and cash equivalents<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10404 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10405 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10406 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10407 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10408 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10409 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">3,715</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10410 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10411 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10412 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10413 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps5500 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-2dae0141 ps1\">Financial assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10414 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.81pt\"></span></span><span class=\"ps9308\">33</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10415 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10417 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.83pt\"></span></span><span class=\"ps10416\">12,583</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10418 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">12</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10419 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10420 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.83pt\"></span></span><span class=\"ps10416\">14,580</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10421 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">1,953</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10422 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.31pt\"></span></span><span class=\"ps10116\">33</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10423 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.55pt\"></span></span><span class=\"ps10201\">11</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10424 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">1,997</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps2130 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Trade and other payables</span><span class=\"f charStyle-a61f3c46 ps10425\"><sup>3</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10426 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10427 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10428 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10429 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10430 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.95pt\"></span></span><span class=\"ps8228\">-9,627</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10432 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.45pt\"></span></span><span class=\"ps10431\">-9,627</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10433 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10434 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10435 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10436 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5435 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10437 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10438 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10439 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10440 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10442 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.48pt\"></span></span><span class=\"ps10441\">-3,135</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10444 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.07pt\"></span></span><span class=\"ps10443\">-3,135</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10445 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10446 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10447 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10448 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6021 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Forward foreign exchange contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10449 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.09pt\"></span></span><span class=\"ps9332\">-53</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10450 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10451 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10452 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10453 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10454 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-53</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10455 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10456 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.59pt\"></span></span><span class=\"ps10079\">-53</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10457 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10458 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-53</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps283 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value embedded derivatives<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10460 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.21pt\"></span></span><span class=\"ps10459\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10461 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10462 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10463 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10464 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10465 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10466 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10467 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.71pt\"></span></span><span class=\"ps8234\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10468 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10469 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.55pt\"></span></span><span class=\"ps10174\">-2</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1565 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-2dae0141 ps1\">Financial liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10470 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.77pt\"></span></span><span class=\"ps9312\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10471 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10472 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10473 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10475 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.79pt\"></span></span><span class=\"ps10474\">-12,763</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10477 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:30.41pt\"></span></span><span class=\"ps10476\">-12,818</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10478 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10479 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-56</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10480 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10481 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.27pt\"></span></span><span class=\"ps10171\">-56</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10482 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">FVTPL is short for fair value through profit and loss. FVOCI is short for fair value through other comprehensive income.</span></div><div class=\"ps10483 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">2)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Investments in level 1 consist of listed shares with quoted market prices, and investments in level 3 are shares where fair value cannot be measured reliably as the financial instrument is not traded in an active market. The best estimate of fair value is initial purchase </span></div><div class=\"ps10484 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1348\">price.</span></div><div class=\"ps10489 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">3)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Trade and other payables that are not financial liabilities at negative NOK </span><span class=\"f charStyle-eea200a5 ps10485\">3,523</span><span class=\"f charStyle-eea200a5 ps10486\"> million in <span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps10487\">2025</span><span class=\"f charStyle-eea200a5 ps10488\"> are not included.</span></div><div class=\"ps10491 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps6827\">24</span><span class=\"f charStyle-15433314 ps9973\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">24</span><span class=\"f charStyle-15433314 ps9973\"> Financial </span><span class=\"f charStyle-15433314 ps10492\">Assets and Liabilities cont.</span></div><div class=\"ps7480 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Instruments as of December 31, </span><span class=\"f charStyle-7b781339 ps10300\">2024</span></div><div class=\"ps10637 ss13\"><div class=\"ss909 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:254.25pt\"></td><td style=\"padding:0;width:69.75pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td><td style=\"padding:0;width:62.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"6\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10303 ss901\"><div><div class=\"ps2498 ss900\"><span class=\"f charStyle-99bfcfa0 ps10302\">Carrying value<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"4\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10305 ss903\"><div><div class=\"ps2498 ss902\"><span class=\"f charStyle-99bfcfa0 ps10304\">Fair value<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:35.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss910\"><div><div class=\"ps8972 ss904\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10309 ss911\"><div><div class=\"ps8979 ss541\"><span class=\"f charStyle-99bfcfa0 ps4687\">Hedging </span></div><div class=\"ps8974 ss541\"><span class=\"f charStyle-99bfcfa0 ps10306\">instruments at </span></div><div class=\"ps8975 ss541\"><span class=\"f charStyle-99bfcfa0 ps10307\">FVOCI</span><span class=\"f charStyle-f2f4b7a4 ps10308\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10312 ss912\"><div><div class=\"ps8979 ss149\"><span class=\"f charStyle-99bfcfa0 ps5074\">Financial </span></div><div class=\"ps8974 ss149\"><span class=\"f charStyle-99bfcfa0 ps10310\">assets at </span></div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps3883\">FVTPL</span><span class=\"f charStyle-f2f4b7a4 ps10311\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5196 ss912\"><div><div class=\"ps8974 ss149\"><span class=\"f charStyle-99bfcfa0 ps10313\">Amortized <span class=\"f ps2\"> </span></span></div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10314\">cost</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10318 ss912\"><div><div class=\"ps8979 ss149\"><span class=\"f charStyle-99bfcfa0 ps10315\">Equity </span></div><div class=\"ps8974 ss149\"><span class=\"f charStyle-99bfcfa0 ps10316\">investments </span></div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10317\">at FVOCI</span><span class=\"f charStyle-f2f4b7a4 ps10311\"><span class=\"f ps2\"> </span><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10322 ss912\"><div><div class=\"ps8979 ss149\"><span class=\"f charStyle-99bfcfa0 ps10319\">Other <span class=\"f ps2\"> </span></span></div><div class=\"ps8974 ss149\"><span class=\"f charStyle-99bfcfa0 ps10320\">financial </span></div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10321\">liabilities</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10324 ss912\"><div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10323\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10325 ss912\"><div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10493\">Level 1<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10327 ss912\"><div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10494\">Level 2<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10329 ss912\"><div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps8993\">Level 3<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10330 ss912\"><div><div class=\"ps8975 ss149\"><span class=\"f charStyle-99bfcfa0 ps10323\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6947 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Other investments</span><span class=\"f charStyle-a61f3c46 ps10331\"><sup>2</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10495 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10496 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10497 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10498 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.16pt\"></span></span><span class=\"ps10105\">16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10499 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10500 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10501 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10502 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10503 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.16pt\"></span></span><span class=\"ps10105\">14</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10504 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">16</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6297 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10505 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6299 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10506 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.51pt\"></span></span><span class=\"ps8219\">824</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10507 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10508 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10509 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.03pt\"></span></span><span class=\"ps10347\">824</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10510 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10511 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10512 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10513 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6056 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Trade and other receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10514 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10515 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10516 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">6,412</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10517 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10518 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10519 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">6,412</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10520 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10521 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10522 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10523 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2280 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Forward foreign exchange contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10524 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.07pt\"></span></span><span class=\"ps2843\">101</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10525 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2283 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10526 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10527 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10529 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.27pt\"></span></span><span class=\"ps10528\">101</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10530 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10532 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.57pt\"></span></span><span class=\"ps10531\">101</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10533 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10534 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.27pt\"></span></span><span class=\"ps10528\">101</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1475 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value embedded derivatives<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10535 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10536 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10537 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10538 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10539 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10540 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10541 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10542 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10543 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10544 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1538 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Current interest-bearing receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10545 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10546 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10547 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.04pt\"></span></span><span class=\"ps8258\">142</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10548 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10549 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10550 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.65pt\"></span></span><span class=\"ps8253\">142</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10551 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10552 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10553 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10554 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10555 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Financial investments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10556 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10557 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">2,197</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10558 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10559 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10560 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10561 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">2,197</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10562 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.52pt\"></span></span><span class=\"ps8212\">2,197</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10563 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10564 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10565 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">2,197</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7957 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Cash and cash equivalents<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10566 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10567 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10568 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.99pt\"></span></span><span class=\"ps10355\">2,860</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10569 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10570 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10571 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.49pt\"></span></span><span class=\"ps8281\">2,860</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10572 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10573 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10574 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10575 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps51 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-2dae0141 ps1\">Financial assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10576 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.15pt\"></span></span><span class=\"ps9310\">105</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10577 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">2,197</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10578 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.83pt\"></span></span><span class=\"ps10416\">10,237</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10579 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10580 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10581 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.83pt\"></span></span><span class=\"ps10416\">12,556</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10582 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:35.49pt\"></span></span><span class=\"ps8281\">2,200</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10583 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.65pt\"></span></span><span class=\"ps8253\">105</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10584 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.93pt\"></span></span><span class=\"ps10118\">14</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10585 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.11pt\"></span></span><span class=\"ps4736\">2,319</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps8357 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Trade and other payables</span><span class=\"f charStyle-a61f3c46 ps10425\"><sup>3</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10586 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10587 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10588 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10589 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10590 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.95pt\"></span></span><span class=\"ps8228\">-6,456</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10591 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.45pt\"></span></span><span class=\"ps10431\">-6,456</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10592 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10593 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10594 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10595 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7403 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Lease liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10596 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.25pt\"></span></span><span class=\"ps1129\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10597 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10598 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10599 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10600 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.95pt\"></span></span><span class=\"ps8228\">-3,345</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10601 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:32.45pt\"></span></span><span class=\"ps10431\">-3,345</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10602 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10603 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10604 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10605 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps517 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Forward foreign exchange contracts<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10606 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.62pt\"></span></span><span class=\"ps9301\">-16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10607 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10608 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3164 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10609 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10610 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10611 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10612 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.12pt\"></span></span><span class=\"ps325\">-16</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10613 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10614 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-16</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps521 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-cb0bd68b ps1\">Fair value embedded derivatives<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10616 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.74pt\"></span></span><span class=\"ps10615\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10617 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10618 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10619 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10620 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10621 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.17pt\"></span></span><span class=\"ps10191\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10622 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10623 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.24pt\"></span></span><span class=\"ps10073\">-1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10624 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.75pt\"></span></span><span class=\"ps8240\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10625 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.17pt\"></span></span><span class=\"ps10191\">-1</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps526 ss908\"><div><div class=\"ps424 ss904\"><span class=\"f charStyle-2dae0141 ps1\">Financial liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10627 ss853\"><div><div class=\"ps424 ss541\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.39pt\"></span></span><span class=\"ps10626\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10628 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10629 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10630 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10631 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.07pt\"></span></span><span class=\"ps10443\">-9,801</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10632 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.07pt\"></span></span><span class=\"ps10443\">-9,818</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10633 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10634 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-17</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10635 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.59pt\"></span></span><span class=\"ps10123\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10636 ss772\"><div><div class=\"ps424 ss149\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.89pt\"></span></span><span class=\"ps8098\">-17</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">1)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">FVOCI is short for fair value through other comprehensive income.</span></div><div class=\"ps10639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">2)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Investments in level 1 consist of listed shares with quoted market prices, and investments in level 3 are shares where fair value cannot be measured reliably as the financial instrument is not traded in an active market. The best estimate of fair value is initial purchase </span></div><div class=\"ps10640 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1348\">price.</span></div><div class=\"ps10641 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-c8b06aed ps236\">3)<span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps1348\">Trade and other payables that are not financial liabilities at negative NOK </span><span class=\"f charStyle-eea200a5 ps10485\">5,724</span><span class=\"f charStyle-eea200a5 ps10486\"> million in <span class=\"f ps2\"> </span></span><span class=\"f charStyle-eea200a5 ps10487\">2024</span><span class=\"f charStyle-eea200a5 ps10488\"> are not included.</span></div><div class=\"ps10644 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_403\" style=\"z-index:1\">See note 13</a></span><span class=\"f charStyle-8f78b8db ps7693\"> </span><span class=\"f charStyle-27c8d1b7 ps10643\">for more information about trade and other receivables</span></div><div class=\"ps10645 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_406\" style=\"z-index:1\">See note 14</a></span><span class=\"f charStyle-15433314 ps7693\"> for more information about financial investments</span></div><div class=\"ps10647 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_427\" style=\"z-index:1\">See note 20</a></span><span class=\"f charStyle-8f78b8db ps7695\"> </span><span class=\"f charStyle-27c8d1b7 ps10646\">for more information about trade and other payables</span></div><div class=\"ps4727 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_433\" style=\"z-index:1\">See note 21</a></span><span class=\"f charStyle-27c8d1b7 ps7693\"> for more information about financial risk management</span></div><div class=\"ps4728 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_439\" style=\"z-index:1\">See note 23</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about derivatives</span></div><div class=\"ps2919 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps236\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">See note 26</a></span><span class=\"f charStyle-27c8d1b7 ps7695\"> for more information about other investments</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFairValueOfFinancialInstrumentsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-395": {
   "value": "<span class=\"f charStyle-58d2db5a ps10649\">Subsidiaries and NCIs</span><div class=\"ps9693 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Subsidiaries: </span><span class=\"f charStyle-15433314 ps10650\">Aker Solutions has </span><span class=\"f charStyle-15433314 ps10651\">56</span><span class=\"f charStyle-15433314 ps10652\"> subsidiaries in </span><span class=\"f charStyle-15433314 ps10653\">24</span><span class=\"f charStyle-15433314 ps10654\"> countries at the reporting date. The number of countries where Aker Solutions had employees was <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps10655\">14<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps10656\">, whereas operations in </span><span class=\"f charStyle-15433314 ps10657\">13</span><span class=\"f charStyle-15433314 ps10658\"> countries. The group holds the </span></div><div class=\"ps10661 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">majority of the shares in all subsidiaries except two, see description below. </span><span class=\"f charStyle-15433314 ps10659\">If not stated otherwise, ownership equals the percentage of voting shares.</span><span class=\"f charStyle-8e659db2 ps10660\"> </span></div><div class=\"ps10785 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:243pt\"></td><td style=\"padding:0;width:84pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss747\"><div><div class=\"ps2498 ss746\"><span class=\"f charStyle-99bfcfa0 ps1\">Company<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7908 ss917\"><div><div class=\"ps2498 ss854\"><span class=\"f charStyle-99bfcfa0 ps10782\">Location<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2584 ss657\"><div><div class=\"ps2498 ss364\"><span class=\"f charStyle-99bfcfa0 ps4290\">Country<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10784 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps10783\">Percent<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Enterprises, LDA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10663 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10662\">Luanda<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2589 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10664\">Angola<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10666 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">49<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10667 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">C.S.E. Mec\u00e2nica e Instrumenta\u00e7\u00e2o Ltda</span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10669 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10668\">Curitiba<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10671 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10670\">Brazil<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10672 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10674 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10673\">Kuala Belait<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10676 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10675\">Brunei<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10677 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">PTAS Aker Solutions Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10678 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10673\">Kuala Belait<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10679 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10675\">Brunei<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10680 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">75<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1740 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Asset Integrity and Management Canada Inc.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10681 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps8758\">Newfoundland<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10683 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10682\">Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10684 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Canada Inc<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10686 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10685\">Vancouver<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10687 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10682\">Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9442 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps490 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Marine Contractors Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10689 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10688\">St John's<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4673 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10682\">Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10690 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8316 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Hydropower Hangzhou Co Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10692 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10691\">Hangzhou<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10694 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10693\">China<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10695 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2206 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Congo SA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10697 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10696\">Point-Noire<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10699 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10698\">Congo<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10700 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">70<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1473 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Finland Oy<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10702 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10701\">Ulvila<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10704 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10703\">Finland<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10705 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6065 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions SAS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10707 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10706\">Paris<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10709 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10708\">France<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10710 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2210 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Ghana Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7943 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10711\">Accra<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10712 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps8341\">Ghana<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10713 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">90<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5520 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Ghana Holding Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10714 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10711\">Accra<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10715 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps8341\">Ghana<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10716 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7367 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Deepwater Ghana Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10717 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10711\">Accra<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10718 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps8341\">Ghana<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10719 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">80<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1435 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Powergas Pvt Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10721 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10720\">Mumbai<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10722 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps3166\">India<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10723 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5636 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Engineering International Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10725 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10727 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10728 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5456 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Engineering Malaysia Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10729 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10730 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10731 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1551 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions APAC Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10732 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10733 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10734 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6497 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions India Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9048 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10735 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10736 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10737 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Malaysia Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10738 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10739 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10740 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6088 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Jana Megaton Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10741 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10742 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10743 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps63 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions BV<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10745 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10744\">Zoetemer<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2617 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10746\">Netherlands<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10747 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4810 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Additech AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10749 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10748\">Bergen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10751 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10752 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps283 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Installation FP AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10754 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10755 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10756 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2349 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Insurance Services AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10757 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10758 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10759 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4032 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Security AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10760 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10761 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10762 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2227 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10763 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10764 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10765 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7435 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Financial Holding AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10766 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10767 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10768 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7442 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Holding AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10769 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10770 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10771 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2231 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Alma Clean Power AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10772 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10748\">Bergen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10773 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10774 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3195 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Benestad Solutions AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10776 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10775\">Lierskogen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10777 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10778 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2146 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Kv\u00e6rner Resources AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10779 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10780 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10781 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10785 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:243pt\"></td><td style=\"padding:0;width:84pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss747\"><div><div class=\"ps2498 ss746\"><span class=\"f charStyle-99bfcfa0 ps1\">Company<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7908 ss917\"><div><div class=\"ps2498 ss854\"><span class=\"f charStyle-99bfcfa0 ps10782\">Location<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2584 ss657\"><div><div class=\"ps2498 ss364\"><span class=\"f charStyle-99bfcfa0 ps4290\">Country<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10784 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps10783\">Percent<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Unitech Power Systems AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10663 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10786\">Stavanger<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2589 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10666 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10667 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Poland Sp. z o.o.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10669 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10787\">Warsaw<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10671 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10788\">Poland<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10672 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Gulf Services WLL<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10674 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10789\">Doha<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10676 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10790\">Qatar<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10677 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">49<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Saudi Arabia Co. Ltd.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10678 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10791\">Al-Khobar<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10679 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps8685\">Saudi Arabia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10680 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1740 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Korea Co. Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10681 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10792\">Geoje<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10683 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10793\">South Korea<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10684 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Hydropower AB<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10686 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10794\">Kristinehamn<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10687 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps534\">Sweden<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9442 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps490 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">K Water AB<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10689 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10795\">\u00d6rnsk\u00f6ldsvik<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4673 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps534\">Sweden<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10690 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8316 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Hydropower Switzerland AG<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10692 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10796\">Vaud<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10694 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps6164\">Switzerland<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10695 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2206 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Tanzania Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10697 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps8629\">Dar es Salaam<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10699 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps6037\">Tanzania<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10700 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1473 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Hydro Enerji Limited Sirketi<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10702 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10797\">Istanbul<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10704 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10798\">Turkey<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10705 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6065 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Engineering and Technology Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10707 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10799\">London<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10709 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10710 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2210 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Engineering Malaysia Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7943 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10801\">Leeds<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10712 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10713 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5520 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Offshore Partner Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10714 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10802\">Aberdeen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10715 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10716 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7367 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions DC Trustees Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10717 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10799\">London<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10718 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10719 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1435 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions EAME Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10721 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10802\">Aberdeen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10722 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10723 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5636 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Enterprises International (UK) Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10725 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10799\">London<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10727 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10728 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5456 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Holding Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10729 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10802\">Aberdeen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10730 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10731 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1551 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10732 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10803\">Maidenhead<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10733 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10734 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6497 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Kvaerner Contracting Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9048 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10799\">London<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10735 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10736 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10737 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Energy Solutions FZE<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10738 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps3649\">Dubai Maritime City<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10739 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10804\">UAE<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10740 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6088 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Inc.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10741 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10805\">Houston<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10742 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10806\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10743 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps63 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions USA Corporation<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10745 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10805\">Houston<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2617 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10806\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10747 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4810 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Kvaerner Americas Holdings Inc<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10749 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10807\">Canonsburg<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10751 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10806\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10752 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps283 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Kvaerner Renewables US LLC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10754 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10807\">Canonsburg<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10755 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10806\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10756 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10809 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">25</span><span class=\"f charStyle-15433314 ps9972\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">25</span><span class=\"f charStyle-15433314 ps9973\"> Subsidiaries and NCIs cont.</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Subsidiaries where Aker Solutions does not have the Majority of Shares</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has less than 50 percent of the shares in two</span><span class=\"f charStyle-15433314 ps10810\"> subsidiaries</span><span class=\"f charStyle-15433314 ps10811\"> as shown in the table above and </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">has control over relevant activities through shareholders agreements. The subsidiaries are fully consolidated. </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Non-controlling interest represent equity interest in subsidiaries held by other owners than Aker Solutions. </span></div><div class=\"ps392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Non-controlling interest share of profit and equity is presented separately in the income statement and in the </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">balance sheet.</span></div><div class=\"ps2700 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The following entities are not legally transferred to SLB OneSubsea due to delayed closing. The subsea </span></div><div class=\"ps2701 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">business in these entities are not consolidated as Aker Solutions does not have control of operations or </span></div><div class=\"ps2005 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">rights to cash generations.</span></div><div class=\"ps10823 ss13\"><div class=\"ss63 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:233.25pt\"></td><td style=\"padding:0;width:89.25pt\"></td><td style=\"padding:0;width:89.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss919\"><div><div class=\"ps2498 ss918\"><span class=\"f charStyle-99bfcfa0 ps1\">Company<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10813 ss920\"><div><div class=\"ps2498 ss342\"><span class=\"f charStyle-99bfcfa0 ps10812\">Location<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7572 ss920\"><div><div class=\"ps2498 ss342\"><span class=\"f charStyle-99bfcfa0 ps10814\">Country<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss921\"><div><div class=\"ps424 ss918\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Congo SA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10816 ss349\"><div><div class=\"ps424 ss342\"><span class=\"f charStyle-cb0bd68b ps10815\">Point-Noire<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10818 ss349\"><div><div class=\"ps424 ss342\"><span class=\"f charStyle-cb0bd68b ps10817\">Congo<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps430 ss921\"><div><div class=\"ps424 ss918\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Ghana Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10820 ss349\"><div><div class=\"ps424 ss342\"><span class=\"f charStyle-cb0bd68b ps10819\">Accra<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10822 ss349\"><div><div class=\"ps424 ss342\"><span class=\"f charStyle-cb0bd68b ps10821\">Ghana<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfNoncontrollingInterestsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-394": {
   "value": "<span class=\"f charStyle-58d2db5a ps10649\">Subsidiaries and NCIs</span><div class=\"ps9693 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Subsidiaries: </span><span class=\"f charStyle-15433314 ps10650\">Aker Solutions has </span><span class=\"f charStyle-15433314 ps10651\">56</span><span class=\"f charStyle-15433314 ps10652\"> subsidiaries in </span><span class=\"f charStyle-15433314 ps10653\">24</span><span class=\"f charStyle-15433314 ps10654\"> countries at the reporting date. The number of countries where Aker Solutions had employees was <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps10655\">14<span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps10656\">, whereas operations in </span><span class=\"f charStyle-15433314 ps10657\">13</span><span class=\"f charStyle-15433314 ps10658\"> countries. The group holds the </span></div><div class=\"ps10661 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">majority of the shares in all subsidiaries except two, see description below. </span><span class=\"f charStyle-15433314 ps10659\">If not stated otherwise, ownership equals the percentage of voting shares.</span><span class=\"f charStyle-8e659db2 ps10660\"> </span></div><div class=\"ps10785 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:243pt\"></td><td style=\"padding:0;width:84pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss747\"><div><div class=\"ps2498 ss746\"><span class=\"f charStyle-99bfcfa0 ps1\">Company<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7908 ss917\"><div><div class=\"ps2498 ss854\"><span class=\"f charStyle-99bfcfa0 ps10782\">Location<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2584 ss657\"><div><div class=\"ps2498 ss364\"><span class=\"f charStyle-99bfcfa0 ps4290\">Country<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10784 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps10783\">Percent<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Enterprises, LDA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10663 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10662\">Luanda<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2589 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10664\">Angola<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10666 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">49<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10667 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">C.S.E. Mec\u00e2nica e Instrumenta\u00e7\u00e2o Ltda</span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10669 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10668\">Curitiba<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10671 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10670\">Brazil<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10672 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10674 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10673\">Kuala Belait<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10676 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10675\">Brunei<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10677 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">PTAS Aker Solutions Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10678 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10673\">Kuala Belait<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10679 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10675\">Brunei<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10680 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">75<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1740 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Asset Integrity and Management Canada Inc.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10681 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps8758\">Newfoundland<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10683 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10682\">Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10684 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Canada Inc<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10686 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10685\">Vancouver<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10687 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10682\">Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9442 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps490 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Marine Contractors Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10689 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10688\">St John's<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4673 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10682\">Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10690 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8316 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Hydropower Hangzhou Co Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10692 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10691\">Hangzhou<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10694 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10693\">China<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10695 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2206 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Congo SA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10697 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10696\">Point-Noire<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10699 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10698\">Congo<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10700 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">70<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1473 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Finland Oy<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10702 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10701\">Ulvila<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10704 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10703\">Finland<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10705 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6065 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions SAS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10707 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10706\">Paris<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10709 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10708\">France<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10710 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2210 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Ghana Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7943 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10711\">Accra<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10712 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps8341\">Ghana<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10713 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">90<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5520 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Ghana Holding Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10714 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10711\">Accra<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10715 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps8341\">Ghana<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10716 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7367 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Deepwater Ghana Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10717 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10711\">Accra<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10718 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps8341\">Ghana<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10719 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">80<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1435 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Powergas Pvt Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10721 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10720\">Mumbai<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10722 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps3166\">India<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10723 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5636 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Engineering International Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10725 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10727 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10728 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5456 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Engineering Malaysia Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10729 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10730 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10731 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1551 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions APAC Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10732 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10733 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10734 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6497 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions India Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9048 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10735 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10736 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10737 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Malaysia Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10738 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10739 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10740 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6088 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Jana Megaton Sdn Bhd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10741 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10724\">Kuala Lumpur<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10742 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10726\">Malaysia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10743 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps63 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions BV<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10745 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10744\">Zoetemer<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2617 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10746\">Netherlands<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10747 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4810 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Additech AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10749 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10748\">Bergen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10751 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10752 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps283 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Installation FP AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10754 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10755 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10756 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2349 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Insurance Services AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10757 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10758 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10759 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4032 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Security AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10760 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10761 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10762 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2227 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10763 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10764 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10765 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7435 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Financial Holding AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10766 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10767 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10768 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7442 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Holding AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10769 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10770 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10771 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2231 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Alma Clean Power AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10772 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10748\">Bergen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10773 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10774 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3195 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Benestad Solutions AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10776 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10775\">Lierskogen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10777 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10778 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2146 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Kv\u00e6rner Resources AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10779 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10753\">Fornebu<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10780 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10781 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10785 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:243pt\"></td><td style=\"padding:0;width:84pt\"></td><td style=\"padding:0;width:54pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss747\"><div><div class=\"ps2498 ss746\"><span class=\"f charStyle-99bfcfa0 ps1\">Company<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7908 ss917\"><div><div class=\"ps2498 ss854\"><span class=\"f charStyle-99bfcfa0 ps10782\">Location<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2584 ss657\"><div><div class=\"ps2498 ss364\"><span class=\"f charStyle-99bfcfa0 ps4290\">Country<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10784 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps10783\">Percent<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Unitech Power Systems AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10663 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10786\">Stavanger<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2589 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10750\">Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10666 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10667 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Poland Sp. z o.o.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10669 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10787\">Warsaw<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10671 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10788\">Poland<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10672 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Gulf Services WLL<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10674 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10789\">Doha<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10676 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10790\">Qatar<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10677 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps10665\">49<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6938 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Saudi Arabia Co. Ltd.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10678 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10791\">Al-Khobar<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10679 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps8685\">Saudi Arabia<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10680 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1740 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Korea Co. Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10681 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10792\">Geoje<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10683 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10793\">South Korea<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10684 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Hydropower AB<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10686 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10794\">Kristinehamn<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10687 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps534\">Sweden<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9442 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps490 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">K Water AB<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10689 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10795\">\u00d6rnsk\u00f6ldsvik<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4673 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps534\">Sweden<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10690 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8316 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Hydropower Switzerland AG<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10692 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10796\">Vaud<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10694 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps6164\">Switzerland<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10695 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2206 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Tanzania Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10697 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps8629\">Dar es Salaam<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10699 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps6037\">Tanzania<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10700 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1473 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Hydro Enerji Limited Sirketi<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10702 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10797\">Istanbul<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10704 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10798\">Turkey<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10705 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6065 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Engineering and Technology Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10707 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10799\">London<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10709 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10710 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2210 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Engineering Malaysia Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7943 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10801\">Leeds<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10712 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10713 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5520 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Offshore Partner Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10714 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10802\">Aberdeen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10715 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10716 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7367 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions DC Trustees Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10717 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10799\">London<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10718 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10719 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1435 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions EAME Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10721 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10802\">Aberdeen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10722 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10723 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5636 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Enterprises International (UK) Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10725 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10799\">London<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10727 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10728 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5456 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Holding Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10729 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10802\">Aberdeen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10730 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10731 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1551 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10732 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10803\">Maidenhead<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10733 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10734 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6497 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Kvaerner Contracting Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9048 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10799\">London<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10735 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10800\">UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10736 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10737 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Energy Solutions FZE<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10738 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps3649\">Dubai Maritime City<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10739 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10804\">UAE<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10740 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6088 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Inc.<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10741 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10805\">Houston<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10742 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10806\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10743 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps63 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions USA Corporation<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10745 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10805\">Houston<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2617 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10806\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10747 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4810 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Kvaerner Americas Holdings Inc<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10749 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10807\">Canonsburg<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10751 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10806\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10752 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps283 ss913\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss746\"><span class=\"f charStyle-cb0bd68b ps1\">Kvaerner Renewables US LLC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10754 ss914\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss854\"><span class=\"f charStyle-cb0bd68b ps10807\">Canonsburg<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10755 ss915\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss364\"><span class=\"f charStyle-cb0bd68b ps10806\">USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10756 ss916\" style=\"overflow:hidden\"><div><div class=\"ps7072 ss302\"><span class=\"f charStyle-cb0bd68b ps3761\">100<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10809 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">25</span><span class=\"f charStyle-15433314 ps9972\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">25</span><span class=\"f charStyle-15433314 ps9973\"> Subsidiaries and NCIs cont.</span></div><div class=\"ps6889 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-f8172550 ps236\">Subsidiaries where Aker Solutions does not have the Majority of Shares</span></div><div class=\"ps1885 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has less than 50 percent of the shares in two</span><span class=\"f charStyle-15433314 ps10810\"> subsidiaries</span><span class=\"f charStyle-15433314 ps10811\"> as shown in the table above and </span></div><div class=\"ps1638 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">has control over relevant activities through shareholders agreements. The subsidiaries are fully consolidated. </span></div><div class=\"ps1639 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Non-controlling interest represent equity interest in subsidiaries held by other owners than Aker Solutions. </span></div><div class=\"ps392 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Non-controlling interest share of profit and equity is presented separately in the income statement and in the </span></div><div class=\"ps400 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">balance sheet.</span></div><div class=\"ps2700 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The following entities are not legally transferred to SLB OneSubsea due to delayed closing. The subsea </span></div><div class=\"ps2701 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">business in these entities are not consolidated as Aker Solutions does not have control of operations or </span></div><div class=\"ps2005 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">rights to cash generations.</span></div><div class=\"ps10823 ss13\"><div class=\"ss63 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:233.25pt\"></td><td style=\"padding:0;width:89.25pt\"></td><td style=\"padding:0;width:89.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss919\"><div><div class=\"ps2498 ss918\"><span class=\"f charStyle-99bfcfa0 ps1\">Company<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10813 ss920\"><div><div class=\"ps2498 ss342\"><span class=\"f charStyle-99bfcfa0 ps10812\">Location<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps7572 ss920\"><div><div class=\"ps2498 ss342\"><span class=\"f charStyle-99bfcfa0 ps10814\">Country<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss921\"><div><div class=\"ps424 ss918\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Congo SA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10816 ss349\"><div><div class=\"ps424 ss342\"><span class=\"f charStyle-cb0bd68b ps10815\">Point-Noire<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10818 ss349\"><div><div class=\"ps424 ss342\"><span class=\"f charStyle-cb0bd68b ps10817\">Congo<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps430 ss921\"><div><div class=\"ps424 ss918\"><span class=\"f charStyle-cb0bd68b ps1\">Aker Solutions Ghana Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10820 ss349\"><div><div class=\"ps424 ss342\"><span class=\"f charStyle-cb0bd68b ps10819\">Accra<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10822 ss349\"><div><div class=\"ps424 ss342\"><span class=\"f charStyle-cb0bd68b ps10821\">Ghana<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfSignificantInvestmentsInSubsidiariesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-397": {
   "value": "<div class=\"ps10826 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps236\">Note </span><span class=\"f charStyle-8b50b64d ps6613\">26</span><span class=\"f charStyle-58d2db5a ps10824\"> </span><span class=\"f charStyle-58d2db5a ps10825\">Investments in Companies</span></div><div class=\"ps10827 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps10836 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Other investments are those entities in which the company does not have significant influence. These are </span></div><div class=\"ps10837 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">usually entities where the company holds less than twenty percent of the voting power. Such investments are </span></div><div class=\"ps10004 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">designated as equity securities at fair value through other comprehensive income (FVOCI) as they represent </span></div><div class=\"ps10838 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">long-term strategic investments. When the investments are sold, the accumulated gain or loss in equity is not </span></div><div class=\"ps10847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reclassified to the income statement. The loss recognized in OCI in </span><span class=\"f charStyle-15433314 ps10839\">2025</span><span class=\"f charStyle-15433314 ps10840\"> was</span><span class=\"f charStyle-15433314 ps10841\"> NOK </span><span class=\"f charStyle-15433314 ps10842\">0</span><span class=\"f charStyle-15433314 ps10843\"> millio</span><span class=\"f charStyle-15433314 ps10844\">n (loss of NOK <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps10845\">2</span><span class=\"f charStyle-15433314 ps10846\"> </span></div><div class=\"ps10848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">million in </span><span class=\"f charStyle-15433314 ps1186\">2024</span><span class=\"f charStyle-15433314 ps1187\">). Unlisted shares are usually measured at cost less impairment, as this is assumed to be the </span></div><div class=\"ps10849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">best estimate of fair value. </span></div><div class=\"ps11002 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">See note 3</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about other income</span></div><div class=\"ps11003 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_382\" style=\"z-index:1\">See note 7</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about financial income and expense</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInvestmentsOtherThanInvestmentsAccountedForUsingEquityMethodExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-396": {
   "value": "<div class=\"ps10826 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps236\">Note </span><span class=\"f charStyle-8b50b64d ps6613\">26</span><span class=\"f charStyle-58d2db5a ps10824\"> </span><span class=\"f charStyle-58d2db5a ps10825\">Investments in Companies</span></div><div class=\"ps10827 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps10828 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Joint ventures are those entities where the company has joint control and rights to net assets. Associates are </span></div><div class=\"ps10829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">those entities where the company has significant influence, but not control or joint control (usually between </span></div><div class=\"ps10830 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">twenty and fifty percent of the voting power). Interests in joint ventures and associates are accounted for </span></div><div class=\"ps10831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">using the equity method. The investments are initially recognized at cost (including transaction costs) and </span></div><div class=\"ps10832 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">subsequently increased or decreased to recognize the share of the profit or loss. The profit or loss for the </span></div><div class=\"ps10833 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">equity-accounted investees is presented as part of total revenue when the operations are closely linked to </span></div><span class=\"f charStyle-15433314 ps236\">the current operations of Aker Solutions, otherwise they are presented as financial income.</span><div class=\"ps755 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Investments in Companies</span></div><div class=\"ps630 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company has recognized the following balances for its investment in other companies:</span></div><div class=\"ps5841 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss740\"><div><div class=\"ps8 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Joint Ventures and Associates<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7887 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">7,007</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7889 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">7,870</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Other investments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7901 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">12</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7903 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">16</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5885 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Total investment in companies<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9254 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">7,018</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9255 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">7,886</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10850 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Joint Ventures and Associates (Equity Accounted Investees)</span></div><div class=\"ps10855 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The company had </span><span class=\"f charStyle-15433314 ps10851\">14</span><span class=\"f charStyle-15433314 ps10852\"> equity-accounted investments as of December 31, </span><span class=\"f charStyle-15433314 ps10853\">2025</span><span class=\"f charStyle-15433314 ps10854\">. Ownership percentage equals </span></div><div class=\"ps10856 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the percentage of voting shares.</span></div><div class=\"ps10898 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:146.25pt\"></td><td style=\"padding:0;width:126.75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss923\"><div><div class=\"ps2498 ss922\"><span class=\"f charStyle-99bfcfa0 ps1\">Name of company<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10858 ss925\"><div><div class=\"ps2498 ss924\"><span class=\"f charStyle-99bfcfa0 ps10857\">Office<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps10859\">Percent<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps8002\">Type<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Kiewit-Kvaerner Contractors (KKC)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10861 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10860\">Newfoundland, Canada<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9453 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps9454 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9074\">Joint venture<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">KDS JV AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10864 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10863\">Fornebu, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7861 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7862 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9074\">Joint venture<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">EPE Eigedom AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10866 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10865\">Stord, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7863 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7864 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9074\">Joint venture<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Eld\u00f8yane N\u00e6ringspark AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10867 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10865\">Stord, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7866 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7868 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9074\">Joint venture<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Rosebank JV Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10869 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10868\">Dubai, United Arab Emirates<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9467 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9468 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9074\">Joint venture<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">AKSO DDW HVDC JV Limited<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10870 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10868\">Dubai, United Arab Emirates<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9469 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9470 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps9074\">Joint venture<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7503 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Concrete Structures AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10871 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10863\">Fornebu, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9471 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">50.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9473 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7507 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Siva Verdal Eiendom AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10874 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10873\">Trondheim, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10875 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">46.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10876 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7510 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Bemlotek AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10877 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10863\">Fornebu, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10878 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">24.6%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10879 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1435 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Windstaller Alliance AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10880 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10863\">Fornebu, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10881 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">33.3%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10882 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7516 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">Team Aker D\u00e6hli AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10883 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10863\">Fornebu, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10884 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">33.3%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10885 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5936 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">OneSubsea LLC<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10887 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10886\">Houston, USA<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10888 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">20.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10889 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7521 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">OneSubsea Processing AS<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10891 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10890\">Sandsli, Norway<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10892 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">20.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10893 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8538 ss926\"><div><div class=\"ps424 ss922\"><span class=\"f charStyle-cb0bd68b ps1\">OneSubsea Investments UK Ltd<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10895 ss927\"><div><div class=\"ps424 ss924\"><span class=\"f charStyle-cb0bd68b ps10894\">London, UK<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10896 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps10862\"></span><span class=\"ps10862\">20.0%<span style=\"display:inline-block;height:7pt;width:2.71pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10897 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b ps10872\">Associate<span class=\"f ps2\"> </span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10899 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Note </span><span class=\"f charStyle-15433314 ps6885\">26</span><span class=\"f charStyle-15433314 ps9972\"> continues on next page</span></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">26</span><span class=\"f charStyle-15433314 ps9973\"> Investment in Companies cont.</span></div><div class=\"ps1863 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The following table provides a summary of changes in carrying value for Aker Solutions joint ventures and </span></div><div class=\"ps1200 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">associates.</span></div><div class=\"ps8088 ss13\"><div class=\"ss938 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:162.75pt\"></td><td style=\"padding:0;width:53.25pt\"></td><td style=\"padding:0;width:38.25pt\"></td><td style=\"padding:0;width:38.25pt\"></td><td style=\"padding:0;width:53.25pt\"></td><td style=\"padding:0;width:38.25pt\"></td><td style=\"padding:0;width:38.25pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"3\" style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10901 ss929\"><div><div class=\"ps2498 ss928\"><span class=\"f charStyle-99bfcfa0 ps10900\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"3\" style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6834 ss929\"><div><div class=\"ps2498 ss928\"><span class=\"f charStyle-99bfcfa0 ps10902\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss931\"><div><div class=\"ps6966 ss930\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10903 ss932\"><div><div class=\"ps1729 ss795\"><span class=\"f charStyle-99bfcfa0 ps7909\">SLB <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss795\"><span class=\"f charStyle-99bfcfa0 ps5695\">OneSubsea</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4442 ss933\"><div><div class=\"ps1727 ss59\"><span class=\"f charStyle-99bfcfa0 ps10904\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10309 ss933\"><div><div class=\"ps1727 ss59\"><span class=\"f charStyle-99bfcfa0 ps10905\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10906 ss932\"><div><div class=\"ps1729 ss795\"><span class=\"f charStyle-99bfcfa0 ps7909\">SLB </span></div><div class=\"ps1727 ss795\"><span class=\"f charStyle-99bfcfa0 ps5695\">OneSubsea</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10907 ss933\"><div><div class=\"ps1727 ss59\"><span class=\"f charStyle-99bfcfa0 ps10904\">Other<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10908 ss933\"><div><div class=\"ps1727 ss59\"><span class=\"f charStyle-99bfcfa0 ps10905\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss934\"><div><div class=\"ps424 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">Equity accounted investees per January 1<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10910 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.52pt\"></span></span><span class=\"ps10909\">7,761</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10912 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.04pt\"></span></span><span class=\"ps10911\">109</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10913 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.99pt\"></span></span><span class=\"ps1044\">7,870</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10915 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.99pt\"></span></span><span class=\"ps10914\">6,468</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10917 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.63pt\"></span></span><span class=\"ps10916\">88</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps10918 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.99pt\"></span></span><span class=\"ps1044\">6,555</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss934\"><div><div class=\"ps424 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">Acquisition<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10920 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.75pt\"></span></span><span class=\"ps10919\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10921 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10922 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10923 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.75pt\"></span></span><span class=\"ps10919\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10924 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.63pt\"></span></span><span class=\"ps10916\">35</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10925 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:24.63pt\"></span></span><span class=\"ps10916\">35</span></span></div></div></div></td></tr><tr style=\"height:23.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss935\"><div><div class=\"ps3027 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">Share of net profit included in other <span class=\"f ps2\"> </span></span></div><div class=\"ps3028 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">income</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10927 ss936\"><div><div class=\"ps3026 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.51pt\"></span></span><span class=\"ps10926\">749</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10928 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">7</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10930 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.51pt\"></span></span><span class=\"ps10929\">757</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10931 ss936\"><div><div class=\"ps3026 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:34.51pt\"></span></span><span class=\"ps10926\">789</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10933 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.28pt\"></span></span><span class=\"ps10932\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10934 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.51pt\"></span></span><span class=\"ps10929\">790</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2280 ss934\"><div><div class=\"ps424 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">Other comprehensive income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10936 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:37.57pt\"></span></span><span class=\"ps10935\">115</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10937 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10524 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.57pt\"></span></span><span class=\"ps10938\">115</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10940 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33pt\"></span></span><span class=\"ps10939\">-170</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10941 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10943 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18pt\"></span></span><span class=\"ps10942\">-170</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1475 ss934\"><div><div class=\"ps424 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">Reclassification from other investments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10944 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.75pt\"></span></span><span class=\"ps10919\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10945 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10535 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:29.75pt\"></span></span><span class=\"ps8690\">9</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10946 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.75pt\"></span></span><span class=\"ps10919\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10948 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.12pt\"></span></span><span class=\"ps10947\">-14</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10949 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.12pt\"></span></span><span class=\"ps10947\">-14</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1538 ss934\"><div><div class=\"ps424 ss930\"><span class=\"f charStyle-cb0bd68b ps1\">Dividends received<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10950 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:33pt\"></span></span><span class=\"ps10939\">-841</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10951 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.12pt\"></span></span><span class=\"ps10947\">-12</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10545 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:16.47pt\"></span></span><span class=\"ps10952\">-853</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10954 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.59pt\"></span></span><span class=\"ps10953\">-77</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10955 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.71pt\"></span></span><span class=\"ps4495\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10957 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:21.59pt\"></span></span><span class=\"ps10956\">-78</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10555 ss934\"><div><div class=\"ps424 ss930\"><span class=\"f charStyle-ac370e2b ps1\">Currency translation differences</span><span class=\"f charStyle-5e512a33 ps10958\"><sup>1</sup></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10960 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.47pt\"></span></span><span class=\"ps10959\">-888</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10961 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.71pt\"></span></span><span class=\"ps4495\">-3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10556 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:18pt\"></span></span><span class=\"ps10942\">-891</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10963 ss798\"><div><div class=\"ps424 ss795\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:36.04pt\"></span></span><span class=\"ps10962\">751</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10964 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:31.28pt\"></span></span><span class=\"ps10932\">1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10965 ss811\"><div><div class=\"ps424 ss59\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:19.51pt\"></span></span><span class=\"ps10929\">752</span></span></div></div></div></td></tr><tr style=\"height:23.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7957 ss935\"><div><div class=\"ps3027 ss930\"><span class=\"f charStyle-2dae0141 ps1\">Equity accounted investees per <span class=\"f ps2\"> </span></span></div><div class=\"ps3028 ss930\"><span class=\"f charStyle-2dae0141 ps1\">December 31<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10967 ss936\"><div><div class=\"ps3026 ss795\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.49pt\"></span></span><span class=\"ps10966\">6,897</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10969 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.27pt\"></span></span><span class=\"ps10968\">110</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10566 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.49pt\"></span></span><span class=\"ps9733\">7,007</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10970 ss936\"><div><div class=\"ps3026 ss795\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:28.11pt\"></span></span><span class=\"ps4494\">7,761</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #838e98;border-right:0.5pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10972 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.65pt\"></span></span><span class=\"ps10971\">109</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10973 ss937\"><div><div class=\"ps3026 ss59\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:11.49pt\"></span></span><span class=\"ps9733\">7,870</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps10974 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps236\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span></span><span class=\"f charStyle-a8b5a8fd ps1348\">NOK -888 million (NOK 751 million in 2024) consist of NOK -784 million (NOK 666 million in 2024) in translation differences of </span></div><div class=\"ps10976 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-a8b5a8fd ps1348\">the equity accounted investees, while the remaining NOK -105 m</span><span class=\"f charStyle-eea200a5 ps10975\">illion (NOK 84 million in 2024) relates to translation of Aker </span></div><div class=\"ps10979 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1348\">Solutions Inc which holds the investment in </span><span class=\"f charStyle-eea200a5 ps10977\">OneSubsea LLC</span><span class=\"f charStyle-eea200a5 ps10978\"> and is reported as translation differences related to other foreign </span></div><div class=\"ps10980 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1348\">operations in OCI.</span></div><div class=\"ps10982 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps1587\">Significant Associates<span class=\"f ps2\"> </span></span></div><div class=\"ps1864 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-47089e22 ps1587\"><span style=\"background-color:inherit\">SLB OneSubsea</span></span><span class=\"f charStyle-15433314 ps10983\"> is operating in the subsea business and consists of three separate legal entities; OneSubsea </span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">LLC, OneSubsea Processing AS and OneSubsea Investments UK Ltd. The legal entities are established in the </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">US, Norway and the UK. These entities are considered material for Aker Solutions. Aker Solutions Inc owns </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">the partnership interests in OneSubsea LLC which is a transparent entity for income tax purposes in the US.</span></div><div class=\"ps1609 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The following table summarizes financial information for the entities at a consolidated level. The figures are </span></div><div class=\"ps3476 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">at the same basis as used in the group financial statements and represents an IFRS conversion of SLB </span></div><div class=\"ps846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">OneSubsea\u2019s consolidated income statement and balance sheet prepared in accordance with US GAAP. The </span></div><div class=\"ps847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">financial information includes allocation of excess values recognized from assets contributed by SLB and </span></div><div class=\"ps848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions. All amounts are for the consolidated entities at a 100 percent basis. </span></div><div class=\"ps7884 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:273pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss740\"><div><div class=\"ps8 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6927 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps5291 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7886 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Current assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7887 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.68pt\"></span></span><span class=\"ps7488\">31,183</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7889 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.15pt\"></span></span><span class=\"ps7528\">33,140</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5813 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7901 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.62pt\"></span></span><span class=\"ps7486\">33,567</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7903 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.62pt\"></span></span><span class=\"ps7486\">38,206</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5885 ss744\"><div><div class=\"ps7893 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Current liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9254 ss745\"><div><div class=\"ps7893 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.62pt\"></span></span><span class=\"ps7486\">25,626</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps9255 ss745\"><div><div class=\"ps7893 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.15pt\"></span></span><span class=\"ps7528\">27,147</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3087 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10984 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">4,632</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10985 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">5,385</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps7705 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Net assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10987 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:42.96pt\"></span></span><span class=\"ps10986\">34,492</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10988 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:44.58pt\"></span></span><span class=\"ps7522\">38,814</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps491 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Aker Solutions' share of equity (20%)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10989 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">6,897</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps10990 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">7,761</span></span></div></div></div></td></tr><tr style=\"height:12pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.5pt solid #929da1;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"border-bottom:0.5pt solid #929da1;border-top:0.25pt solid #8996a0;padding:0\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1475 ss740\"><div><div class=\"ps8 ss739\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10991 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7482\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps10992 ss718\"><div><div class=\"ps2498 ss717\"><span class=\"f charStyle-99bfcfa0 ps7484\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:5.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps6454 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Revenue<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;padding:0\"><div class=\"ps10993 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:43.62pt\"></span></span><span class=\"ps7486\">39,798</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;padding:0\"><div class=\"ps10994 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:45.15pt\"></span></span><span class=\"ps7528\">41,878</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6077 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Net profit<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10995 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">3,746</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.25pt dotted #838e98;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10996 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">3,952</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps5730 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-cb0bd68b ps1\">Other comprehensive income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10997 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">576</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10999 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.22pt\"></span></span><span class=\"ps10998\">-849</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps1488 ss741\"><div><div class=\"ps424 ss739\"><span class=\"f charStyle-2dae0141 ps1\">Total comprehensive income<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11000 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">4,322</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11001 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">3,103</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps11002 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">See note 3</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about other income</span></div><div class=\"ps11003 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_382\" style=\"z-index:1\">See note 7</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about financial income and expense</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInvestmentsAccountedForUsingEquityMethodExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-398": {
   "value": "<div class=\"ps10827 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps10828 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Joint ventures are those entities where the company has joint control and rights to net assets. Associates are </span></div><div class=\"ps10829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">those entities where the company has significant influence, but not control or joint control (usually between </span></div><div class=\"ps10830 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">twenty and fifty percent of the voting power). Interests in joint ventures and associates are accounted for </span></div><div class=\"ps10831 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">using the equity method. The investments are initially recognized at cost (including transaction costs) and </span></div><div class=\"ps10832 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">subsequently increased or decreased to recognize the share of the profit or loss. The profit or loss for the </span></div><div class=\"ps10833 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">equity-accounted investees is presented as part of total revenue when the operations are closely linked to </span></div><span class=\"f charStyle-15433314 ps236\">the current operations of Aker Solutions, otherwise they are presented as financial income.</span>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForInvestmentInAssociatesAndJointVenturesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-399": {
   "value": "<div class=\"ps10836 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Other investments are those entities in which the company does not have significant influence. These are </span></div><div class=\"ps10837 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">usually entities where the company holds less than twenty percent of the voting power. Such investments are </span></div><div class=\"ps10004 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">designated as equity securities at fair value through other comprehensive income (FVOCI) as they represent </span></div><div class=\"ps10838 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">long-term strategic investments. When the investments are sold, the accumulated gain or loss in equity is not </span></div><div class=\"ps10847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reclassified to the income statement. The loss recognized in OCI in </span><span class=\"f charStyle-15433314 ps10839\">2025</span><span class=\"f charStyle-15433314 ps10840\"> was</span><span class=\"f charStyle-15433314 ps10841\"> NOK </span><span class=\"f charStyle-15433314 ps10842\">0</span><span class=\"f charStyle-15433314 ps10843\"> millio</span><span class=\"f charStyle-15433314 ps10844\">n (loss of NOK <span class=\"f ps2\"> </span></span><span class=\"f charStyle-15433314 ps10845\">2</span><span class=\"f charStyle-15433314 ps10846\"> </span></div><div class=\"ps10848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">million in </span><span class=\"f charStyle-15433314 ps1186\">2024</span><span class=\"f charStyle-15433314 ps1187\">). Unlisted shares are usually measured at cost less impairment, as this is assumed to be the </span></div><div class=\"ps10849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">best estimate of fair value. </span></div><div class=\"ps11002 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_370\" style=\"z-index:1\">See note 3</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about other income</span></div><div class=\"ps11003 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_382\" style=\"z-index:1\">See note 7</a></span><span class=\"f charStyle-27c8d1b7 ps7028\"> for more information about financial income and expense</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForInvestmentsOtherThanInvestmentsAccountedForUsingEquityMethodExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-400": {
   "value": "<div class=\"ps241 ss13\" style=\"font-size:16pt\"><span class=\"f charStyle-8b50b64d ps236\">Note </span><span class=\"f charStyle-8b50b64d ps6613\">27</span><span class=\"f charStyle-58d2db5a ps11005\"> </span><span class=\"f charStyle-58d2db5a ps11006\">Related Parties and Key Management </span></div><div class=\"ps11007 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58d2db5a ps236\">Compensation</span></div><div class=\"ps11113 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Compensation to Key Management </span></div><div class=\"ps2879 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The key management personnel of Aker Solutions include the Board of Directors and the executive </span></div><div class=\"ps2573 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">management team. Refer to further description about management compensation in the Management </span></div><div class=\"ps2574 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Remuneration Report available at </span><span class=\"f charStyle-27c8d1b7 ps11114\">www.akersolutions.com/corporate-governance</span><span class=\"f charStyle-15433314 ps11115\">.</span></div><div class=\"ps11140 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:288pt\"></td><td style=\"padding:0;width:68.25pt\"></td><td style=\"padding:0;width:66.75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss944\"><div><div class=\"ps8 ss943\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11117 ss945\"><div><div class=\"ps2498 ss403\"><span class=\"f charStyle-99bfcfa0 ps11116\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8681 ss947\"><div><div class=\"ps2498 ss946\"><span class=\"f charStyle-99bfcfa0 ps11118\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss948\"><div><div class=\"ps525 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Salaries and wages including holiday allowance<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11120 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.63pt\"></span></span><span class=\"ps11119\">65</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11122 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.32pt\"></span></span><span class=\"ps11121\">58<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Social security contributions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11124 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.16pt\"></span></span><span class=\"ps11123\">10</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11126 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">9<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Pension cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11128 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.75pt\"></span></span><span class=\"ps11127\">2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11129 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">2<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Termination benefits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11130 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.75pt\"></span></span><span class=\"ps11127\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11131 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Share-based payments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11132 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.75pt\"></span></span><span class=\"ps11127\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11133 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">3<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #838e98;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Other employee benefits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11134 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.75pt\"></span></span><span class=\"ps11127\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11135 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #838e98;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps7503 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-2dae0141 ps1\">Total compensation to key management personnel<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps11137 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.31pt\"></span></span><span class=\"ps11136\">80</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps11139 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.62pt\"></span></span><span class=\"ps11138\">71<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">The below table shows the shareholding of Aker Solutions\u2019 Board of Directors and the Pre</span><span class=\"f charStyle-15433314 ps11142\">sident and Chief </span></div><div class=\"ps629 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Executive Officer per December 31, </span><span class=\"f charStyle-15433314 ps11143\">2025</span><span class=\"f charStyle-15433314 ps11144\">.</span></div><div class=\"ps11199 ss13\"><div class=\"ss40 ws0 ps538\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:132pt\"></td><td style=\"padding:0;width:109.5pt\"></td><td style=\"padding:0;width:90.75pt\"></td><td style=\"padding:0;width:90.75pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #929292;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss951\"><div><div class=\"ps1727 ss950\"><span class=\"f charStyle-99bfcfa0 ps1\">Name<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11145 ss952\"><div><div class=\"ps1727 ss496\"><span class=\"f charStyle-99bfcfa0 ps1\">Role<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929292;padding:0\"><div class=\"ps11149 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps11146\">Shareholding as of </span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps11147\">December 31, 2025</span><span class=\"f charStyle-f2f4b7a4 ps11148\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4484 ss708\"><div><div class=\"ps1729 ss707\"><span class=\"f charStyle-99bfcfa0 ps11146\">Shareholding as of </span></div><div class=\"ps1727 ss707\"><span class=\"f charStyle-99bfcfa0 ps3649\">December 31, 2024</span><span class=\"f charStyle-f2f4b7a4 ps11148\"><sup>1</sup></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:21pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #929292;padding:0\"><div class=\"ps2274 ss953\"><div><div class=\"ps11150 ss950\"><span class=\"f charStyle-ac370e2b ps1\">Kjetel Digre<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #929292;padding:0\"><div class=\"ps11153 ss954\"><div><div class=\"ps11151 ss496\"><span class=\"f charStyle-ac370e2b ps1\">President and Chief <span class=\"f ps2\"> </span></span></div><div class=\"ps11152 ss496\"><span class=\"f charStyle-ac370e2b ps1\">Executive Officer </span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11154 ss955\"><div><div class=\"ps11150 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">223,219</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11155 ss955\"><div><div class=\"ps11150 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">166,527</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10210 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Leif-Arne Lang\u00f8y<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11156 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Chairman<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11157 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">159,426</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11158 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">159,426</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8309 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-ac370e2b ps1\">\u00d8yvind Eriksen</span><span class=\"f charStyle-5e512a33 ps11159\"><sup>2</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11160 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Deputy Chairman<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11161 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11162 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8316 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-ac370e2b ps1\">Kjell Inge R\u00f8kke</span><span class=\"f charStyle-5e512a33 ps11163\"><sup>3</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11164 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11165 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11166 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8320 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Birgit Aagaard-Svendsen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11167 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11168 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">90,000</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11169 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">90,000</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3108 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Lone F\u00f8nss Schr\u00f8der<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11170 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11171 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11172 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1429 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Elisabeth T\u00f8rstad<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11173 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11174 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">2,000</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11175 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">2,000</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2285 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Jan Arve Haugan<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11176 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11177 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">136,527</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11178 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">136,527</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2606 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Hilde Karlsen<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11179 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director, employee elected<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11180 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">33,896</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11181 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.37pt\"></span></span><span class=\"ps7075\">29,849</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7381 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Line Sm\u00e5ge Breidablikk<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11182 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director, employee elected<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11183 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">2,182</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11184 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.02pt\"></span></span><span class=\"ps7110\">1,755</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps8082 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Arne Christian R\u00f8dby<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11185 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director, employee elected<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11186 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">3,258</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11187 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.49pt\"></span></span><span class=\"ps7195\">2,090</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4803 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Stian Pettersen Sagvold</span><span class=\"f charStyle-a61f3c46 ps11188\"><sup>4, 5</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11189 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director, employee elected<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11190 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b ps7263\">N/A<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11191 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:73.54pt\"></span></span><span class=\"ps7210\">515</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #838e98;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps3157 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-cb0bd68b ps1\">Sigurd S\u00e6vareid</span><span class=\"f charStyle-a61f3c46 ps11192\"><sup>6</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #929292;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11193 ss957\"><div><div class=\"ps424 ss496\"><span class=\"f charStyle-cb0bd68b ps1\">Director, employee elected<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #929292;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11194 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11195 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:82.25pt\"></span></span><span class=\"ps7083\">0</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #838e98;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps2134 ss956\"><div><div class=\"ps424 ss950\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps11197 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.43pt\"></span></span><span class=\"ps11196\">650,508</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11198 ss958\"><div><div class=\"ps424 ss707\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.43pt\"></span></span><span class=\"ps11196\">588,689</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps11200 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span></span><span class=\"f charStyle-eea200a5 ps1965\">The number of shares owned covers direct ownership of Aker Solutions ASA for individual and related parties.</span></div><div class=\"ps11201 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">2)<span style=\"display:inline-block;height:6.12pt;width:7.32pt\"></span></span></span><span class=\"f charStyle-eea200a5 ps1965\">\u00d8yvind Eriksen owned 219,614 shares in Aker ASA and 100,000 B-shares (0.2 percent) in TRG Holding AS. Aker ASA, through a </span></div><div class=\"ps11202 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1965\">subsidiary owns 39 percent of Aker Solutions (not adjusted for shares owned by Aker Solutions).</span></div><div class=\"ps11203 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">3)<span style=\"display:inline-block;height:6.12pt;width:7.32pt\"></span></span></span><span class=\"f charStyle-eea200a5 ps1965\">Kjell Inge R\u00f8kke owns and controls The Resource Group AS, which controls 68 percent of Aker ASA, which through a subsidiary </span></div><div class=\"ps11204 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1965\">owns 39 percent of Aker Solutions (not adjusted for shares owned by Aker Solutions).</span></div><div class=\"ps11205 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">4)<span style=\"display:inline-block;height:6.12pt;width:7.32pt\"></span></span></span><span class=\"f charStyle-eea200a5 ps1965\">Replaced by Sigurd S\u00e6vareid in September 2025.</span></div><div class=\"ps11206 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">5)<span style=\"display:inline-block;height:6.12pt;width:7.32pt\"></span></span></span><span class=\"f charStyle-eea200a5 ps1965\">Stian Pettersen Sagvold held 661 shares as of September 1, 2025, at the end of his term on the Board of Directors.</span></div><div class=\"ps11207 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps1587\">6)<span style=\"display:inline-block;height:6.12pt;width:7.32pt\"></span></span></span><span class=\"f charStyle-eea200a5 ps1965\">Replaced Stian Pettersen Sagvold in September 2025.</span></div><div class=\"ps11208 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_403\" style=\"z-index:1\">See note 13</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about customer contract assets and receivables</span></div><div class=\"ps11210 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-8f78b8db ps7030\"> </span><span class=\"f charStyle-27c8d1b7 ps11209\">for more information about leasing contracts</span></div><div class=\"ps11211 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_427\" style=\"z-index:1\">See note 20</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about trade and other payables</span></div><div class=\"ps11212 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_448\" style=\"z-index:1\">See note 25</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about subsidiaries </span></div><div class=\"ps11213 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">See note 26</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about joint arrangements and associates</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInformationAboutKeyManagementPersonnelExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-401": {
   "value": "<span class=\"f charStyle-58d2db5a ps11006\">Related Parties and Key Management </span><div class=\"ps11007 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-58d2db5a ps236\">Compensation</span></div><div class=\"ps11008 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps11009 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Related party relationships are defined to be entities under joint control or significant influence by Aker </span></div><div class=\"ps11010 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Solutions, and companies outside the Aker Solutions group that are under control (either directly or <span class=\"f ps2\"> </span></span></div><div class=\"ps11011 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">indirectly) or joint control by the owners having significant influence over Aker Solutions. The management </span></div><div class=\"ps11012 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">and the Board of Aker Solutions are also related parties. </span></div><div class=\"ps11013 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Related Parties of Aker Solutions</span></div><div class=\"ps1614 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The largest shareholder of Aker Solutions is Aker Holdings AS, which is wholly-owned by </span><span class=\"f charStyle-15433314 ps11014\">Aker ASA.</span><span class=\"f charStyle-15433314 ps11015\"> Aker </span></div><div class=\"ps1615 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Solutions is an associate of Aker ASA, and entities controlled by Aker ASA and entities which Kjell Inge </span></div><div class=\"ps8576 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">R\u00f8kke and his close family controls through </span><span class=\"f charStyle-15433314 ps11016\">The Resource Group TRG AS are considered related parties to </span></div><div class=\"ps8577 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions. These entities include companies like Aize and Cognite and are referred to as Aker entities in </span></div><div class=\"ps8578 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">this note. </span><span class=\"f charStyle-15433314 ps11017\">Companies that are associates of Aker ASA or The Resource Group TRG AS are not considered </span></div><div class=\"ps8579 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">related parties of Aker Solutions, such as Akastor and Aker BP. </span></div><div class=\"ps9933 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Related party relationships also include entities under joint control or significant influence by Aker Solutions. </span></div><div class=\"ps9934 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">SLB OneSubsea is an associate of Aker Solutions and defined as a related party. Non-controlling interests </span></div><div class=\"ps9935 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">with significant influence are also considered as related parties of Aker Solutions.</span></div><div class=\"ps1624 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Related parties are in a position to enter into transactions with the company that would potentially not be </span></div><div class=\"ps1625 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">undertaken between unrelated parties. Transactions with related parties are based on negotiations between </span></div><div class=\"ps1626 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">the parties, and management believes that the agreed prices is a fair approximation to arms length prices.</span></div><div class=\"ps11018 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">27</span><span class=\"f charStyle-15433314 ps9973\"> continues on next page</span></div><div class=\"ps234 ss13\"><div class=\"ps538\"><div class=\"ps4\"><img alt=\"NOTE27.jpg\" id=\"i-56\" 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\" style=\"height:426.61pt;width:422.25pt\"/></div></div></div><div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">27</span><span class=\"f charStyle-15433314 ps9973\"> Related Parties cont.</span></div><div class=\"ps11020 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Transactions and Balances with Related Parties </span></div><div class=\"ps11102 ss13\"><div class=\"ss942 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:224.25pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td><td style=\"padding:0;width:75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"3\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11023 ss465\"><div><div class=\"ps2498 ss464\"><span class=\"f charStyle-99bfcfa0 ps11022\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"3\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:1pt solid #ffffff;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps6325 ss465\"><div><div class=\"ps2498 ss464\"><span class=\"f charStyle-99bfcfa0 ps1733\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:26.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps9 ss940\"><div><div class=\"ps6966 ss939\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11025 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps5124\">Aker and TRG <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps11024\">companies</span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11028 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps11026\">Joint ventures <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps11027\">and associates</span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2993 ss763\"><div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8105\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11029 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps5124\">Aker and TRG <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps11024\">companies</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11030 ss763\"><div><div class=\"ps1729 ss717\"><span class=\"f charStyle-99bfcfa0 ps11026\">Joint ventures <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps11027\">and associates</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11031 ss763\"><div><div class=\"ps1727 ss717\"><span class=\"f charStyle-99bfcfa0 ps8105\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-ac370e2b ps1\">Income statement<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Operating revenues<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11032 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">33</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11033 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.74pt\"></span></span><span class=\"ps7496\">2,848</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11034 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:49.86pt\"></span></span><span class=\"ps7712\">2,881</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11035 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">77</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11036 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.27pt\"></span></span><span class=\"ps7511\">3,221</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11037 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:48.24pt\"></span></span><span class=\"ps7714\">3,299</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Operating costs<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11038 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.75pt\"></span></span><span class=\"ps8033\">-158</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11039 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.22pt\"></span></span><span class=\"ps10998\">-222</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11040 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-380</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11041 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.22pt\"></span></span><span class=\"ps10998\">-486</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11042 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.22pt\"></span></span><span class=\"ps10998\">-567</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11043 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.82pt\"></span></span><span class=\"ps8040\">-1,053</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Depreciation and impairment of ROU assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11044 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-24</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11045 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-14</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11046 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-38</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11047 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-36</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11048 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-14</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11049 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-50</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6226 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Net financial items<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11050 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">14</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11051 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11053 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.68pt\"></span></span><span class=\"ps11052\">14</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11054 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">89</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11055 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11056 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.06pt\"></span></span><span class=\"ps10215\">89</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps460 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-ac370e2b ps1\">Balance sheet<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps273 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Right-of-use (ROU) assets<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11057 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">46</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11058 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">41</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11059 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.06pt\"></span></span><span class=\"ps10215\">87</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11060 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">298</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11061 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:61.38pt\"></span></span><span class=\"ps7504\">53</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11062 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.4pt\"></span></span><span class=\"ps7865\">351</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps469 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-ac370e2b ps1\">Trade receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11063 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">5</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11064 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">587</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11065 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">592</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11066 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">5</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11067 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.26pt\"></span></span><span class=\"ps7492\">337</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11068 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.78pt\"></span></span><span class=\"ps7867\">342</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps6081 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-ac370e2b ps1\">Non-current interest-bearing receivables</span><span class=\"f charStyle-5e512a33 ps11069\"><sup>1</sup></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11070 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.79pt\"></span></span><span class=\"ps7490\">198</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11071 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11072 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:57.4pt\"></span></span><span class=\"ps7865\">198</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11073 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.32pt\"></span></span><span class=\"ps7986\">191</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11074 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11075 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.02pt\"></span></span><span class=\"ps10218\">191</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11076 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Current interest-bearing receivables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11077 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11078 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11079 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.34pt\"></span></span><span class=\"ps10281\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11080 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:66.5pt\"></span></span><span class=\"ps7888\">0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11081 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.91pt\"></span></span><span class=\"ps7500\">19</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11082 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:62.68pt\"></span></span><span class=\"ps11052\">19</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps10737 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Non-current leasing liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11083 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-31</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11084 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-33</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11085 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-64</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11086 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:53.22pt\"></span></span><span class=\"ps10998\">-445</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11087 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-44</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11088 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:52.74pt\"></span></span><span class=\"ps8043\">-490</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps4090 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-ac370e2b ps1\">Trade payables<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11089 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:63.46pt\"></span></span><span class=\"ps7876\">-2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11090 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:47.23pt\"></span></span><span class=\"ps8046\">-1,894</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11091 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:46.82pt\"></span></span><span class=\"ps8040\">-1,896</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11092 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:64.99pt\"></span></span><span class=\"ps8008\">-1</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11093 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-25</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11094 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-25</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11095 ss941\"><div><div class=\"ps424 ss939\"><span class=\"f charStyle-cb0bd68b ps1\">Current leasing liabilities<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11096 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-16</span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11097 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-13</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11098 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-29</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11099 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.34pt\"></span></span><span class=\"ps7878\">-56</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11100 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.87pt\"></span></span><span class=\"ps7873\">-12</span></span></div></div></div></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11101 ss720\"><div><div class=\"ps424 ss717\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:58.02pt\"></span></span><span class=\"ps7902\">-68</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps8659 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5\"><span class=\"ps236\">1)<span style=\"display:inline-block;height:6.12pt;width:8.66pt\"></span></span><span class=\"ps1348\">Aker Solutions has provided NOK 160 million in loans to Aker Pensjonskasse, with accumulated accrued interest of NOK 38 million recognized in the receivable. Aker Solutions has committed to provide</span></span></div><div class=\"ps8660 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-eea200a5 ps1348\">additionally NOK 80 million subject to funding requirements.</span></div><div class=\"ps11104 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">27</span><span class=\"f charStyle-15433314 ps9973\"> continues on next page</span></div></div><div class=\"ps628 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Note </span><span class=\"f charStyle-15433314 ps6827\">27</span><span class=\"f charStyle-15433314 ps9973\"> Related Parties cont.</span></div><div class=\"ps6829 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Significant Related Parties Transactions<span class=\"f ps2\"> </span></span><span class=\"f charStyle-3b247011 ps11105\"> </span></div><div class=\"ps1865 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has transactions with related parties on a recurring basis as part of normal business. In 2025, </span></div><div class=\"ps1866 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions purchased Additech AS from</span><span class=\"f charStyle-15433314 ps11106\"> Clara Venture Labs AS and in 2024 Alma Clean Power AS from </span></div><div class=\"ps843 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Clara Ventures AS,</span><span class=\"f charStyle-15433314 ps11107\"> companies owned by Aker Capital AS, of respectively NOK 29.2 million and NOK 28.6 </span></div><div class=\"ps844 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">million. </span></div><div class=\"ps3476 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker Solutions has previously leased industrial properties owned by Kjell Inge R\u00f8kke through TRG AS. The </span></div><div class=\"ps846 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">industrial properties were sold from TRG AS to Public Property Invest AS (PPI) in the second quarter in 2025. </span></div><div class=\"ps847 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The leasing cost for 2025 was NOK </span><span class=\"f charStyle-15433314 ps11108\">22</span><span class=\"f charStyle-15433314 ps11109\"> million (NOK </span><span class=\"f charStyle-15433314 ps11110\">71</span><span class=\"f charStyle-15433314 ps11111\"> million in 2024). PPI is an associated company for </span></div><div class=\"ps848 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Aker ASA and hence not a related party for Aker Solutions. Leasing cost after the second quarter is not </span></div><div class=\"ps849 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">reported as related party cost.</span><span class=\"f charStyle-15433314 ps11112\"> </span></div><div class=\"ps11208 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_403\" style=\"z-index:1\">See note 13</a></span><span class=\"f charStyle-27c8d1b7 ps7030\"> for more information about customer contract assets and receivables</span></div><div class=\"ps11210 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_418\" style=\"z-index:1\">See note 17</a></span><span class=\"f charStyle-8f78b8db ps7030\"> </span><span class=\"f charStyle-27c8d1b7 ps11209\">for more information about leasing contracts</span></div><div class=\"ps11211 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_427\" style=\"z-index:1\">See note 20</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about trade and other payables</span></div><div class=\"ps11212 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_448\" style=\"z-index:1\">See note 25</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about subsidiaries </span></div><div class=\"ps11213 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7d7040c4 ps1587\"><a class=\"Hyperlink\" href=\"#iae70694f17984c9396d3fdb5670adc23_451\" style=\"z-index:1\">See note 26</a></span><span class=\"f charStyle-27c8d1b7 ps7033\"> for more information about joint arrangements and associates</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfRelatedPartyExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-402": {
   "value": "<div class=\"ps11008 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Financial Reporting Principles</span></div><div class=\"ps11009 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Related party relationships are defined to be entities under joint control or significant influence by Aker </span></div><div class=\"ps11010 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Solutions, and companies outside the Aker Solutions group that are under control (either directly or <span class=\"f ps2\"> </span></span></div><div class=\"ps11011 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">indirectly) or joint control by the owners having significant influence over Aker Solutions. The management </span></div>and the Board of Aker Solutions are also related parties.",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForTransactionsWithRelatedPartiesExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-403": {
   "value": "Aker ASA.",
   "dimensions": {
    "concept": "ifrs-full:NameOfParentEntity",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-404": {
   "value": "<div class=\"ps11113 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-7b781339 ps236\">Compensation to Key Management </span></div><div class=\"ps2879 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">The key management personnel of Aker Solutions include the Board of Directors and the executive </span></div><div class=\"ps2573 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">management team. Refer to further description about management compensation in the Management </span></div><div class=\"ps2574 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">Remuneration Report available at </span><span class=\"f charStyle-27c8d1b7 ps11114\">www.akersolutions.com/corporate-governance</span><span class=\"f charStyle-15433314 ps11115\">.</span></div><div class=\"ps11140 ss13\"><div class=\"ss40 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:288pt\"></td><td style=\"padding:0;width:68.25pt\"></td><td style=\"padding:0;width:66.75pt\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps4 ss944\"><div><div class=\"ps8 ss943\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11117 ss945\"><div><div class=\"ps2498 ss403\"><span class=\"f charStyle-99bfcfa0 ps11116\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8681 ss947\"><div><div class=\"ps2498 ss946\"><span class=\"f charStyle-99bfcfa0 ps11118\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps261 ss948\"><div><div class=\"ps525 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Salaries and wages including holiday allowance<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11120 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.63pt\"></span></span><span class=\"ps11119\">65</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11122 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:50.32pt\"></span></span><span class=\"ps11121\">58<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7011 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Social security contributions<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11124 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:56.16pt\"></span></span><span class=\"ps11123\">10</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11126 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">9<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1461 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Pension cost<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11128 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.75pt\"></span></span><span class=\"ps11127\">2</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11129 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">2<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps1417 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Termination benefits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11130 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.75pt\"></span></span><span class=\"ps11127\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11131 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps569 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Share-based payments<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11132 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.75pt\"></span></span><span class=\"ps11127\">3</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11133 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">3<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #838e98;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7499 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-cb0bd68b ps1\">Other employee benefits<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11134 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:59.75pt\"></span></span><span class=\"ps11127\">0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11135 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:55.44pt\"></span></span><span class=\"ps11125\">0<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.25pt solid #838e98;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps7503 ss948\"><div><div class=\"ps424 ss943\"><span class=\"f charStyle-2dae0141 ps1\">Total compensation to key management personnel<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps11137 ss404\"><div><div class=\"ps424 ss403\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:54.31pt\"></span></span><span class=\"ps11136\">80</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #838e98;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #838e98;padding:0\"><div class=\"ps11139 ss949\"><div><div class=\"ps424 ss946\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:51.62pt\"></span></span><span class=\"ps11138\">71<span style=\"display:inline-block;height:7pt;width:2.81pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfSharebasedPaymentArrangementsExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-405": {
   "value": "<span class=\"f charStyle-58d2db5a ps11216\">Audit Fees</span><div class=\"ps1999 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">PwC is the auditor of the group. The table below presents expenses for audit and other services to the </span></div><div class=\"ps6673 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps236\">auditor.</span></div><div class=\"ps11261 ss13\"><div class=\"ss841 ws0 ps233\"><div><table style=\"border-collapse:collapse;display:inline-table;font-size:initial;padding:0;table-layout:fixed;width:100%\"><tbody><tr style=\"height:0\"><td style=\"padding:0;width:167.25pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td><td style=\"padding:0;width:42pt\"></td></tr><tr style=\"height:26.25pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11218 ss855\"><div><div class=\"ps1729 ss854\"><span class=\"f charStyle-99bfcfa0 ps11217\">Aker Solutions <span class=\"f ps2\"> </span></span></div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps8207\">ASA</span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps8677 ss855\"><div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps11219\">Subsidiaries<span class=\"f ps2\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11221 ss855\"><div><div class=\"ps1727 ss854\"><span class=\"f charStyle-99bfcfa0 ps11220\">Total<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #929da1;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps1732 ss33\"><div><div class=\"ps8 ss32\"><span class=\"f charStyle-7144cbb2 ps1\">Amounts in NOK million (excl. VAT)<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11222 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11223 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11224 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11225 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps11226 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2923\">2025<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.5pt solid #929da1;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"><div class=\"ps2248 ss303\"><div><div class=\"ps2498 ss302\"><span class=\"f charStyle-99bfcfa0 ps2921\">2024<span class=\"f ps2\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"background-color:#ffffff;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#d8f0fa;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td><td style=\"background-color:#ffffff;border-left:0.5pt dotted #8996a0;border-top:0.5pt solid #929da1;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps7579 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-cb0bd68b ps1\">Audit<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11227 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">3.8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11228 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">3.8</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11230 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">9.1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11231 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">9.7</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11232 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.53pt\"></span></span><span class=\"ps5989\">12.9</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;padding:0\"><div class=\"ps11233 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.53pt\"></span></span><span class=\"ps5989\">13.5</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2202 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-cb0bd68b ps1\">Other assurance services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11234 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">4.1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11235 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">1.6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11236 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11237 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">1.3</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11238 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">4.9</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps2251 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">2.9</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps25 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-cb0bd68b ps1\">Tax services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11239 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11240 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.0</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11241 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.4</span></span></div></div></div></td><td style=\"border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11242 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.4</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11243 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.4</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt dotted #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11244 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.4</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps7602 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-cb0bd68b ps1\">Other non-audit services<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11245 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">0.0</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11246 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:27.65pt\"></span></span><span class=\"ps11229\">1.2</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11247 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">7.8</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11248 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">6.5</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11249 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">7.8</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt dotted #8996a0;padding:0\"><div class=\"ps11250 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-cb0bd68b\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:26.12pt\"></span></span><span class=\"ps3121\">7.7</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps6226 ss36\"><div><div class=\"ps424 ss32\"><span class=\"f charStyle-2dae0141 ps1\">Total<span class=\"f ps2\"> </span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11252 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.79pt\"></span></span><span class=\"ps11251\">7.9</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11253 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:25.79pt\"></span></span><span class=\"ps11251\">6.6</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11255 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:23.75pt\"></span></span><span class=\"ps11254\">18.1</span></span></div></div></div></td><td style=\"border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11257 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:22.13pt\"></span></span><span class=\"ps11256\">17.9</span></span></div></div></div></td><td style=\"background-color:#d8f0fa;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-right:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11259 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.51pt\"></span></span><span class=\"ps11258\">26.0</span></span></div></div></div></td><td style=\"background-color:#ffffff;border-bottom:0.25pt solid #8996a0;border-left:0.5pt dotted #8996a0;border-top:0.25pt solid #8996a0;padding:0\"><div class=\"ps11260 ss306\"><div><div class=\"ps424 ss302\"><span class=\"f charStyle-2dae0141\"><span class=\"ps1\"><span style=\"display:inline-block;height:7pt;width:20.51pt\"></span></span><span class=\"ps11258\">24.5</span></span></div></div></div></td></tr></tbody></table></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAuditorsRemunerationExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-406": {
   "value": "<span class=\"f charStyle-58d2db5a ps11273\">Subsequent Events</span><div class=\"ps11274 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-73eb8af7 ps1587\">Disposal of Shares in SLB</span></div><div class=\"ps11275 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Subsequent to the reporting period, Aker Solutions sold its entire shareholding in SLB. The shares were </span></div><div class=\"ps11276 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">received as part of the consideration related to the establishment of SLB OneSubsea.</span></div><div class=\"ps7041 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">A total of 5,057,706 shares were sold during the period February 4 to February 11, 2026 at an average price </span></div><div class=\"ps7042 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of USD 50.43 per share, resulting in gross proceeds of USD 255 million.</span></div><div class=\"ps11277 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">As the transaction occurred after the reporting period, it has not been reflected in the financial statements as </span></div><div class=\"ps11279 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">of December 31, 2025</span><span class=\"f charStyle-15433314 ps11278\">.</span></div><div class=\"ps3321 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">As a result of the settlement of the SLB shares, the Board of Directors have proposed an extraordinary cash </span></div><div class=\"ps3322 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">dividend of NOK 5.0 per share to be paid out on April 27, 2026, pending approval in the Annual General </span></div><div class=\"ps5171 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Meeting April 16, 2026.</span></div><div class=\"ps11280 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-73eb8af7 ps1587\">Geopolitical Developments in the Middle East</span></div><div class=\"ps8593 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">In 2026, the world has seen a new escalation of military conflicts in the Middle East after USA\u2019s and Israel\u2019s </span></div><div class=\"ps8594 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">attack on Iran at the end of February. Iran\u2019s response has included strikes on infrastructure in nearby Gulf-</span></div><div class=\"ps8595 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">countries. The conflict has effects on the global energy markets, on international value chains, and on </span></div><div class=\"ps8596 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">companies in the region that Aker Solutions have extensive collaboration with. </span></div><div class=\"ps3330 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Aker Solutions maintains operational presence in the Middle East with ongoing projects in the United Arab </span></div><div class=\"ps3331 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Emirates. Several construction projects are being executed in collaboration with a joint venture partner on a </span></div><div class=\"ps9183 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">subcontractors yard in Dubai. Aker Solutions is engaged in fabrication and construction activities, through </span></div><div class=\"ps9184 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">our legal entity Aker Solutions Energy Solutions FZE</span><span class=\"f charStyle-5b8fb5b6 ps11281\"> </span><span class=\"f charStyle-15433314 ps11282\">with seconded employees from Norway, UK, India and </span></div><div class=\"ps9185 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Canada. The company </span><span class=\"f charStyle-15433314 ps11283\">had 76 employees</span><span class=\"f charStyle-15433314 ps11284\"> including families stationed in the area. In response to the </span></div><div class=\"ps9186 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">escalating situation, Aker Solutions arranged for repatriation of 43 employees or people with close link to the </span></div><div class=\"ps8602 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">employees. Aker Solutions continues to have personnel in Dubai and is closely monitoring the situation and </span></div><div class=\"ps8603 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">its impact on people and ongoing activities. While operations at the DryDocks yard have resumed, Aker </span></div><div class=\"ps8604 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">Solutions is following current guidance to maintain home sheltering until further notice.</span></div><div class=\"ps11285 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">At this stage, the financial impact of these developments cannot be reliably estimated, given the </span></div><div class=\"ps11286 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">unpredictable and rapidly evolving nature of the conflict. Management continues to monitor the situation </span></div><div class=\"ps11287 ss13\" style=\"font-size:12pt\"><span class=\"f charStyle-15433314 ps1587\">closely and will implement mitigating actions as required.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfNonadjustingEventsAfterReportingPeriodExplanatory",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-407": {
   "value": "Oksen\u00f8yveien 8 1366 LysakerNorway",
   "dimensions": {
    "concept": "ifrs-full:PrincipalPlaceOfBusiness",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-408": {
   "value": "Oksen\u00f8yveien 8 1366 LysakerNorway",
   "dimensions": {
    "concept": "ifrs-full:AddressOfRegisteredOfficeOfEntity",
    "language": "en",
    "entity": "scheme:5967007LIEEXZXG42836",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  }
 }
}